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Mega Lite Color Pick LED Par Q190 (Mega Lite_Color Pick LED Par Q190.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Color Pick LED Par Q190" ShortName="ColPckQ190" Company="Mega Lite" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>87271057-c6f7-405b-a0bc-849c84eaea05</Thumbnail>
  <History Date="04-05-24" Author="Nic Morris" Comment="Created (macro functions are a mess with duplicate functions and range conflicts.  made best guess)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="861a7830-0a1a-4667-a156-f760922fdc94" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="1~84" />
      <Function ID="3" Name="Rnd All" Display="'Rnd All %.f%%',0~100" Dmx="170~255" />
      <Function ID="4" Name="Rnd Sement" Display="'Rnd Sement %.f%%',0~100" Dmx="85~169" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="1~19" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="20~29" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="30~39" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="40~49" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="50~59" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="60~69" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="70~79" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="80~89" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="90~99" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="100~109" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="110~119" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="120~129" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="130~139" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="140~149" />
      <Function ID="16" Name="Program 15" Display="'Program 15'" Dmx="150~159" />
      <Function ID="17" Name="Program 16" Display="'Program 16'" Dmx="160~169" />
      <Function ID="18" Name="Program 17" Display="'Program 17'" Dmx="170~179" />
      <Function ID="19" Name="Program 18" Display="'Program 18'" Dmx="180~189" />
      <Function ID="20" Name="Program 19" Display="'Program 19'" Dmx="190~199" />
      <Function ID="21" Name="Program 20" Display="'Program 20'" Dmx="200~209" />
      <Function ID="22" Name="Program 21" Display="'Program 21'" Dmx="210~219" />
      <Function ID="23" Name="Program 22" Display="'Program 22'" Dmx="220~229" />
      <Function ID="24" Name="Program 23" Display="'Program 23'" Dmx="230~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="7005ffaa-d2c2-4ae6-be2c-5ef1443d2dd9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6ef9d688-2381-4c75-9385-ed8bd5b66061" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="93639294-fd42-442e-885d-6350bd1e0378">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="313b1c62-d086-4f3a-b8a5-e130cda9cb17" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="974ff3e0-609e-4092-a4bc-10584c44bff9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9b74d3b9-98da-42ab-8f4d-bc3371bb14a3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="1abfa5fd-7472-4f8a-875f-4da90b967ce2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b816bc0e-b49a-4b6a-8609-964a8b993270" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="9f5b02d2-cb18-454b-a3cd-b91c73a77b6a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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orY66MNzExhYGBARHbzaBWROy11SiTytEoVlUsLnbHu+h1BESo4eHDR9Dd23PTnXfekfzEJz5694c+9OBzl/r9bdvPtrUB3bb/T3vw/e/vVn2eb42Pn8Xy8gqinTFRunN+fh4rqysiLI5jgzk0jX/6o2MIdV+NsU1X4PXXiigkZSgBC5WaDqvqRiXLhZLoPhfQu15BPueBVViHYtEH2S4S14qYX5vGr/32XajmVZw6kEQukxeFjfr6O/HU9zPQ6zoGx2IYP1ZFX1cQ67qBZ799ADopaEWKEbh70RWK4fjRPDTZhSw9ZyqTw/X7B9Ab12hQycHrlXB+KoulFeAYbbfvxh6EYh34/j9IyKdtEbEhN2O1GazpVAqxmEbnTScu4u9AA40uOr5EoxGhliWpUdujVbeaYc3qOkvPzWnlHo+HIG4K9e31en233nr7s5/97Gf/8r3vfe//dKnf57b97Fob0G37Z02WZeWRjzx8mpRygBVigtQgL5pNTU0LZcgxFxzHLBJOOPnE4cOuq+/FWnYjVhMgZVvEbfdE8MUvnEPJ6CD1aYr4YadLQe8GYOeVLij06Zs+FURp2gvFsOFUM1hbWsOZ18tQDTf64n1wObKo6hYWZnTUqzIWVmYQOpTHhpEOvO3OGArpDF575jm4NW6FFUVhLQqjopLadsPrk1AvW/BoUYQJsOdmF3HHrb3YPOLAt59Ko1zT6HgaquUa9u4J4MCzJlamjQv1pTlxhmHN/vVMJkkw7iRlrYnrw2F2GXpuH80E2B/NkR2qqLjXbCzAae40vchk02j1TuSsRL/fK4538uQJjI2N/tY3v/mN219//dANjzzyyOwlfcPb9jNpbUC37Z+1R/6Xh781OzMTqtdrwr88PLwOq6urInqBVaLm0JrZfw4BHqc7Bm77F/V14tiJJPo3hFDWDawbiWBdXwzVYpkA7Mbc7CqUVZWUZRX7bw0T3DqQWtVQK0mkgPMopebxvS+PIx7qRzjihOYKo1gpw6o7RTLLfT+/k1S6TbAMoF7J4Dtfeoz2IZWqOFCru5HL2aiYZazlsgiqCuZn6+jti8I2arBJvW/e5kZAMlAqlxAdGMDRI4uk4MMwFaBeyzFVxcygpYi5Vge7MTh6Y2ZmCsMbRhsNEblCH/3ja8LZhmyGYQgf9BuMtuOKfaygffSnQ6Jr5XKAS1uzDz8SiQy84x33TfzJn/zJr/zhH/7hV970N7ptP9PWBnTbfsQ+9KEP/UK1qt/JRYNaFekSa0nMzs6JxxlaXHCIE1EYzi4uC6p0IDGrinRuqV4G6Vmcej2NTRv7kK+lER+xcct1YTz/goJSVcPJ8TpG6b6bb+7CQVKutYosXBwd7mk4QzPYfeMmJJctZNMa+p0RUqg6auUqilkv6kS3iSNTsCsnkVp5laBowzJkVAjC0QEV3aMmZp9MIeCJATUJywslBD1B+FROQAGOj6fR1U+PEZRFgX5NRqFSp4FiVQBVdHExTZoZSKJVFr/uUomgT9cg1hmH1+9rRmxwadOKcHFwlTyeWXASC5qlTNksqdEkIE3byKoMruvHA55L9Et0I1/I0WBRVG++ef+X/+qv/urz7373u3/9Er71bfsZszag2/YGe8973hN0Oh1/l0ymmqCykEylMD+/IIDUKBrUyLJzOpwEGhecmov+9pMSVZDO55EvFQmkClw+lR6zsLaQxh13b0BPl4SytQJvbBDnJ4rIV6NweuuoGkUBe4VLj9oZUtuv4cgBD2rVIUS73ahBgzfgEkX5Z84VUa8uw+85D0N/DYqVE/sZokhSFdPL5/Ar9+9FMObFd/96kqBeQ1HXUcwN07Fc+ObXEqKq3YYtnVhaqKO/z4veuITszAQyBGgugvSD1oemKDvq9fpFpEYqlUEuT2rd2Zg5sKLnjRnQ3JCWXRzsDhKujqa1YM/V/DgDUhRkcjbae/Fr5m35Wo6fG8eVe3b92je+8dW93//+E1v/4i/+on4p3v+2/WxZG9Bte4OFwqGnFxbmna2wsUKxiMnJSRHz3AIP16Xgus7s5hC1NBSVUzUwtNWNIk3zz86naBrvx+pyFYUsKVHS015SnKfP5NER74JpEthdKhSnhIXlRZSKWbhlPrYsEjxMYwprM1VI2mZSx/1Ipj2Ihv3IJ5IIeEtwK3Mw9XHIdhqsSRX6XyYVrUg6KqUlAm2F1LWCSCiOksrNARKYnE6jWA3h7PgSDTQVDByuIdwhYffNPpLROp783vdRLZTp+SU0Ox3CqhsinJABmsvl0dnZKa5JsVDk69To0mLJqNcMJJNpUtEhUX+E61+zwr7YarVG6B2DvdGOq+Gj5imK2+MR958jSMdiXaP33nv3aRooN7ch3bY2oNt2we6///c+UCqVruAwOm7oylCenp4W03iGCgOaQ8248htXd+MCSBztwH5Xy6xjdnUCv/H7d6BQVnD21TTSyQLKeQI6KdevfykJWTMwOBbC8nwNfb0aeiI2/v7LT0Km55H4WJIi0qodWomOO0OgTKOW8aPT3UHANRHy0SChlAiKRVFGlCFqcE8sOgH+5ybwhtQ1/M2jRxDyrkdnRxAldx0+bx8KpKIVw4H1/eswvKmCaFxFrC8Ih8/E17/wfRx85nlS4hDAtEX6eqP6HbsoFM2NUIgXOrmcaZWUfVUs9Lnc/KyNFlpc8J9VNF8T7sjSUsYt42vE15H92ayc2V+9srKEvr5esZ3aLMHKi43hUHjDnXfePv6e9+zZ+Bd/cbAN6cvY2oBum7AHHnhgyDKtTxaLJdGiitOVV1aXkc6mucs1HKpDVKHze90IBvxYSySgSg4BKMaQghLSqwnMjhOAam7EIr2AmSJ1TCp0tiAUdy6fQPxYFAPrXbjrF3twbvIcjh88CFWIzcbCHCNPY2cGR31IDGIdslXgfiyiEJJkG/QbN5qlM5REUrUInODCS4qDWZnDbPoMNm1bT+cgYXWGwKdoWM1WCYrsX5YRDkbgcdmYOZlDKb+A04eeokGiKs6Bj26YQeiVOL3ubhjc4UWVYJd0eNQc3I5Jkfmo61VoTmez7VZjgTCfzyMYDKBUKgo3UMtE+B2JZcNuuEy4lZeXrmM6k8X5iUlcs/cqdESjoq6JRM/HjXXj8fi62277z4do9+2X5hPRtp8FawO6bcIIDU+lU2mFO4awNOWiQTOknhnVmkjh9ggVaNgKxifmCERR2HIDQo2IhyzyK9P4u88cwmDXVvR2B+DxqSjVdBhVG9GQjJ971yA6+iUCm4KJ4zM4+Pw/oKKX4RLV7FrHYjcHfSxNJ4rlCOpWNyQtAku1UC0XEPUbcDpWISkZ4Q6RJEIqpxCS+uawvYBSRm/kFMqlHqzau5DWJXR2qejyO0nxOpBYquLgizUYlQT8rnnkC0/B0BdgEvhN2498tQPV2g56/jEozjiuvr4P23Y78O2/P4vMUhnV0hG43adhVmYJ1gY0r0PUn2bXRz6Xp9mFS6hndhHxrMNuhuy10sA5PdzNrbScGrZv247EWgJPP/MMuru7cfXVe+Hz+UX4It8fi0W3fe5zn/v2b/zGb9xzCT8abbuE1gZ02/DQQw/9fj5XGBZwBvtLq6LGBldoU7igviKL8puq6iWFFyXF60bdJjAZdVKnNVKwVS4pBL8nAcl1Hlfs20tKkaC/qiCm+lCrEPzKVSTmbKyslVEupJBLvIT0/Di40BAX6ecsQY4tZteCbgWQSnP95VGa+vdjYGwQm3Z7ceCF81hdLMDvW4IvdJYUfEoo6otdCewkCbkzWJ1+BiU9ib7h3fCGwzjxehp93Z2YnVqBTyHIS+eQrxxD1ThHe+ikvD0o6AOAewN2XHk7Zk5LSKfrqOsVbN/hQ3ZlBC8+nkNySaZ93PA4KqhVs3B5HKJJAJ+CaAKQL8HpcqFcLl2UuNJoPMvGSpsjQgKBoJgldMY6ccP1+3H02BE888yz2L17N3p7eumLqWItuYY9e3bf/dnP/u+PvPe9v/vQm/7BaNsltzagL3Pbs2ePduutt34im8uBpTPX1VhcnBdZclycXmW/gRyAKW0kpboTHtdW9I92wh0EThyeRllPwes4DacyC01ZgmG+QorQSQpxO4ZGepEvEcRJMXI95+NHKkSo8zT9P0LwfY2wVhSREhI9jy1xcX0HqvUoFkvrsHn3DajkBzB1roBy1YVtu6IYGenGNz6XwtrKEsxMBJHwIYIg53dYaCHalrgEagkRrw6flkNx8QwOTjox2L8FqbmXEPWUCJaLpKDnYNklkXBj2B7o9TGaEVyPrTuuxNC6CFRS/pW0jIBXxquvVOAmpbxulBsHbMfidKcAcs18BkatBo0zDKVGhiHHV/v8PnqOwgU4i/NqKmn+yb5oVtKq6heZisePH8fmTVsExF984UWMjI5g586dwid9/vx57L5y94Of/OR/feGDH/zw45fiM9K2S2dtQF/mdvfdd//5yuqKk9WyyYAplrC6miDWyFAkB6nlLljqGGKDd8BhbEaCVKXqjOId/6GXlGIcx19NE6TDsF1eUtOnodlJ6NmXYWhZrM1vRLokIegNIElQ9bl0qPY4aqVxOm6RXdsELVXEMbO7wrC8yFTWIxC9DpHoKEwnQa3mRrhLxfSkBZ9bRd9gENEwJ7yQZtcLUN0pOkhBLO6J3uGm2WhJJZFKVpOksnM0eCjIJacEIA2TAG1X6FYTr5HBbphRaP7NBPdBHDtURmpehVfR0BF1ktKVYeoWCgUT4agHZkClGUEnVhbH4HLMQq+dARfwa7QIb/U8bBRQYrXM7o6L4czWUNENVwdvx6GLzz33HLZs3YJ91+3DWmINVb3aWDxUVDGbueGG/d9+8MEHh9olSy8vawP6MrZf+qVfcg8ODvx6TqhnmcBhYnllGZUyRyE4IasxqI7rsWH7nbhq/x5MHKlBJci63U4UCwa27eiFUYhhdZ7D7jqIT1ko8izc8gzN95MEuiNQHKSe8xa8Gj1slFA3C4SyOoteUs5SI6ZaIWjRR7Fib4C/dztWVtx45ZksuoMBRCIyujrdJFeBZIGjL5yQoiqsei+WFtfRuUzQ8cpieU9En1im8PWyoFVUWfioVYVbcdFj9UadZttq9rQCw1lBIHIlPF1X0M9hnD6io0DCXnXbNPCYKGSBcqEmfMZ8lrFuOlZNJoCuJ/hvRiZzGi53nWYbjgaim2F43ASgBegfNt6GAc0p4uw62rlrp6iO9+yzz+LEiRPYv3+/CMHjKBrQ0/I1ovfIcd311x36yEc+0vdf/st/sd7Ej0nbLqG1AX0Z2+johv+2uLiocmcUjjJIp5IilZtJI8OFQPBK+MM3oZDvx5FXCMyShqG+CClJFXOTJuq6gb4BB7yuCGYnNpCa5Gl6QhTkBwqkwAssZOmnLNpQWaLldkNFCkXJZGYZze2j4IPTvw29g1sg2QoB2ELdqiFTokFhiQCfk+H3E/RI+fYPqtArKsG+F2aVFL69QOdfE/0PRUdxq1kPg44v4pF5kY5dKI3+LeLvht4lRa360TO0E/lSCInFCnyRIt5+exxf+eI0aDigAcknro0kV+DyGNi9L4ieHkucc26tg2Dug8mq3OKwOkUkoHCyCrf1YhC3Fgt/2BjerLQvdAunc95/09tE6N3LL70sYq737NkjSp2ycQx1/8BAd09Pz5/Tn+0CS5eJtQF9mZroyP3AB3+1WqsKlwC3rVpcWhT1jhXFCYevDz39N2J0+xU07TdE9EOHn6b+Do4XAyp5ScQty6pJ22nIZ4Mo5EZJ6R1uKlpb+JdtAV9LKFqOh2ugShILgg1QSuA2glqwF+GuIaQTkuhKct+7ejA7V8DhA1mCdj9MXcFKVofkLmPXNV6MbvLglRe8mDwcoIGh0XKqUTgfFyrKCQXb7HvISpZjuy2xENpQ0DxIBAKD8AW7sJaSMT+bwY49MaQLdfSu82Nkg4eUu4F61YGZ6QRcthPHj6ex7wY/bvm5AF5/1ov0mpMGqozIqGwWuhNQZvV7sVvjh423Yf9za0BJpzM4dfoUrr5qD2699Ra88uqrOHr0KK7dd63YhqsFTk1O4dprr/3NhzsZN5MAACAASURBVB566GPt4kqXh7UBfZnaH7z//R9eW006RD9AAgQvCnKShIiIkB0Y2HAFgl1bkUk7iJ4F3PGObjz75DwW1iKwNR+QJGWo2Yh0V7HzmgC8AQdOHmZXR4TU8lKzm5/SUJ9Ss0W2bV8AdQuQosa05YQXIwj7ugiS3AXch6mJGilMi2C1AbKSI/WqIpcpQXHIeO3ACq69MYy73hnHd2oxnDxgNt0bDQDLopgcH5fLm9pQZUuECMoWP18jnM+iwcM0HZCNbhRW/HAiAJeahFIzMUkQ3rKpl3bQUZULuOfuHpw8okINhfHSK5PomAHuI5WtWN04+loNdaMu1LtDbnydRAKNYTUL+aNRn8NuLmNKP/BOMMRbqeGsmGdmZvDt73wHoyMj2LVzl0gN59mNCUMMaHyc6elJeefO7d+i3Xe8iR+Xtl0iawP6MjVSl++r6roAJPcVZPXc8pmqmh+dXZtpet2JY8dyiMS8IsOvI+7B+oEwFKmMasWD6YUVVBIGkikLe2+OEbBjNEX3olrgPOaGUmXXQtOr0PRu2BeUcyvyQpJc0At+LE8pMMs2AkGJgGkhEA7Sg1Ws5XN4933DNIjUkKu58L1/yiGxLGPvLgdGt/px4kC98TpMS0RlNJ6mKWdZSXMrLG5QKyjNGt5oKnlNuEoWF3QUdVLhJo0tVQtOSRP9CydJUd90ezc2jzno3AjukSqp6wIy2X6UaxbcPhO1erHR8JYHCIVTvJtFkrjaHS9YcuW/ZonSf+Y9EJDmaA226667Dhs2DOPJp56i67iC666/Dj6vt7G4KWYDCpaWl3Dl7iu3f/KTn3z7Bz/4wXZUx1vc2oC+DO0Dv/d7V5XKlSirTb6lUmnkchmRJKKpDrhdMRjlPlQ0N2GyRpDwYOJMEusHe1BFGW53Ae96VxAHDtnIlpw4NV7A+nUB3Eaq8uXndNTzioCWSGCRpWacsCKUs5jyy2iW5STocV0KU0OpasAiWHFhpnrdidmagq07nDBqRcR7vejv1ZBYIRCTinR53SiWFKQqFtbKSVTNGilNs6HQSSEbNuHddKFusntDFYpa0yqiVockVWjQ4EKhKilSB8qmjk2bPGIgSmRWscHqRT7HGYuy6BIe9WqkvG16rIJ4vIMg6UShZCNDSnslmUK5WIBKz12v1eFyuC9cY9FK1jBhsXpvuXQuPNIwvhZiIRCNWYZIAycIv+sXfgFT01N47LHHMDg4iJtuuglOR2MRkpNYxsfHsW37Vu5tOPgmfWTadomsDejL0VT14+z/ZIHJvluuaWyKXoNKoyaE5iVIyaQqiyjmy6IyncfkynQS5uaXcO87hzDcr+LIcR3r1vdg8jwp27yJvl5SlEZeqGUGHGlHAqWTSOQWC3YC1txcVakSiKoC4rzYJhYLVR1b9rmQI+Ht1Ku0jwvnxtPoGfDBHbGxvFbDqckyrtzXRbAy4PQooo/hytw8zDqBmwcbW0Pd8KFUWUfH7IevIw6XT0ZmOQ0U12hgWYJLm6XxodTQ71KjNdXwTgkdw348/q0MEsk6FubSQtUGfD5kUwYOHKmg7nQj1uHBQCyG7qiKiF/F0blpMahA4YJJtUY43UUAZrNb9aV/6P6WsYuDrz2DmX9//vkXMDa2EevXr+d0bxw6dEi8P319fTRDMIUaLxaL2Lp168Cjjz76O/fff///8SZ8Ytp2iawN6MvMuFPKb//279wg/LW2hHwxj2w+I2DFC1FcQtRWZQR6NHT2A/PJJAIuB0HCwFpCJy2swqWqOHEyQ2rajYCmwKFK0Fwg1TeJbHIZDuHCCJHSjKJcHYbHuw69wxHUaY+JM9MIePIIeadov4yAtK2QEs8UMbLdRt/IRnzuY2dQyBaQK69heGUAY3Scz80uIdYbwbGXdVglA11xUsOkrmeOHYFi8EDjQ0GPi2zAYPAmrK0RdAd7cd9/7MLU6VW8/PgasoV5+HyH4XOeAqwcDRh1GkB0mgWkcM2tYzh5uIyl0zbyWQPHjyUQ9HlQrlVRs1KIj4YwO7OGQp5eWaQGV72EySOHockNV4phspuFBjm74c+xWhmETTdHK5LjhxcNGcot1xIX9d+xYzsef+KJCwuEb3vb28RCJ0Pcaqbh80B3/MRxXHXVnv/1Ix/5yJ+3w+7eutYG9GVmv/u7v3t/uayrDfXMHUFWUCNIsHvD2ewtKCsSUrll/NJ7rxWq7dCTOawl80ilCogPBnDghTwMO484QXfiZBXxLieG+l343pdegaTXYMjdKNZ64enYg1I6inzVj6s2DGL3dW783f/Zh+RcFmnDj2j4DFzyGmzZhFur4NThBAFIQ1cnt7qqQi44kM4YWJ2rYaKYpIGjjP4NMWy6wo34OjdeeeUpZNeSBEXOBByEw3sN7rhnDxYm/PTB1kktO8AdYXZf04uVGR9Sy53IZ3wEOgdk9QDtV4PbUcLE0SVUi11w1APoiirgf6bBi3gW9KIDiSyBO13A+g29uOoGPwbXe/HYd5/G+ImzQhnbTWhaXMhJeuNXisHKAP7n/NDs1uAIDYY0h9vxzGNo3RDe+c6fw7Fjx/HM08+I+Oht27aJRURW2bwYybDn6nkul8vT1dX1CTrUH70pH562venWBvRlZqVS6Te5fjEnbtRquqj3wJEO3CWFIaJycodcQYkAPX22AqPiQTjqFbU3arUK5iaK0GwFEzNnER/owhAB+65f7Ea6kMSzTz5NuAojVdyMddtuwq4923D0xSIypLwrOheo17Bz1xjOOwpYWQihWvXArbxKUMuiw5fF4185iVicIBn0Q3OSovdEYRIk6zUNmzaPYM+NBgJdXMtOwZHnJ/DyE48TrJww632k1rcgErkCs9Me4X5QeoKI9DqxtmKglK0g2gX093XSIOBAIVengWERtjENr5LB6deOY3GqC92d3aSOFWhqEKWqTudnwaDz3rt3DNe83SkiSUplCwefOINXn/g2alVd+KftZk6iQddVURu1pFv1QXgQZEA37Acx4BcbP95a5JToveCQvZtu2o+V5RW89NJLOH3mNO668y7h9lBErDV7qRRRCnbHjh3vRRvQb1lrA/oyMs4cJBttuUO5PGatWms0NCX1LLqEKDJBhuBUmsaX/uoours2ItblhsMTQk33k9KsEVA1/PwvX4HuARnBgAuJxSQe/+q3UCkQgJRRyI6dSCxEcdTSoVgagcWLSEDF1BlCKz336JgHHtcAVmcN1K0k3XcEDnUNfs8cxsa2I94TJmDWEe2UUePFurKKSsXA8oIDZ05nUC+sIb/6BGrJRVKtXtiunbhy/z68flRGMmugN+QgWIMUJsHWUkVXFZ/fRaocGNzgx5mTfXA7N0O3liGbWQTds/Qal7Dr+iHkScQnF0x00sZ1Q4dZkpBdtXHqdSCdpsGslER+7XmUc3OiUJPdDJ/jQlOshB0cvfIjxfpbMdH810U1opugfkPsNink7373u+gf6MeWLVtw7333YnpqWnRyYTXe2o/bZnEG6Pr1G7x/9md/+p/e//4/+Ouf9uenbW++tQF9GRkpsD9YXFyUWrUh0um0uJ8B7WT1TGCRCTiaxEpwFRX7JHbv3U7gkbEwJwmA6yWCZo2UZE7G0mQF51NLyKZew9zCK7RPD5yBzdi65QocerWOlZk6ujoVUQhJ5uL3uiWSUhwuGYPDThQzHaTGhwlK46SJs6RgF5DLHEEhK0PXnehd50Cl6EC404nzpzI48WqNBokleNQjKJcPiZoasm8dVOcWBDv6EI2URXxzpVZGgs6vDhP+rIoADQ4mvaauEY6BNglsYQLvEOpVL80kVhHwLiCffB5nj9D91V76VhiIRXwwMhLNEjw4fTSHXJqVfBJO+TmUi6T6oYPz1RslVyWRPm6aVitXEUAL0o0QuUZ0oSSiSn54uZAfb/mh+fF4vBuHDx3G3Owcrr76ahq0xi5kJbIrhSHOP7nq4Pz8HAYGBu+nw7QB/Ra0NqAvIyMI/Hqr7GWVpuecPtxawGL3htKs78yRFZKcgdM+jCOvhaFoWxDpDnEXPag+HylaAvMJUt42LwieQq7wHEy7iKEt96BQ3oRS0Q13sIDrb4jime/NE0g6YRtuMf1XNBt96yVs3qES1DQsT0eRSXK/6zRcWEMt/RpK1RJc4WGsrrlRynqRXJGRTibR4ddJ8R5EtcZlSvOERze6enbAQDfGz5VRM0q44x0xnDi6jKVZG/F+Pyp5GxkucWqX0d3vxN4b/YgP+XDs5SBBPoCqmSCVn4VaPYHJ41Uonisxun0U58+tIKBFsDa9hkK6AMWbh1k7hJJ9nEBbEP0R7WbCOFuzmJ1Qw/JFLgyO4uAQvMZl/dGUbzZWxq02Wfx+XHXVVRgcGsCxo8fw5JNPor+/H1fsvgLxrjgNdLKISRcJOTTbSSbX2M2x+T3veY/WbpH11rM2oC8Tu+uuu5wbN24c5t8Z0tlcFnq1LB4TvmdS0Rd8pyJczCB1S+p48UlIrlUC9m5kMyap1E7hGw048oSoMyhWTtLmDHoXPN4+UrAxnDm+hq4hGeGYQQrUgcF+t2gRBcuFmellSG43QVDFbe8I4YVnwjj6koZKroxtm0dw6vQEQt4qjSAE9koIvZ39KGUI3h1pAt0yoWmZTrJESp9rXLhhViL0PBGcP5NAKOTF3HmdPtQabnxbJ0ylCF8HV2KqoVzVMLtYhWNcx01v6yUoh5FZcaNeVkWst4ICfNpZ1I0Uxg+ehMsdhR3pQDW/Cp8jR7OIOdpuja6QLhIhbbtZjF9uuB2Y0CLSgmtoQ7noytuiCBXwo77nC1tYDXXcSFVvuDp4UfCOO+/AmTNn8PrB1zFHSnn/jfuxadMm0XXm4tA8GnjlzZvH3kc7fuqn8+lp26WyNqAvE1u/fv0dxWJRakFgbS0hVBh/yd8QYSBa7NngNrCcxSfJC0A9g9ziYbgcpEizMvwqwdbIkWItisVGbjylmD7kFhQ4vX7hCnBJLrz+fA6j67tRl3SEInXctD+Al16W6W8LBw4V8HN3+XDn3X2YOyfh0JkF6EVS9eUiBuKsJtNCUaYXXoUiWY2OJ81MQVPhLioqqWk/UgseUtkmbAJw0CnDq5jwEFhLFR3FahG/+qsDcFllnJg28eLBBNYycdFAYN/VXXjhnyoN10EzNVyWKnDYCzSTWAG/xPyqRddBbjmJxVKgDWdTKnObXE4y4T8aytgQdTUaM5RWOB2/hlq9Jo7fci39sPGmLbjz45lsFgcOvMrKGCMbRrBxdKNYKOQswtHRUXpPZFHtTm4OEgsLC/T+DvNiYRvQbzFrA/oyMVJae7lDNRcO4tAzLonJNFZVBzQulSmm35bo0C1wxXUsODNaxEyUCOYlVCurkKsisExsK2J+bQmNPb0EfbovW4BVraNWkkkpA05Nxvx8Gvf8/AA2DWs4+Eoewe5OTIxXUChKiHUp0PUs/J4wnReBtm6LEqCwHMKlwvDi9n4SDxZSjaDUaBIr8RBiaagrGv0sI51LI5j2o5A3sWOvj07cREc4gO5OB1ZnC6jUDPT1h5BYAjLcJ4BmAKVyTgwujQxEUb1DFHhSOFyOExMJhAYNNJblE30KTYJzza6LAUOzdTjULJ1PkfMkRX9Eg4v2Ee1b4BSlTYXv2BCNEBRFEsqb7QKoRSsZqelqksQ+Xo9bLAA+/tjjokb02MYxbN2ytRkNIov6JuzXt+UG8LmGyo4dO4cfeuih3kceeWTxknzA2vZTsTagLxPTa/oNopobAYT9z1yPuAFoVag8iRUZAxEEPVLDhuUW6dCqwkXjWdES1WSjUbiHu2gL0DSLdkqimigGN/pQoOn8qfPzGFWGkF6rEthpf0lD2KcinS1zrjLcPg0Vo4oKHSNbriCbyaJusx9WRcA3grVsD1F5CN5gF2SngmQyBbeUQMizAqeyRmpdEfHHnLAd7FXRv1VBSq8hFAQqBQnTZ7gCngfeqIRc2sALry1h69719DxV+IndilfC4twiwTwrAM1QhHg1QkoL9wlnPtatAPKlHlTrI3C4t6CrrxMbtnkwP5XB7Ol5OMwpuLRTcMkJgnpZJPtIaOaMNOuA8LVt1OSwWnf+iImCUU0FzdvxYuwdt9+BI0eO4NDrh3Dq1ClRPGnj2BjczRlQowqeJFLmuSIhx7N3d3f/Dh3ugZ/2Z6ltb561AX2ZmGVYmwSCCISFYrG5KNWAs4gUEwtUEVKzPYTgjfD61yHWF0Q2vYZcagUBzyKBeFHELHMaN6vnlrvEbs7ys/Ul3PHLo8jo/Zg4X0EylUXRkNAV9eH4oSIOIoPO3j6Uk0B3vAOxqIqlyfOk5vNweKIEwm4UzGFojt2kIJ0I9UZx28/14NTRBI6+tIK1zBKCvuPwOudEXQ0uyD8/P4l3/I9b4fVtwLf/72UYuozy+AyGV3uwYSyEL36etnV6MXXWQGJBQUdPHfEQ8I2vHkC9Ump00m7Wh7aaKdlc8a5qRJCvDhOUr6fLNoqpqQq8ZR82XdGJHVd14Rt/20HH60G5HIPiOkRq+jwNHDUaqZqrhc31wwZM7QsLgS1rNNptzEakpv9agJzOgpUyZxXu27dPJK5w7Q1O+T53/jyB+07EYrELkOZa21xNb4UATfvsfuCBD71X05xvUzXV59AcEg3AOUVR5orF4hcffPDBQ5fkw9e2H9vagL4MjBcIe3t7QzrXuCArN9Vzw/+simJGFsJIV9chFL4Rdmk9KpYHN9y+AflsBk98dR6Vyjw8vhPE4WOkMCtvOD77QyFXML84z5VKEY3GkJ2kqb9kYHm+itxqDcV8FcVqAt19PIVXsekqBzzuOl588mnIpoaqNYSqugPX37Yfc+NOYKYOTeZtgFtuH0JpLYyl2V4U9ACB+UW41Emoch1mKYOFSTp2xoFoRxdKRS70b2FpqQqHq44jx5Zo0Mmjb2QQsW4N193dh0QqgddefKVR8c5qVNdrmCQcOnUEUdQ3o39kP667eQ/OnTSgEDTdPguplRLGtoQxOhpB2OnH0lyEZgk02+AiTJgHfiSIDj8YyASxW/Wo7Tds26hsV2+WYrUxNT0tCiRxt2+uw8Gx0IcPH0YikUBHR0ejS7jwQ0uikl5yLYGz4+NvLxYLb+fjaaomEoM4CYmBvnXbtg984QtfOHb+/Pkr2qnh/36sDejLwMbGxn6eQ+paJtwbHJPL7aZkdmuECUo7sPXqe0ix7cDJV+vQjRoqBQubN3VhYZMLizNxlAmOLkeRVOI54gzHATfcGxxWxt1TSrkcvvSXUwT4bnRHo6IyXol76xFznLIX/piBnh4Fw2MeDI368OwTz+HUoZO0fz/S5TFEu/ZibcmHsN8FR6+MaI+GlUUTmYyJ/j4veqJenDnlQLmSg6otE6BL8ClJfOf/OUPqcQixjjD8LgKpK4qaXiOFbGF0eAiDW4qkxn2IdASRWk7hxdceo3MtQ7E5Ptps1IlGg9fs167aI5Dce2hQWY9Xni8g6HYhFnYh0klQrBA8T9XpOVSsG3GQcnZiaX4bFDlNkE00+is2XRm2JV1YAGQftGnIYtYiHmsmrTSUtCyuZbVah6Q0ZiRLy8s4f+481g+vE+neNMCiq6uLBlWtWdhKEtmLrMlZoc8vLKJcLNOgpgnuq3LDDcRtxfi5Z2amcPXV1+wgwL+Hdvnsm/sJbNuPa21AXwZGaus+DsfirDf+Wa6UG35kUWHOA0kbJVBdQ0AaRjHrQCioIhyKoFaRMTNVQ0enQkDqxeyEDNvk7D3OotNb3auEDpTtMnxSGovjp7Djyn64SeE5gj6CnhPJ5RJMUnsbt8SwaYcLmXQJR5+exKmDT8HSSbVqY9i440rMn9cwfqSKjrCKzqgT/pAmFgP1Qg0erwRHWEF/IULgGqbz76HHzsHvW8NSahKbtm5GJCxjZUZGuNcrFgsZ0Hx2sWg3DS5lTB7LEqCPYObUi9Cshni+UEe/+b9lBuAJjmLjzl04csBAcc5AwaOjNy5zfjVBnQDJIFXFn+gfdiGXC9F12QRUXqYjFC+4Nhpx0fYFSHOCiSYpP/TuNNR0K92bF/64SH9fX78IZ2T/8+TUJLZs3iJC7CIRv9hWrBtIjZhohjU3mR0aGhTx2aIfIw2+KinwbDYrFhH5+WdnZ2h2E70dbUD/u7E2oC8Dq9eNXc11MJF9xjehsrg4vxompXo1+sauwfHXZVG3oifmIaUsQ6OPh1Ey4SEF6Q3KqJT9SK+MENS6UbfzIvJBhJUJUtfhkKcR8skIRnegUuxAleDR1elDKOwVPuuzJwuYOFOAYq2hXngaemkWzkAX3KErEO8dQynD9ZAt6LzolavCnNbhXlMQ9NFU3a5idIcPVbOCSr0L5dQQ6vp52n4VQf8pAmQ/QXkLClVFdOMOeZxwu1Vk5ms48LSFXGGV1PUSDUBP0kVYo1PmnA5bqGc2rj5XJ4h19G5BRR0jANJswbuGdVs9SK9WML2QRqXqo9flgqzSfg4J/eslxIfpmtU1Uv7dUJNxOuTsBQUti0L7BOa6IQrwezxueL1+Oi/3BcDKcqN1Ae/D74uFRjaiz+fj9lZIJFYwMTGBY8ePYWpqCjt3XoFt27bSdW/U3BbLkvQe8PFTyWSjmZfUbMZLz1Gk2RIr73whT8daw9DgUPxSfAbb9uNZG9CXgZmm5Wl1MWnVHxY1m2kaHOsaQTS2jSAXgye0hp4uFUszKaJLEOU6Qc5lQ3NbWL9dhVmjI9Q5849Lh8oiRKzVtkoS5UtzdN80Xnn6a3A4dmP7ns1IZVcJxASLKvtvCwT7FEHxCOT6URhSGbGeTdA83ZifqaNQyuPeX+7D0eMZLJ7X0RELkoo3kVmrwVQKpFplXH+rC+GIhdOvdGJ10UHnlIdLmseZg98FtDw64uvh8kRx8ngB/V1hTE8n4OcCINJxZEoHYdcnYMmVRuo1DRrKRRLaMGT09G9CohDHxHgeulXBvpt7aOAqgUQz1o16UCrUUa2p9FpS8EYV7NkXRLjHhcOvuLB4vJMGgCXhZ25VquO627V6FefPL4rCSR63Bx0dUVHrORgMCjcQx52zP1k0vbUbC4kGv08E945IByJ7IlhcXMTk5BSOHj2CdcNDomaKJGkiaYWfg5v9ivLacsOvLlLCaX9FU4UPWgwKDV+785J9ENv2r7Y2oC8DCwT8BzOZTC9DqFxuLPDxl1VS3OgZ3kdf8R4cO5jAyDY3RjcpyKQr6BuJQC+YyJYKKGeL2LDLjzvv68DBF9049AIpybLdKLgPNHydIiSa6yFn4FMOwqwv4NiLR+B09SDW0YN0ahE+ZwqWOQ7L4AJJFdo2ALMaJ2UZwNJCDl6PgvMnS9BMG7fe1k/PkYTTq8DUubWUA4eP8gDgwNvv6CS13oMnvi6xcIds5hFyV1C1aTqf6MbB+V709azD7KkX4HPUoEkrpH7PwZKyItVEBHi3zG5EcTPQXO4NqJY60ROhAWNiFc6gG88/nuR6/Lj+5hgNbjm4wgZCITeWV2UR+/y97y/i3nf24fZ7O/HdnB/nc83jCn92nfapitA5TXOgVi6I1OxEYpVgex49Pb0YG9sEv9/PJ4I6KeiLoz3YldEYUA1S1F7uogK9oov6G8rgIL2vAfBX2KLtLKPRUYaDxsV724yyYfVuc9ahpjVCE/lgbft3Y21AXwZGU+fnaUr9Dv7CcpIKf5FVUcEugLoegcfrRSazhKGKFycPF3HNviFSf0V0D8oCwnrFj7NnC4h1urDvlk5MnZOQWLQvBCFcaP8nnK+GSJsWXVOQgGJ6kE6wv5sXyaqiwJEi+gbS8yOA4qpGAwFDVoXbX4PbKSHkp/uLZVLwZdz9jgFUChnMJi08/XwZubyHYAOMbfPje1/XYTbrMVuSLkDsUFKkqGdQTL1EUtGAZNio2dwSi1tdNZvV2lIzWuKNJtsRJBc0pJNlSKaMmNcFLw06oWgYNZLQCzQD+I1fH6aBpoJnXlxFBW4sTAHZVB1X7/YiELJFsSblB90Wf6izd8ud0lDW7BPmnzt37hL1oFtAbhVPEusF5TIqekWAnttd8XZ+vw91oyYyFJ2SLGp2c+o+q26upyI3XSfs9w8Ego3Ybi6ERTc6ZvGn+2lr20/S2oC+LEz6HVG7QW7UbpDEl1WDJoewtuQS9Z8VW4FTNqBZHhFfnM6W8K5fG8LS5BKWSxZOfb+IUrGLlCmXJc1DNPprHR2tzLgGtC270WcQFid7NFpbMaA5NVqWasLLavICl62hyk1T3QYS6RwUp4bjuQT2Xt9HMK+gO+7HYJcTpzIELaWOzn43cgUbq6Ts0+UM9DqnahsiloET8sQU3mTVWCNoiZYEolks1xVp9EO0Gokkjdbi4txt0WXbEguoHGXB7WQLNDispktw03mVMlVs6/DAqFk0kCnYMEAAT5SQK1bQO9qB116aRroSR4YgnMqvkUKti8xMoOULlkVZV7FI26y50bpo7EFm1wT7jzlK42IwM7gZzo1bSbwnXCea46O9pKbFuTcTXPj9FK/2onTxhn9bFs/PAOfypOzmqNVqK2/Wp65t/3ZrA/otbr/1W7/VpSja+ub0VsTaimxpcDU5Gd6gA3WCZ2omicV5F5wOExs2eeCkL3bALREwS3AEQqgZHHonYTVTwOLiMhpJL9YbWziJNHEvKpUQPVc3AaUHqlcSRZl0UsFuRxJubZF21YW6Y7XpjJjYdq0LmYqEiMuBStXC+dNpxLs8CITp+VJVHD9dwMjuXkxNFAlQrPxlrCws0NSgDpUz6mhwMS03CrUOgmwHVEc/XMSwCilwvZiDW81B47A8icXjG+OP7WbcMQTmLXRvUNHhBtZyFXRGVFLswOxcjgAaolmHQ3TzPjGRQff6uOhF6PV6RN1prhOSWluFfFGCirgkNFOJRCKiJjRHVLDqhdW4dpx27/F46Ri+xmJi61ZvKWmzCWwDPn8ILgJsKBQSERvlEi+o0vV2SeLYXpoFNTqAyyK7E79wcAAAIABJREFUUAzCEtfrDhK0TXpPKohGO7C0uHL2Tfvwte3fbG1Av8WNpsT/Qy5XaP7F4Vx1EcbFBddsEARcGbztvk0oSBEkkhlk0zW4CZTxPg/OnCwik3FhY18EvV3clURDbukc0suLjeQUNNwbQoRKXBsjgkwpBlu9Fka1B05/BLe8cwCFQglPfmMWhdw85MDrcKrTtD+RjwaGheU0fnGXglDHKD7/mbOolmzop/NYt64P5YoLf5dYQCTmx9xpoJqw0bvZRNil4/TBlyBbNBuwnagaYazlg1C1G1CrdCHijWP3TZ3whS3801cmUUyvwmsfguQ4S5DONF0dLWvEULDqr9O/xeQsfv+RnQj4nXj6H2eQL1Vhj9ewcWQIPUNufPlLy9BpZrB+axSLEzriHSG6ERFzKaQWVuCg62C1iiJJkhgQ2cfMkRQM3Wwhj3wuJ1St2+VGZ7RTPK7rOoHZFDA2RLf1RnxzK8klRttxUavl5WUsLi3C72sck6ve2Y0Rlx53CmiLCA6OICE1HwgH6X3rFO3M1g0P4/SZs4+92Z/Btv341gb0W9zoi9ovss64Epzd7CLNgBaz/CqW5+YR8mtYN9CFk0s5VMsJHDu8TNNuP06dmUEo7sLJE5ZI0oh1WXjxy0/BMiqiVsUPymNyxloMmfJmjGy7Fr6OTZg8VhFdwuumjd3XxbE058DieA9KOT8pYD9k+wgpSB1atYBTB1IoF2LojveilK+gmNWwtqKTInRh4myWlHsGAwNRDI+FMLY9jGPHTmLqzFlRXa5GcM6WNmHzldeRGh3B1Cld3M+A27uvQ/iUJ450I5MMkMqNQnY8R89Ng0OrLobdKDzEQNPUIrKpVazMGaI6XrxzAI5MEflyFrMzBdQsDVPjy6jZVfQerBHEVey61g23T8GLTz6LeqUKh1u5EB/eckFoDof43elyocvtQmcsJiDOCpdbWIm6GvT+tBrDtn7nWyvqhjMIuwi0rML5Pl4gZHcHK2xWx42a3qpIZGkVYpIsqVELhJR4IBrg340HHnjg5UvxOWzbj2dtQL/Fjb7czovdEKJyJtOL1KKNCqqFBXzvH2ZRJ8Ub74jCpWrQi3VSoh643TayuQV0dnmwe28nFmbm8eILrwCy8oZpPFd7040RKO5rYUrrEQiFEe9xknrXUCooGD9dQzCsInplH84eUVAuW3AqKwSnVQTUNJ7+2lkEgg5Egz54FRc9JkEv8+KkhsHBIWzd20EDhBPBSABTpxfx2pOPEUD5BPzI6evgCt4AX3ADYqS0qxkfNMWGais4fawMT0DC2LYYps55kEtz/PESXZRj4vWzNXL4GpmEKlIo5jL44mfm4bRCiHbQQKIp8NRdKNE1ketudPUOw3ak0NkjY9O2EEa2eHDktVP47je+J/zyYkZx0cVm90KrED93+Ga3iEjsaUK0EUeOZvEjS4Timc1O4OwGYQDz3wzm/v4+Ec/MYGc13SphWm8uDrKfmV0crfeF3R58bK4pzUX/5+cXprdt2/5mfOza9hOyNqDf4kZfevniYvCtzDaOn1V4wc4+j8Xps9i+u0fUSY50RFApFlEumQhHfNh3xxXCx3n2lUmcPPx11EoFEapmm400PIsXwtzDiAb2QscAzp21kFgsoLNDJbA74CRwmAUDAQKK0wcMb4zg7PFBOLX1NCgs089ZqNYEtu3ag44OJ6YnSKn3qaiUdVR1dhHQlL/sxeI5AyeTC9CzL2Bl9rio01ExB9C57kZkC1EcfsVALKzD65LQNeyF162hmjcJ1DICcQepSZkg3UvH3ClitQ0jKa5PC878myIX4MAyVldOYcfuffD6LSjLMlTFi1S2AKMKVPQabryhFxGaTeSTVbz+3QQNOt9EJc0FpTThPmllEPIx2U3BbgfxHnB8crMDOFvrfwYxFzxiGFvNtHB2T/wgzK5RnJ9Bz64QlY63tLQEd8YtKt9xJ3ZW1K2qfC1jP3V3vJGXwjHXpMKPvDmfurb9pKwN6Le4SaLQQxMaF90vAG1xfG6KpvZHEe7cgVTCQ8ytoCPoQlz1YnmxhGe/m4NRWYVSfQWZ3ClRqL6h3Bqp0tyLpDu+jUDdj65glACSQqyjTmq1BGnVgl51weOwhKoNrTfQPVxHqeyHnupFWnfCQpIgfQy5PA0Qxi7kyhq64txU1kYnAW9hghTgAQuVQgJu1xwKpZchmTnophc+Oudg/xBCegemx3XAUUZdciG1ViIYuqDQ87o8MgxNR3xIQrGgoZxbh1wuDsNOc6DyG64KR3s4HaswlMPoHd1OXw5S3Smd7pOxLsKJHk5kkk6cPmzQYJaDZpUg115Bfu0sDQQEc66zISqWNkApImaEK7rhchHDAV0/0fpKala0EzWkLZHFaNimALOo28GQbkKbYR8Oh5FOZ4T7o2bWUCgWxPFZSfNjrXZljfrWjXdcqHdS7FxciUMpV1dnXn2zPndt+8lYG9BvcaMvt3RxoEUjicEW4WWcaKHIFVLMJ/D41/4GoY59GNs1jBMnF9EdiWJxfgUhPxdHOkHq8TXaPi0K2l/wscrst42hp3czFpYCOHt6Bbv2BDGy2YWvfXUFW9bFRKo4V5grVPJwxhXcdnuIVLQPLz4eRLrgBKomNCxi8vj3CVJriA9uQuX/Ze894CSrqvzx73uVc+fcE3pygIEJ5LgIiIhiBFYBV5Tl/0OUjMKwqLiAGFZkdx11g66iYMCAqKAIQ5A0TI7d09M5VVV35Vz13v+ce9+rrhmCKANMj3X4FDVd4aWq+t7vPfd7viffjOFBGijcfoz0T6HJy0UYLyFV3A5VD4sFPau/ER3z1iA06cXYcBwLVziw/Gg/vn1vD45bNge5vIZSzoJwJI+OucAJp7gwt6sGz66n9w92ohTcI0BQii4s5rWCVYkS8O7CIz/5EZyukzFn0Wy0zavDs08PYP7cWRjoHxXdYqz6CA0sW4mRryeAnTQq+6yAYV3K22KpnNlGrJxm0iB8rBk4y528DbUG54pF7tlIcwhGrcl8NDPk0VG5OCvYeFYXr+dts0qEy/alelARIM47tjvsNBuYELtlBceunds3vEVfu2ocpKgC9GEeNC2W1vFmCyaLanRoKonKP55zOxQ2rt+CbDSJLc+0wV8zD7GJnfDbItALQzT9HqQNxETHEQk/Rpk33bsdLbAU6+G0+JBPxVFIKtj0bBgnHDcXAV8BhWwSTQ0EtMMqpibT2LCxhH84vQ3ZRCuGekHAz5aZebjUYVjVPKZG+zA21IRZHR2IBpOo9bGx0xgB2yBcDmLfySwBlgqPsxNq0YnUJFdHlug5YrbbIzjppFlYvNCH8dE4nYcLvXuTCEd1bN4Sw0mntuAkZzOeeMiHeFCmN2QFpFI2N+JCGweidHq7UEwWMTmyHKFhH5y2Gozs20PjUwJWB8069B00O+glvJUugaqVANqiTvNx2m6WAJrTEaLs20g/qJD+02LRVpEaEplnpptWnM5FC0lkfj8ZYzyekFWbMKoEi8XyZ8opkHLjAVUW4zBAs5l/PpcXJebRaHLzm/x1q8ZBjipAH+ZBAF0qr+orZkGJBFkDuWHR2Vljiv5JU/bSTuQnnybwIHapEogUzOKOkhR+iK4rhnqDHeHyHvTvKSJX1OCy2QlQHYjEC/BYbejbO4CPXtKFhfOsePSJIHqGdYyHrcikCli1qhG/+mGOgJD2QfvhdItCTLqkj8JhtSAWtIquLdzBpWhTkYwTEMZKiCdi8Pra4Uw0IzLsgFK0w2kvweMiMBr3Y+7iAPYNjGDRYh/eeaYXzz4XR6IA7OtR0T+Yp4GjDr27CLg361KPbKQbZMiOKCqBtN0SomsSQy60k841AJu3BrlCkYCaWLE2RWw/bvhmyMIXVk/omoXAUs5OuGAmTwDtdLtlykEzMt2GnahsKwaRxzcLVJhJ6xXgzDdOU7A6IyMcCBW58IfplllmARL7eFhU2eWG/5YttqyiuAVeMUDrd911l6m3rMYMiSpAH+ZBzCorG6bI/oGiQawAJTm5lzgr26EyKIsCCgJFZpUlzUHTaDfdc8/CAmzWPGyWnACxoqiEsyGZo99/m41Yb0zkRffulsUvHgcIaIvoaLIjEc0iWcyiY1Yntm2OIJIp0fQ/hnQ2I3r0MZ5porTOQv+2ErjYafvcG5uAUhQH5gRYtbe2YWIyBA+ctC8nNHsRYxM0sNCxDexJw++tBeNhksBsxZoONPhUpHMZzFrYjvXr+5FM1QkbjmwhKnK+quxnIgcqRfZYlOkOYr26Rei0FTUsBq98xibZNi+O8gHrplGUlOjZ7Q4Bzuy/zMBbIIDkxgEerkvnq2uYMhUML2fz2ivCAjY/3fKK89GFgqw81KXftlBzlAro6pojFvsaGhoMHw5m6VkMDw0bi7+yglDepCeHzW5De1s766urHhwzMKoAfZgHAXSGNbei0Sj3pHY4xBRZMxQdnI8uaYrszCrqHbhgw0YA6kUq3QSHaw5cXu4akkY8FiYQnCKQH4WqxQVIZ7UsFh3jQP0CHc8/wj4bfvTu5NZUtB+bB6FgAS9tH0LbwjZMTiioqXEQA7ZhaOcQMek07ckCydGdKORqUcw3QHW0QCMWnS2kkNcicDkmaYAhECYg8vq4owoNHLYSFh/rxthjw9BSFnjtfkSnciikdbhpQKFXYN9gEhl2rLNbJBhbVGRyBYTHxmSjVkNxwUNSSXMKXxJd8dI+aaCwWIV/h8cWg1VNsJ0+vUWTZLvs98wLcRBGSNI+VHp88L0s7dZgtcr8drnbt6pjf9njtJRO6qFLSCaT4v0cnK7gnDQ/xmkMHqj8AT8a6hvE3/w4A7Q8Jnlw5va56CUaHRdpllzOaKdTjRkVVYA+zIOAI8zGSHnBzgqC6ZWbjnJRBE/TS9zbzi5Aq0hfiWi6kf69jMD5GOQLHqw6qgtLjrDh1z/eh2hoDG7PdprqvwiFQBt6HtH4BM587wrs3BRD/3AJ48NszxlES4cH3/rPvXAFgPEQgUUkhVlLNdQHinjwT4/Dyk1PFRoMij5MxRuI/R6HTKkZTd52nP7uDkQmo3juj7TP5Ahcrm1wOnfTCSXEccYzQXhbEvinGxbjvn8bwNatIYyHIwhH02hr9eO5p5PE7uNon9eEiT0ldDYH0NKiIEXHP7S3F2Z5t06zBJbp5QudBIZHwB3owPKVTbC5NTy3fjtK6RjctgHYbbvo1VG6ntJprmx/xOkNdu7njtwVnazY4MjmsEufjP0AuUI1InoRagJ0S4aihIGZO97w58OzHqvNIkySpqamEA6FRXcV+ZzcbiqdEouRLLez2TjFoYp0CgO+g/ZvyvdoH+m35htXjYMZVYA+/KOXp7nshsbhdDpkPztjMcosE+ZcsKY6kc0zOJ2Ck087G/t6rAiOZpCnyfG8I/w4om8etj/fiGTcDZczBVXfCocljaHucTz/py74rY1w1qqw6HbwhDoeIhaXI8CeGkTrnDTmLanF8hUd2LlzN3bs3CHAq1DwIZHrwvwjT4HPdwS6dxA46Q44fSWccXwH4kEvenZ2oJgLQLdzh/EdokRdJwYfHI2jZXYXvOyHUahHOJxGcDiLVFLFVExDTo+gdnMWAbsHHUtV1LdYsfnJTYhNTgrPjCKBczzVhIJtBeYuOAX9vRbEE1ZY3V6cfX4dHbsDu55PIhZvhUdR4XZugx2Riksru4CLvo6Kaekn5W2sV7bTtWYGrBnpEPmWsu+fAFJTSscs2fxMOA1lpjk4tcF/O51O4e7HKY6hoSHhseFyu+hcU+L9ooOKVapCzIYBgZqAAGk2Ykpzn7BqzLioAvRhHolE4nE29EmnGaBV+qG74HA6DH2tXOTSCHzyYtGqkf5/EmpqTsfklB31fgdq3TWor1exeVOaQFPBMSc2Yed2J5IR+tsRhJqfQs+mjQiPNqOtoxNeJwGZN0CsuIBsXEVDwIMPfWQ+GjoJMAsWbH9yD7a/+HMUskToND8S+aVw+U6By7MI9Q01mNvpg99nQ3RKx87dKTS02tHYOBvd24hlR+0EduMErkG47eN45pEe9GxthttST5sqYcGChUgmcsIIigtk6huKqGmxoGu+G/OWurF3+wB+9dPfiGKRku5EJDkbiv1knPPBM6FanMSEC0gnC/RuG8JjOo6kwUTPJBEJtSM83kDXy0XX50kCW/bUNsyQrLKCDzDEMbR39tzm6+ux+yVYKiiDpmpolHUj5ZHPZw2QlikRHjC5hJuBWjLfrADqBCs4COSbmptotrBVPHbsMcfS4BETAwBvUzZiYMtTuW1OfzgdDsG6iZUPv6VfvGoclKgC9GEe69ati1111VVZYmtO/ttucwjjHHMRyiwp5opAp2Mu2jtXo29QQyqqoaUG6Oi0igo5a4FgSy/C6VcJiL3YM9lALHoWSsUhOF1DqG2cwFHHLUNwoIjUFAGGw4pcllhqvICeXUXs7cmIprLF1BaEh/aIpbmS3oz69qMJPJqwZ3MJk/VF1HqAulpeZFQI4LPCuc7pt6Btdg0ikTbYLV1Cd2y1TqEQHYSWT6G21Y0cAavHxY1drZiYSNH5lbDqmHbMWWQn0C1i9wtB9G97HLloUFir5tI1KGExsdAlxP6TmD3XBjuhZ327F34vbWOYrkk+h5Z2KzF7mnFk5yIdYx34LrqKw6I5rFx0tQuZm1gwhMwpcw9A2TV9ujFAuSzeZNBGmilPn4MpwTNBmTXNDONytuMVr+UFWHa543QHg/Xe1F4sXbpUGPgrRrecyn3xLIkLVEKhoDBjCoVC3W/JF64aBzWqAP13EDabY4h+/AvMPoROoYmV1pdOzSmkc7B40N51KnwNbYhnNXjdRUTDMQyM5JEvuUR/P7urhKYlVmK7RWSSTdBTs5DLP48GXxDRid9h/aNs0t+FhctbEU0V4aDBIB3PY9d2erw0CL9rH8KR36KkTKKg2wlYj0dd22Kis63YuzcKq4tAPKtjiBu1Ji3ExG2w2IrwNyponVdAMt2ETGQ54pHdxIKnaHs70dw6H3MW/wOGB6xIxhJoqHOiZZ4DmbANG59kTXaUwDUGvfAUEpOP00DDC49ueGvXYOkR78TIhAOT9N6e7Wl0tDmFgsUBu+zikisQSNL1cuoopJzo75kPt7qIHp9EUUuJBVUGzP3AUdOJuabg8XuF7E1asqJ8b0K2AGdDSscFJ8JHmx5j72gGV7fHKQ2R6LPihd0FCxcIm9FINCK0zbyfvn19NBjEJUgb2mirdXrBkiV2NmL3nBbp7+/b+vZ8+6rxRqIK0H8HYbPZttMPdoFQHRBQ+HxclTY8bfBOX4OAtxW1DbMxOMq+EHGccFoH/vDHAXh89CP30VScQHtyIoYmAsqjj3bSj9+Lnq01mIo6Yc0n4cIQ4uNPECOdwGRoIYZGgKZAE4LjE/C6crBbdyIe207sN0QArcHibEFL52IaKNyYGI9g8QonmpqAPz40gc7Zc4TqJB7RkCUgrOlwYsUaBxobXdjybB1yGSf0NOCwhNC74w8Y6uUmrnOx/NhWjI2l4UwrKBD7nhrP0yARptftQir9FPRSSErQ7HVomr0SuQKXlNPEoj1NswI7dm0eJ8CsgVaiK2Ut0rl7oHnTBOQeYtfMyl1ITjUiS/fQEmJx0GqzGv0dVZFfZtkbg61DLMYC0z4oBos27jnnzAOkWcptpqj5PkfbyOUzApBZUscLgFwezkBNTFi8jj/H7u5u2Z2FXsdpEX6e0y0C4OnvieC4MEniUvBkMvPi2/gVrMbfGFWA/jsIl8ux1W63vY8BgU3ivR6vrDzjRaoSF2X4CETnw2NrQDZRoB93LXbvSmLJ0jYE6i2IxcKY01aHwUEH9g7FYHekcfbZ7QTwbvTsLonEql1Pod69h9jgCAY2b4LNVYdIgkDOQtvXo0inxgjgCLykvyc83rlwW5oxkXQhzQ5tmgX9+yZx+plzCZSAcJCA2WvBUDCPvkEdLm8C73xHOwFiG8Lj3GG8BJtagEXvo2N+BLpjITY9V0eg14zZjY2YGBiFzxUjcO5FNr2bQJcX90rIFq2oa5oHR007se4SJsZCOOf8ZsyaZ0fv3hJaZrmJFRO7LbrRPzBJ7L2IuYUSTj/Xh7a5Op5bX4cksWm1xI0DbCIHrWO6lDuRTApbUb6+mrHwZ4JzJUCL/HIuLw2UpHU0DaQWUZItuqlkZDeVwcFB4f/MILt61WqxQMgLhsy82dnOlJOwaoTfZy5Ger2z0dLcIgYQBzHpbdv+ZSOw9u35Albjb44qQP8dBP2YA8IyyWBqnNtkhicq10Ti1EEAWoO+7gJyCQ1+L7FirYhavxtTkyGccHIT5s2y4sk/Z7GrP46pRCusLgW+AJvMZ2BVdGOaT8zYkoDLkYRWHBaPcPupQk6UHErtsdifHcVMPYb2MeNU4bTY4LfRcRGo+5027Nk7inPf244FbcDTm1LoHk5idMJO4FfEqmMa8OjP8lKJUuL9FmiAGSLsDaEY88LvqCMmTwOAjfZXnEK6GCWQLEKuybFvtYPYfCsNDnXQClypl0JoLI99PZNYvWYOfH4LQpOjOGJhM5RtSXjqa7B5+xQ8/hJOOLWJZhItGOujmUjBBpud0/pG6yzD9pO9md0et6HIgJFfnnYSZHc7ljfmjAaxHLJFFZeLE5gSW2ads9nwlbcXi8UEmDNIcz6ZgZhTVdzCivcze9ZstLa2iipDzofzY5waYRbNt2g0mn3gAWnXVI2ZFVWA/juISCRyCZf+Sq8GKePy+QKYnJwkxksMj5hbgTOvNQrCfUG4/V4M7APmLarFVEzBnDku0TqqhCTcDkWUcmcLOoLjY9DZsMdiMfYkO307VJawFVAgYNRhMMiK0mZNsSKRVYQOeiQ8RWw0iV3bVMyaUydaSFkdRSxY4IIln0K2lCd268GeDQUEIwRSgTiyXIGoGdsTVZBc1EFnoKTobpz2yFhkERWSwm9EBJdi88KdD8mYG0N7c0jFNBqs3KhxO5BPcbm4AxMTIRyxshlnne4lEKRjpBnEz38+gvFgLQ1EKo5c0Yxf/zhLLNsGq+qABOiSWBCcmooLYOVSazEYisPTxcJguVCFzZCKspSb0xxcech6Z1ZxJOJx+Gh2w4MnK22ctbIH4cDAgABeBv6mpkb6PKcQ8AZQX18nmsIuXLhQLAiuWbNG+kSXfbo1weSff/7Fbx9//Alv1detGgcxqgB9mMeVV175oZ07d9ZxaySVu3cIFq2isbGJAHpKVJvZHCXkEMcx59hhb6lFz4sJJCMpPPu4jsbmAEb7c+gbDGP2/DZEJuOoqffAR+8ZHuwVvQVZJy3AiBu0EhVUdalC4AUxA5ZgLo+JYg5VR8max/KTian3ZDG6OwO7ox67u6NwcaUgfEglCtiycQj1LTVIsJ+02wKPz4Hg6DByNP3XNW16ac7o1i2zJyUhH2Q/DLFXXTE8RDQxeBRo65FUEa31OiZjcdHEdtuGNLw0KNUHdAwOJrBwPvdT1BFL0OAw20WM24dwzIaRBF2lqRDNDmRhCHuViH2qmmhTFY1F4HF7ymkGwaJ1eass5WYw5gFTeHgY7nc5ZsrRGOLRuBg4a2prRIqCG8Qy4HIumvPQzKCZhY9PjIv0yvLlR4iUhzTkH9rQ3b33s4pCw64mKmo0Ys9b7r777tRb9X2rxsGNKkAf5lEsFu/s6+sT02Fh6m54uvt9AZGbZLDQtByyiXFiaEksWdaA7evzKOR17NoaQaTTgon/CSNQr2BwlK1JM1h6pBNTY0MY3NstHO7YnsLCGxattKzskydtSVXZdkl6XZhldgTcOisk4rB7JvHhjyzA/34F6O7OIhgeQyZtwdz5DXjwpxOw2F2Y6/RiZF8CLn8OLU0KNj66BSWa7le2FZSNX0vlfVQWhejSs060hBVl2Fz67daw9EQ3RmNhZMIF+AP1CE0mMTZUhFUn5kzvGxxKIp4rIRCwwetww+mm46apQXBkiI6fWDJ7mohxQbp5pFJJwYQZNM2FQeFKp2vlIhSuFizRzKLEC4OKTDephqyDmXJdbS0ymZwwRspkxjBFA2hLKxvuK/RcnfDV4Py20yVz0AzKXIzC+ew5c+fgNw/99pqbb7756bfki1WNtySqAH0Yxw033HD04ODgPM6Ncqkw5zBF2yVIc5/6unqMjo2gVEjCZh3HY/ePQCFm2NnejuhUCsl4hpgdTdezbkyOD8LiUXHiSa0EFkXc9/2fIB6cIgZowK4undREybMuCyYq5WcoF9qxFaYGmx7B4K4p2Am0PI4mNNQTo9SsxCCB0b4cRoZjCMaGMWtOGzrmOPCuD7dgdDyMPz/+pAG85c1WhI5XD6NQBHkk05NoWaTgws75+ME9/di4axKTE2NIxEtoaQ/gsUcjKFkyqO2YhT1bCwi4a9HSqKHNr+LBFzfCy45MQvcsQZZ9iKamJsWioWDNMJQbvAjL3s5lC1HZKcWsJlSF8kPahbIkzt3iEQ50rMpgwI/HYxgYGETX3Lk042ksd+letXKVyE3PmTNHpEsYpOOxRKIKzodfVAH6MA5NK93b398vwCIcDmP27NkwusWK5+sb6jE8PIRCIQ27LYRdW7Zg4ZEtqGt2EUO0wt/gQTpeEP5u5753BayBPHLxPJ7Z8Dx2bXhRlEtzyqTEK5BwQC/J1lJABlbhejdddjwdkuXalUlsebYbw72z4XXVoK7ODpulAUlikLriRH29Eyef2YBAkwWtHU4kJhPY+Kc/IRmJwuxZIhbXXgOTFdM837D6FOkXhatnkhjvzxMo2uF2EWP2W1FM5BCJFwm8pwhQazA+2QdnnRXNja1oatXROS+A8dFxjBJg2lV6vWEzyk0PEoa5Eac9pGxRmWbN5s1oZWX6aED4U1lEf8hMOiP+7fV6JQgHAgKQGfwTyXhZCy0a2xJz527e/Ldp6M+pkO6ent+fdNLJB/cLVI23PaoAfZjGBRdc4KLp9PGxGMvLNFEovrlSAAAgAElEQVTQwGY7DQ1NZdmXx+0VrZBYd+uwh6A4XkBr+0o4vTVIZLNob3AS+HqQjel49ok8UskhYru9iE3+HsV0RDjE5XQngWoLgfNceHztsDsUYt6T0HNRuOxBWNRRAvEMyjZw0vhDdEYpFXahsf1oLFzYiHB/kUCJjkW3I50pIF8goGZ1SVzDxifG6Ri2Y7jnD7Bw9xHdMDqSS5Dlf3NORZjh0yChCutQAkVFllpbdNkPUNXTsJWm8ND3nqOZwFLUOel61ObhcnYilspAKSiwlHxYsXQufM1xzF7kJXD2IzoZwSOP/kLkkDV1+lQ4h8+Lezwj4dywyH1r+nS+udwhRaY6LBbFMFiyCLbMZkZjvNgqPg8PPATSjQ2NRkGRAy0tLQLwTUCu9IEWAw6BfVdXFx5++Hdffpu+atV4E6MK0IdpNDbW3/7UU0+qpk8D/64nJiaImTaXS4HZSa6ttQ19/b3IF2Nw6T145vH/hS9wJtq6liAcSXGtHGKhJBxZYnlqDyL6M8T4ugWDLRTrEUu3weo8FplsO2oIoE8+owkToyFsfHoMiVQfsb+NBER7CWKSkH6mmuhlyEzWbe9DZOpPGB+xIRarQaDRAhvtr7XOg+BYCbs3EkPk47L2IRV/HIX0JEq6Wm4YIKrnFFMtwWBnI2D3ERA2gr/ahH+0rySctiTtL0Jstyg8rx1qGJPBHehoXYj2ORrikzpcBRfqdDqOcELkievqnDjmxHpEk3ns3RDBYN/zmBjshlPkdMwOjwoNWkmhhOH8cMnokmLK6STDNVIchludTVQe0tGJHLYugJgZM1cDsosdu9OxSoPXC3hhsKmxCc0tzZUTHxFSMqkI5k370dauXfvSW/0dq8abH1WAPkwjGotfNhWJlPvhsasalwnzVFx6PchobGrEyOiAKCJxFycJILejFMljZFcPVGcLAh47CvEYnNYQgfheFPJjIo+d0+oQzyzA4pVnEdNbip1b4gSeVmiOEk49by5ikRr072ohBumXjVL1HcLkHorMgTMJdakRJIaew6bBFFy+lahtXYCeXSm01rdipHcIfg+nIQZomv8s8ulecOfVkmoYHxvMWIRmRTrrQyjaAcUyD/VNKzFrYQ1q64CNz+wmRh6Fw7aLWOgAXQ/u3B1HjbcHrbPGUd/ZhkzOhlwkg7omF9rbAyhlLRgYzmHyIQ2ZSBR2rRfZ7HOwqXGYORVVeD4XaYCJCDZsVgSaAM1gbaY4NOPfnKPma88l4FyFyNeR39va0iqeFwUq6TR9dlGEgiGR+uB+g+z9zIyZ0x9luZ7hQlgynPOqcXhGFaAPw7jmmmv+cXhosMYsjjCtMPlHHgxNoLW53VBWQORNWUPL1Wr5TA4OdxKKdQ8BNYF10YtsvECYmkOiwEotXvwqoqh5kC0uoteeAo9nAfw+D+Z0OuANqCilrcSgi2jusBIIdqB3lx35VJT2zw1Pw8bioUV0LhFFJtZx2LQ0lMwYdj3dCJ+3AfFRwGPjApgI8tkhAq4QLLRfucBYkqoNXZrj65qNBopGZC0LsGDVuYhO+BBPWOBw+vG+ixrh8bZgw/oEYtEWgEDaqb4I1RIl8A9iz4afYveWIdhdR2DFqjYMDMWIpWvw2J0YGZhEjZu7rGyhwWQzzQQmYFHMnowQ1zMWjRodT6YLUYSepDRt5Wpqkplhu1xu4dmscpVhSQKrxfgM+HnWOfNCblt7m2DULJ/jRUGzclAzRIuVwekUmg2pt956a/vtt98+8lZ9x6rx1kQVoA/DSCQTXxoeHilXqnGYa2kTE+NCssW2oyJFQL/5pqY2BIOTyBMjzHOn61JWsMzaGgeC4aCQj4myZQk/0NRa1LesQTLVik0b0mhutMLvsqK5wQ+XnZh6KA+32wafG4hP1WGkbw7BMedSI1L0xmkKRdQdCnMii5qERdtL/+5HIWnlGhORxkinC3J/4G5NisGap1cFtRKz2EbklGOw6riz0TpnFno2p+AJEVtV7QhOFNA5rwbhITvCwaOQiNTTuzjVsgk2JU/nOUhAmKcBYBLdW2Yhlvahva2DwHkPHJYYHGqQtr8FdmdCdu0WF1KCMJdWxxIxIe+Wyo2KSkEBzgbTNRQcXpdH5JRNtWG+lMfo2KhoNcYAzAUndfV1wnzJapdpD7vDIasSDblg2bODPT5ooLIqVrHtGDHu5ubGS+mZO970L1c13tKoAvRhFjfccMOqgf7+uel0ar/uHaZ6gvOcwVAQnR2domCFH+fFwjlz5qKnp5um3BnRTy9fLBB78wmpV22gRuiHVZE/dqCtcxW8DUcQyNZj584k8oRFRQLdqRBXx1lgJbCmCTsCTVY0drI/8ixkorNQyO6j9xcNuR3Ds0VsV3gYA6ICkFUNxvqbbFrLz9C2NTMHW9ZTM0D74PCcAGfxSOzd4UAqnoWeswhP6TrC4qF+EEvNo73Tgjo6h+EBN2LBMAFbmICtj+6z8NqH6N8RJMeJqXpqMTVGR6UlYVMT9N4Y3E4VLqsTppsRHw/7l4Ro4DIVKuIotQoWbdqHGqkYp9NOA5ZLdvjmwY4GTpvVKhYFc9m06NYdS8QRmgwLsK6rq0VLS6voEm6nv007UqlKme5TaObhx8bG0dDQ+C5UAfqwiypAH2ahqvj3/oG+V5C3oZyPniQg4JJhF7Fo+Tj4B47BwX6hrxWdomkaLhge50tVizCB1whMrfZGzJp7IsZCPkRicSxeYYfHo2P9I33weboQC0N0rrZ7daw8VkHHbJaU2dG/zYd8mhvW5o2DgdHTT0FR8xKLDRB41YnWXEKGZ00SG48R06WBBsVyvpnLtXXBWlXYXF2oaTsWrZ4W9Gy3Y6y3gMYGq9Fr0YYSi0dKVmKiGpxNXF4N5FJzYNfnI53pK3cqV5Uo7JY4tOKQ6CReS6w1lUzQudrovV4ByoL1Q2qXU7GkSEGobJSkH5Di0M3hBYJt83Xk6j9TJmcOmvx3R0cHSsW88I9mqV6SBs9MOi1UIfx5cKsyfh2nN9Sy3Z1u9I6cXjHktYV58+YvPfjfpmq83VEF6MMorrzyytpYLHIsLy7xglJJn05xiB+0cE1TxWIUpzl4Qcr83fMUnln0nj27y17FpsKAJ/Cq6K5tgdc/hwCS214VMBmWbaySyQm844xOdLbaMDJOjJDAJpW14vkXxvGOd7bg/I8242f/5cK2sAarLhkya6czmgOJVB1KhUVw2I5EQ+tcLFvTgImJMezeMAA9NUEgvYOAso8OPWuehQDLfNGGxcecjXAkIFz13LUxnHJqDX738DCS2QZkij5YbAViqU4C8jxOOM2DmqYkQX0AqYlZyOac4vowM9dE2kQa/nOO3mlrFoUifn8HjzaA6SNCr+UOJpFoVBSXyIU6BfoBY6EphWNw9nhcAqCl9lkhxsxqjbTIOYtycZtVmBw1Q1R90nHlxGv9NHvhIhQvPWc2kK34MI3PUgJ+mrbn83lr3ozvVDXe3qgC9GEUBAhf3LNnj1K5OMUhAUMxXNNUYpn1uOqqT+FHP7oPw8OjYrrMU2+eWvOCIVcdSm9hq1F4IYM4K6FZLUIj9HjRA5uag5YrwG2rR1OzB4PBIRx7chu0bBHRhAObd0QxPFLAWWfa0DnLgi3P5mSqgv5XKroQy3TA17AUbc2nYnCPFdmUjQYOB048eRl+lmjGSO8kcsUALAobAHUL3wwWcZQ0ArXALLi9s4BJJwb7Ipi72IOGdhvq263oavcQsOk0G7BjfGISjoKK0GQJK471wukHdj7nQSJio3Mwuo9wJphmB5lkFvFIQpyn3xsQDNY8d16Y5MW/SCQqKgenKyNNyZ1ulH2bFx0ijcE5ZFM1w4qODDHvnp4e0ceQgdnn9dIg6CfA5oVChyhWYQkef05Ol00oPkqqMr2IYKAz+6qYu+VzyGazyh133HFStZrw8IoqQB9GMT4xemEwGCz/bTI5yZ4Vo7BBwfEnHE/T6cSI3WH/BUH5pzgVzZ4crCrg8mHu6iGanhJoMLhYCSSsupWAy0EgaifQzCEUlab2o0MRek8TbT+H2gYnjj/RS+w3Ruy4gFg+hWCMWCF3ri5F6CjyYnGwpDgIqOYRSzydXn8SXE43bBrtjwAxlwBoAoCu+fVorKvHYE8AmZSLtj8FVRsT56Nxb0XHbCRDdnitDcjnhgiwSnj6sQkctaIdXqcFU9EgTn1nB3p2a8SgfdjRTexZzeCcs9vgdtZj16as8LuzSBslIfxL0Y4DvnrU1zZK605zemEUwoSnJoVNqAnO5favivxLZseNXoV0LsyCXU5nuUkvhPyuKECY/TbYFCkUDotrzPurr6tDa1sznFZpI1pX1yQkeoquHFDTrsgGAcygjUXI0dFR1NTUvJuerAL0YRRVgD5M4uqrr37X6Mhog1lhVhnCLIhQmEGDF6HOP/98bNu27as7duz41oIFCy8fGRm2M0iwOfyiRYswf9589O7rFSBtsxGTVm00pZfT+QKx2OWrnYhtSqCQykAv+hEOpVBDYOQJuKEVNOwdnETz3HZihAosdguyWgmDI6MCBKUOpBH+5mOQ02bj2fUJtDbqsNHxNbS7YfcoGBgkpmxV0DGHmGShCXt2L6Bj6ALykyjqWZHTThNojw0WUCilhA7aVmIQddL52dA3OIYjVwVw4hoaCGJZqHRcf944hFmp+WDi2druou3kRSWkCpmi4IHL65ONDNhYqsycDZkiM2duwmo+pldcY7Ok3Fi9E+Dppm243G6Z2uDS75Jc6AvU1NB+fMhmMiLfn6YbD4icbmK23N7RVk5dBPx+kd5QjMEVFcfEF1JorzWph+aBua6u4cQ37xtWjbcjqgB9mARxs+9wpSCmRQ77LSSZZcFHH300a21z11xzzTeJeWmf//znv5ZIxD/HuWZWeDBQc/EKy8iGhoZpmp8RYjiLi019SkjlY1BqcvjQZV346bd70N0dRS43gkR0ARYs9QqjobxaQzt0oTnQga4OF5xaGhNDg2L/JQJSl28J5iw9hoC1Gdu3phCNqQTSBKbJAuxTNtjdVhYT0w4LaOpUEZysJTRahlSsG5ZCVuTCE5kSmuc7af9xev8kEiEfsXYrsWebAL+mxma4bTrimSJqmwnQ8xlkifzG8yXRgJUd9VThcMeFI1YBzOaMQVUrmr3Sja8LS9nE4Ke+wuKr8Tpm3OyN7TBSFarRSJYligKM0ynRbkwUrBjeGwzqvF0GaAZ1p9GNhfGYi1mKeQnQvFC7/+ctjf91yBQNLzQuXEijazUOq6gC9GEQ11577bkDAwPtYvptgvOBDE+VXTsuvPDDIOb8C80oSSOAvvmWm2/5WHdPd6vH4zVSqjqam1tEvnRqKmLYaKpwKGxNGkdoKISFCzoR8NZBT6oIZUawe3eI9uHE88/ugb/Jg7p6Dc1tOppaFGx46lkkQ5PghTjV0YKuhccjnnYgHkuia1kJbZ02PPbrHiyfPwsIF4QUhSV39W0WLF5uhcNvQ8/2euSyLnC9CherFJBF+xINDYv8ePZhYre5AvpHYrA96YbXU4fElI6nX4ggp3vRWOdFW1MrPD4FPpuCyYEB6c1BrJ1bgHE1H5dgc2UgAzGbSIm8MbHTVDaFcIRz4Yb6hFtUCfw200cV/zdKr11ul9iekMeJkm86tv59YoHR6eAGvE74iB1zCoQBmQ2QuECFG7xybpoHCE6NaKLjjV7eL4cuDAPV/Yz7hGY8k+bS8Po35QtWjbctqgB9GEQun71r9+5dB+iep0MyMLkIuHr1aqxb952rK5+nH/h5zc3NG1hPK4uwFQILO7q65qGQ3yOm9io3R1XtcDhS6N64C6lQEzHjGjT4rARms4nBJYkBK2hsbIfTE8KsuVasPr4BwcERPPjjB1HMERNXWJ2wgICyDaP7FATHU1iwrBXZbARHHt2MFct96B+MCywaC0bR26eivsWNd763Hk5XM16KexFO68IylDg0JsIj+MClczG4PY2927IIBaeIPY+ipbFe5m2tccxaWIunfhsl5u1CoE6jY85i54YXZdZZtQlmygDJwDg2Po6RkWHU1PiJ4aoi3zw5NUkgnS6Xy6vmemDlaiCk/M5MIfECq6ldFsb8FP6AT7yfWXQkOiW2axVg7hbtqlj3rIpiGMnHXQ4nXft8xYdklrZPNwOYfkqmPGj/6pe+9KUj1q5du+0NfqWqcYhEFaBneFx33XXtodD4clGYckAlsMmiGTz49s5z3omNGzduoR/xROXr7rjjjpfuvPPOB4mFv5+BmVmlsLY0QHrv3h6kOS1AKOC2BFEo7iVgOwGdiwkmgyU0wI2pRBGlvCaaAJx0+nKh69329AB6tj6IyEg/bZPlFxbohVYEhwjssz7Yuf2WVkQqYsGiRc3oGRzCshUBrFjmwcatefSOZontx3HUsjqcc/Ys7NvgQHCYCw2LcCKEge0RrP91HErBh/aWGtjoUdZrR6I6JiesGA9FsacnhLnzG3HCGU1YsMSFhx/6HXp29hA4Eig77KJ4hFMJzKbZOY7ZLQN2JpsVC3isTS6JRgTTKSO1LOEw0hpG+oiVGJwmEcoQztcbdqCcW2ZTKq2F/TbyhtSOjZHSArCZOfNAwQDPCo58LisWDV+2nmC0DjM15OaCpKrIz5fz0MTEz6eHqgB9mEQVoGd4WO2Wf9u3b5+xmKXu95wJHELPXBPA+e99Lx577InPvuc9L99Ob2/vx4j9nZ9KZVQuYDEXqtxuDxYsXIBdO7chmYgTiAQJ2PbC5dkHf0MTgWGRtl9Ce51TlB6PEyt+/skcUtEgHKWNCE5sJjTJiWpAhtZk3IKcXsRkPC66jQwNZeDzWOBwlYTF6MrV9WjzF7HNXsCCBQ5sez6L4FQec+eAmGxU5FtL3M1bmUJoYC+ezy5Gg78FtTU0sMCHbD6NVM4uOsIcf9JSLF2Vg7/GIUB361P78PyjT0DjNl92qwBDLjYRpdNcHEPgyj7MeWLOLDXkXDWDrK7KxUTByk1YZMzmqkBdtvYyvZrN4AU80x60JKSKcvTkprDMsP2BgPibF2K5zJsHCWbUnE6SDRXsIm0hQsgm5Wdrmi9xt+7y56xKEB8bG2MlR9UU+jCKKkDP4GCTnI9e/I/vjUWJRSqWcorD/MGqhnKDp85nnnk2Mpn85E033fT7V9rWf/3XfyU+/vGPPzM5GTmZQYUBgt/Pm+S86fJlK9A/0I9YJAKvvx97NtyH7m170dR5LNrntGD37gRaG/wY3DuGlpoCIclLSOSfJ1YfFCXiUq+romjTcOQJDXjquWEoqSLspWYEx3KYPbsWbocbvD64dc84NKsCr5NBSUWWzm0qNQXpbS3Zq1VPwWfbhYbGI3HMcXOQjpYQHCTwc9sRJdArJIjdh/MY6NYRiyZgLRDzTz+HTHhAnJvd6RCmRUJ+aFiylnSZL54IjiOeSAighiI10nwvbKAN9ir+0oxCFWOBUTH+KxZKgv2aMryyh4YRrMpjgOXrHAg4xSKlYPJs4F+S7cjU/RYFJchLuV6RBsFxzJ07F2aWgwGb3xsKhbB06bJqReFhFFWAnsHx6U9/+vqNGzfYTQmXUlHQINizRbJnfvyUU07B9u3b15188qsTLJ/Pd6vX632CpVvcdslpyM3YZ8Jis2PO3HkY6CeQJvbr0ntht5QQGQ8iEmpBc+N8TAyOo9aTo30OE/PsJmCaQvmADNqZzSfgCEzhoo/Pw6+/P4QdO6KYjEaRy1vR3OrEc38OYyQUw/xlnZgaLaGuQcWsdicGtu1BMhITvh3smM+g6rCOYWr8cezY6iUwbaPjVeBhqRyBXKDNgd5dCcSjBeiFMNzOF5FNPU/voetCYMqgKJTL2nQqKJfNYCoyJRbzuJJSMdtasfm/LnuF8zWVUjpxlYWkTqouzNyw9IE2mTDMlMR+i7fTNwHOVmtZSsf/1QRqiFnnDMc+4z3ciICOgQuJuMekvKbGAGFcY1aC0GfYfBC+WtU4RKIK0DM4stn01Sytk4b8pleDvBN5SWbQNIXn5qId7e3FX//q1194re3dc8896y+77JMxAudAPBFHPpcXnUJ40wKkidXN7epCeHIK7Pfh0omZ6mPEfBuRCb4Ah0pTb2sBpUKWgKwoFt60kk0YI5VQREGId2MIDhMDnN8Ft7sWOQ89HythX28S6UQRQ4Nx5PQItm1R4HO7sPpUF6yOEl58+s9CZSH88hWZE7YpSejprdi7kcDUfQyWrV6B7btCqPe2YnxwEtHJIGpm5eBwdCOb2QyHPUvn4izPMExSywNcNidzztyZO0tALQY4I/1RNmcyfEIqUxvSq0SWfYsO3kVpnDRdjy3ZswnA5mKj3L9MQTHom+sELKvj0vBYLCale5jWQPM+jzziSMGUZX56mmXzdlkzTduw3nrrrbNvv/32gTf8BavG2x5VgJ6hcf311x8XDAVb+UdZqd5gEDV1vMzsON71rncRe97xh3Xr1hVecWMV4XY7fz41OfVx1kVHIhFWiIiSZWaKDEAMKg2NDbA7bBgdHUQqFqI3EfC53bA7rQQcFpFvVhXDmJ4BtURsVdWE9tiqTGL3plFMBblhrAu1foUeYyUHHRqx6Po6L20vjZqWAhYtasDsWS7s3rwPPTu6udAcpruIaphjKEoWHlcfSloGO5/bQmBXB7/SiGI8gpZ67v49RYPEFKy2HI0T1nIu2AzWKHM7MDYcmmImn8sJli70y8Ik3yI9rA2QFT0FoUp/EtZMm0UkCqc2CmXQnHZ6Nd5bwbTVAwZTYdikKkaXG6XsJW2uIZS3RI/NmzcPu3fv1gcGBxTWVJsbMbvk8IDd2Nj4QXroa6/vm1SNQzmqAD1DI5VKfr1vn3StmzZCkmBhej/wD3bunLk4553n4Mc/fuDqv7BJEQT4awmUP+5XfcLxjivoWHHARRScF+VsLYMjG8m7nYsQJjY3GZ4kBpqHz++BwykX5IS5vWrSeQg2KszpEabXd6O+5gh0djQhk1TRUOdGnvh1NMROejrOPG0F3E3sK13AtvUjmBh8CIlwyPCDViDX6lSRCdYEiLGf9D7YeD8WF5JTFnjsqqhORIlex8CnS2gW+WOLIvK2nIrg7iVskJRMJKQ9qJkw4H9rxr4EY1fFuU/PJqReWRHFNwyogr3K7RuAbbJvIc9j0BW9CKfTGWbzWEWVemz+OxDwIZ/Plt9nBj/ncNjpuWK+r2/gX2Lx2F0Bf41xzIbUDtKpsK6u7jRUAfqwiCpAz8D4xCc+4YtGI8cxcIqFPAOkTcZczmfSD/wfzjgDe/fu23vbbbd1v55tE8seu/DCC3ppmj+PK924mIJxJJVMCQN5bnQqvIgJpFh1wAUtXq9P5m5jCTiIgbqJTXM1HadXJIhBAJCN5XtqAQHPPvi821DfdDLGCl7o1gIaAioaW7zIJXW8+Oc8ckXali0Kh74Rg33PCR9pzZQNsuBPhSErZK8K3bAOpcFJzcDpkFI5ZqWKPq0TVgyZGjdyZcc/Pma6jkgmE9PdtmF0GzTKtuWsgf/WhBUpezSbviaK8TpeTDRtRkVRD8vlmF0Ls6X9y+41YYVKAG9sQ7zWsBVlAOaSeVO9YTEYtdl4oba2Dr29+3pUVX88Hou/gqGsGLgxa1bHkX/lV6oah2hUAXoGht/v/8qWLZsVc1orWZs6PWU2WDTfTj3lFDz55NNf5DTH6436xoZ/HxoY+jdOcwgvYtpHbV2t4XLnMoBMN+yBFJEzZde2RDwmGGksGoPT5SwXbUwvovFx0estCQQHHsdIfwIW70ocfdwcdHeHCaRrEB5LIhctEoCH4a3vxfjon1AsxIy8rgzZwVsps0aRUjEYJufM2cpTqay2M/PIiuzCzY1Zw8Q0uTkrpzSA/fv86VDKKQZFn3bWFs5+RmcVs7xbSOlUqfAwTfsLFRI7HpisXKnIqhhzm5D6aYuRv+bSb24bxu/l6yUGXjGwTS/68r65Fdb4+MQf7r133UvnnHO27FOoquVBgLfNsr36+obWv/Y7VY1DM6oAPQMjHo9fwt4Lsnx7GkwYpPkxlmzxD3flqpX8w05ee+21P/hrtv+t//jWNy+77LKvMM4zSJv2pQsXLkJfX7/sl0cAzCDI4CAtSRWh52WwZlDn42OWKlzxrAScXBRitUGasOXhtIRg119EKTuOjU+2wOZoRChpg56MoaEmhqLWh5HBPgLnBGAsgpZ7LGLab5nBjcuqeUFSDATlnK0JozIYzLgwxFRpJFPcjbtYzh+boevlJIcI2YF8fxYstm6kMMyKvnLBimXay0O2wJKNY7lbQI7+5ny+1dBLM8tnQGaNenNzE51rEeU1hYrB1sxNL1myBA/+/JffpW2W3v+B90XTqXQNX+/pRURNVD+6XC7brbfe2nn77bcP/TWfezUOvagC9AyLa6+9+nNDQwOucu4Z05VkQg2gSGkd63LPPfdcbN269YfHHHPcX7UP9um46qpPPU2M+TSurvP5vSJHy1Vvqwj09+zZg3B4UrJVq22/smc+BpbnOV1uATg8Xc8TSPMCGrNKocvm4hkL9yIcI1YZhVoagLVIr8+WYFeI4SajBGopaCVe09TEQMCgxQMPnzcDG4M9NxmwCP2wOl3pV+lRIdivJhhtNBJFJBYhlp8QIKaVioaMbjoJ8bJSeZnrmNaXm+zXcKgrp04UqeoQ2zHSEZXrAWLANJQa5jbYZ4M1116aebS3tmHNmtXY17sPPXt7yuBvVg7y3wzEBMi52267bSdvv7amdi+dx2q/4t/veNnkPxwOsy/HB+iRb/xVH3w1DrmoAvQMi0gsetX4xHhZ2sVhFqOYQM2gsHDhQixetLj0/ed+cOPfsh+amv9LOp18kgGODeXTvFDodgrGeuSRR2BwYBhcwcj51/3SGPo02+Tj8Hl9sBCz1rWiWEzjfn6iiEM0V2UALsCqpqEULXCoZt63JMrKVWOx02KZLoUu53/3Y7VKGUzln5pIN+RzOUZ3GLcAACAASURBVFENOBWNCEbPskFN9DzUyuXS+wvujLeXcbosXjauiVwUNPXRJdqWqivlxzhKBss3FwOnj1AyYbtNdlKpoWvS0FCHjs4OvPPss1llsy0UDh1RyEuhTWVHdr5va+P0xnh5HcHlcj+TyaZWV7bRkkesY3BoiEu+T0cVoGd8VAF6BsX111/fORkOtzJL4jCnv6pFSrhMkOTbmjVr8MILLzx41113Jf6Wfd1zzz1Pvf8D74+m0+kaziUTIxP2mDwFjxotnxYvXoy+/j5i10lRGSdNh2xlBqiXUxOlMpvk53UjJzwNLKYnswl0Um8xDZzqKxzhdChGQlg2a9VEkQez/RgdZ4yZfyZT0S9QfzlTftXt7u9Sp5p6Z00rLySyMqOcWzZlcvxcSfY7VMSgAmPWIM/f7fGIkvKurjk46qij9McfX3/X8HDfLz0e//OmxI5DpI4M2V1zczMGBgYfMY/N6bQ+lMniM2YzgMpzCodDmD9vwRGv6ySrcUhHFaBnUGha8f+NjozKfnjG5FyAs2m0Y5GsjY12jj/+BDz88C/+JvZsRmtL609C4eDlXL3m98upNMvu9u7dK4ol2IGtq6tLyOxGRkeE0oOtNllFwaxXrWD5StmJTZUKNLHAeQBzLTPO/b2P/3LwwlxBdClJZ1JiMZP9l5ndixywobA40KtEvPM1HADNe7VSTaHLc6oEZd1k9cairQBN4zXG4Ym1AZ59cKqClS/sy93QUB974oknz1y7du2Ln/vcTf+eI8StdKkrAzQNPMygX3hhw3fN577+9W8+/vGPf0yn1yj7nYMu1ih41tP2V17EahyCUQXoGRTEZtfw9JhxrigaiUqQYK9mS8U0+9hjj2WQGr7ttjv638j+iPGudbvcl3PumKVgrC4YGhoQXhWcX+7tZaAOCse72bNnIRQMGt1BUsItzu5wium8xSzS4OIOS0XZM2AwbZQtPOWinfEAzNeZwKrv10Wbc7j5Qp7AOCVSMFxwks3nieUbsjdt/x3pB9r9mVt9edfX6UJAYyGWrwEDNG9BWouq5XtzcVK+zVIGa0UotVkzDThohuHzeTBn7lysOnol5/Qf/9Wvfn22WTzktDvPYYlcZVpDADTtn1NIsVg8WymV5HWCiy/+SKRYKtaJ3HxFSoSP0+12O6644grb6ylOqsahG1WAnkGRK+TrmpqbREohFo+KfKqcfqtGxw1FpBre/e53Y8OGDfecddbZb2h/99xzT+iTn/xkdzQSXcjpjcmpkGiLxYtu7FVcNBak2AOiqalJpEFYrcELcqySiCdioqCDQZoXDu0iBeIoS8jM7uG80Cj8KIxc8n7tnfg/zWjSyh4hbNeZy4r38YCRyaa55N1o/6QdYFB0oPridaQ2yjYZSnmBUCxQGrpmkXsusfNeQeyPX8bM2GH0HoQBzIqR3+bBiR3sGmgWsmDhQqxevaa0fcfOT910ww3rPvaxj5V36/G45/BnKo6ysuEvV27SdQ0Gg3sOPFSL1dJN34Xjamr2b+jNx8GfSUeH0EO/9JdPuhqHalQBegaF2+XKK3V1YuGN7TK5yKKywILvW1ta2ZM5e9VVn/nqwdin0+n80sBA3/85nQ4MjwwL2ZxppSnzxhYBlty0NB6PgbuyuNwOwZRTKfY7ziCbSNOAIp3ohPexaCulgIstGMgZwJubmkV6RJyHogppmmTJxmBQKor98EIf58G52IRz22KxURSAm8xTHrdekcPeH6f3X8iUzyv7Pa0aBT8iPQKpjCiXXBsl2U6rVRYb6kUJ3JyaqJjFmAb+nNKYM2cOTjn1FB5ER555+pmT7rhj/5nNdddd947mxkYucWH43+/YeDCYO7cLY6PjL3MhdDpcj9FM6TjuxiIVK/IaMKPmsNmU2tf3KVfjUI0qQM+gsNrs+xwl7VhetGOpAYMCAxyHsBslsDrppJOwadOm+1auXHVQ9nnvvff+4KMX/+O3uru7Pdzrj8FRqDD0ykU8yfq48wrnfokNlruU2GkgYVUFs22WtmWyOfF+BmA2rmfQzeaYCadkJ20jpaCVZDpD6oiLUt1RwZAVSCWFrsiS7DL1rcj7TvtUTJ/Py1n1gSGZs5lLFqxck/sWN05Z0IyFtdemr8bLmvQq0huaezsuW7pMfCZDQ8M/vOKK/+/iD3/4wpfvUVHek06lZQrmgMPjNYaurrnYumXDdw58Hw3ET4yPj91Sni3o0ouFm95yc9pkMrvrL5xsNQ7xqAL0DAqbxbKtqKoXcU6SmajD7hQmP3F2PqMfJ091TzjhBP1nP3vwuoO534ULFv9vb+++T+UNcJ7u9GGCqCL0yCZIptPsGpcTQMY2p/zaF198UZgvcYi0jKEb5n8LRkw31iiLnLVQo0wvMEq98XQVHoziGLOg5MD+i6+c3phe8DOjnEpQZKGNeU5asSCA2KwXmc41W8tFJGx3aipmOLvOQG3lrirErFlxwUUl73jHO9DQ0JRbv379BTfeeOOvXu360lZOybD3tCEzrFygrKutY/1z5rbb7th34Pui0eizfL14kJPXzSpSSJ2ds5lxj99+++0jr/czrsahGVWAnkFRLGrrpRrALsDJ9HxgnOJ87JFHHon+/oGNd955Z+xg7vehhx66duXKoy96/Ik/vawpqZmjPRAU5SKXjlAwjKs+fRVOO+00AdLPPvusUIAw0xZNAXixLacKkBG5XQYb1lWXFR56uax6v32+nnwypgtGOCrB2dzOga8Vr1PKVstiIOD0iqpNF5qUJYSYNj1i5ur1eEU647TTT8Oa1Wu46vL5X/3qV+fccccdkdc6Rp/ft4TtRV/p2nKF4cjI6Csy4e9///upSy+9OJ/L5ew8aHPw7GrBggV47LHHvnDWWWe9rmtUjUM3qgA9g+Kb3/zmc1dccXlZa8yGRGxMxN4TLC07++yz8Mwzz/3nwd4vAWth7dq1yy684KLe+x+436Pq+2uJpRxMKysITD02/3vHzp2g9+Kqq64qtbd3fuvSSxcdRwzz6P7+PsumzZvQ090DLrzh9AgzaQboYoHYt9NRZuXc0cTUfmsmczVzAZUFKkaoFbng10ppmDJAxTCcMoFf9hQ0tqFKoLQYfRpN/xMTmO02O7vHCU04+53Mnz9f27lz12MPP/zLy1lF86EPffg1r+1NN910ViAQsEu9c8XioHH92ts7aNDt/92rvb+2rq6brtlykXum7wU3oKWZSvDaa69d95o7rsaMiCpAz6BgadUll34009jYKFbTRMcUxcplvwIUA4EadHf/+AfAtQd939xo9pZbbll59llnb33sj39w5IyOIxwmgzYXLCvZNP+blR733/9jyyWXXPL/Nm/eeu4ll1z66N133/2xo486+oPHH3/iKkXRG4eHhpWBwX4MD4+IxU/WNLOREas2pEKjJIBaqFWEM51StuM0PZNMC6PKxcLXirI2W9GNfoPTUR6AKlQlpgTQIrpxu0ST2aVLluLEE09EY1NTvm9f33333/+Tz/w1xUE0wP4LzyZEUboYGLAf4+d0yQsvPPM/r/Z+VVF+Q9d9Oc+k2BKW/aKffvrptTxjqcbMjypAz7DQNX2KWGS7MOY3S7ud0rmOGJe+bt2Lb5ru9V//9V+7v3DLLUddcMFFm+7/8Y+cQkmhvtxgqKzhLcvUgF27duPrX/+GesP11z9MU/4PXH/99Qw6Ani4tyINACcsXXLEucccc/zxAb9/kcfrrieYsgWDIVEcw9Vx4+NjNFOYFN1G+MaeGqwqKRRKMietSQmcrNyDWGiUx2Pqnw9YzDMMAMupaIOZl7tlGykRky2zQRQDJrFkzvVj5dErkUgkY1u3brvnIx+5+AtaZZXJ64jrrrtufk194IQCDULS69po/GscJrPzVCqTfaX8sxlWq/0+Rcl+lj//jo5OnoUkrrnmmu++2uurMbOiCtAzLOx2R6SQL7RbnPtX2xnOaH9JovCG47Z//dfdN9988xHve//7tj78u9+5mOlWdIUSUWkuZAZP34PBIL61bp36kY985MEvf/nLF9H0/gH5nAC2p41bOW688UZPXV3dqT6f5+Surq5lixYtaiYAq7NYVT8BqYum9s58oWDjIhVegBweHsZEcEKke7iqkW1FGcDNRU3Tec88xsrWU8KytcK6k/XcLGfkKkrWePOiH7PTtrY2LRqNheLx+LbHHvvjd66//qafnnLKqfjUpz71V11H9vQmoN8QjoSUSoZemb7h/YZCoZ7X2g7NRLZffvnHNZfLpS5bthRPPvnUf/PgUY3DI6oAPcPCbreP0ZR/uenRwMFTbv43399yyy2NxHRDb+YxEAPeSyC9/N3nnrvtl7/4pVukIIzn9Ir89H4ucMatt7cX3/nOd5Qrr7zyx1/5ylfsN9xww6taoRL4pOjut8btFYPZ9xe/+MUVPp/3pJUrV57o8/mPqK2tmeX3+70M2hM0KCREdWMa3GeRtddmrrvSbIoZqNfnFQ1bWVfc0NiIzo4OBAIBnQaWaCgU3jo6OvK9iy76yP/9tUz5lY6ZPqPtNJgECqWCKGbh/DE3OJCdwmVenxccw+HwE39pe5lMNu33+7w0eGs9PT03v5Fjq8ahFVWAnmHhdDr2ZnPZM7kAgoMXzbjTB/+oJycnUVPjO5Ee/uWbfRwE0vsIpJd99OKLt//k/gc8DICvpOSYvp/uNsJM+p577lEuueSS//v617/ueSMLWgZYbjJu95qPEwZa7rzz9jNcLt8xbre3i5h4I4FwDR2fU1EsDlX2pVJ1XePUL5HsUqFUKiboFifwHgtOhHr79vU8XSh84YXbbpsG5Guuuf5vPdRy3Hrrrc+NjY3NymQzBMw0uCqG2ZVQ5EiAZpP/BQsWYvfu3/zwtbbFYH/xxRc55s2fj5deeunxr33ta5k3fIDVOGSiCtAzLOx22w6etpe1Z+wBrJXE/eTkFDwe/zF4CwCagyviCGyWnPGOM3b+/ve/97IcTYbUQ1e61cl8tCJ6DnKvKh5M7rvvPnzyk5/81je/+Y2GT3/66i8dzGNjU3u6e9S4vYG47WAcTjluuOmG+2lQXRNPxaVSpMiVfypKRU1ICxXDCMvlcnNJfZEGwRdea3tf//pX7+vZu8fW0dGOPz32xF+XZ6nGIR9VgJ5hYbHYn2PNq9nFRJoCSZbKxkXErJe9lcfDXTsIpBdfcuklu374wx/6CqKz9QGpcNPgSDEZNtsfKYJJ33vvvTj//Pfevm7dt/5haGj4gjc7PfN2xg033PA/6Vz6gpSo/lQMpz3ZS1EtEkhbSrCqstsKp1jGxsb7cPSrb2/t2rWnL1m66MJ8IYvt27bvvu2223a/NWdSjbcqqgA9w+Kuu+7adNNNN4iu1ByVYMhVhR3tHfPe6mPiijUCi0XnnPOu3Y8//id/Mpl62WtMk/tytZ7Rv4/VGD//+c+4yOb0NWvWTPz7f97bV8gVnyeg35zJZDaHw+GXCMQn3+pzOthx4403fo+Y86XcoLbc71AMsFq500yJu7xYpCyGvUkmxsfXv9r2OIXzox/f98tHH3kEn/jEZXjyyWeuOO+8t/KMqvFWRBWgZ1hwzvWWtTfniqWiQ3QYMVsuERtjF7muefPeloahX/rSl8ZuueWW+RdffEn3f//3f9ewfvmVPCoqw1xQ5JTN1q1bMTAwoHh93q6Av7bL5XJe5HA4hYrijjtuZzvPQqmoZei8U1pJTxJARWh7YboGYbpn1j1G12A4n88PRKPRnkMJ1K+99tpv0DleylasihUVOm1d+DaZjWZl8wVN6Nvnz5uH3z788DdfbZv33PONB3fu2OE/55xzaCYS2vTZz372VcG8GjM3qgA9A8Nms0XS6XxLubLN8K3I5rLwebyBt+u4OD3BIH3BBRf0PvLIIwH2jRZezqI6umQwRn7ltKxMVuZZhE0qAxNHOp1EKpUoV9apFpHDtumabqPX+4XOWbGUFx25NyK77bndHnE/a1YHAdi/8VsJs/UcMdM0/SNBg8YosdW9tOdRem6CHmNFzAjdhr72ta8NvVF1xivFdddd+41CMfeZeDwqz1cTXXONohRFXhcC5qJWgpWVOATUHW2z2N86TrOSba+0zc9//vPnLlmy6D1cfblo0eL8/fc/cMb557//YB96NQ6BqAL0TAxdGySm2CKM2rk4A7I4A3KNznLrrbe2v11GOQTSkwTS884777zdP77/Rw3sXc0A/HJP/OmyaZa4cRcWzq2bg400JZJu/iUjnSPc2gxJYa6YFQ+ZBTGmsb6pddZkcQpjoItv9N56emqO1Wo7wWa1y8azNCi4nG5hkfrFL36RFz11gZWaXqAjyFhUNWmx2KJ0fFO0zZFCobAnl8ttDIfDz78ehn711Vd/qVjKf6bSZ6PSA1Dm5emIxbigCBbN7nlcBfjss89+g13wDoxzzz3X8YlPfPyBB3/xIG64/gY8/vifrv1LXh/VmLlRBegZGARY2/K5/DEMamYosq01xsbHWMd7Dj30X2/X8TFIX3rppXMuvOCCXb/97e86xycmBDKZvfPKLnAEtmzuw/aYDJgWo39fSStVKED2L7s2t/GyYhhzIRKGLamuyU7bB3Rn4XxvRssa2zCKVozn6TmlkC/YiGnbiqWim0HdYrXNFl25uZKQrrfH6xG2qJdffrlOwJ2lxxN0i9GxT9nt9rjNZkk6nW4lk0m70+nUWSLnXGGspBnNAExwhjFI8WvY0e+Io45i46vwpz71qZfJR1hS973v/e/mgYEBz3nnvYfL4ns+85lr/uPgf4LVOFSiCtAzMEol/blCsXDZfo/xFJmY6NTkFAP0yXgbAZqDndbWrFkz793vPnfb7373u0XRqGSRlT0KTfbMZk/Wii7YArwq2lWZC6LyOflvM0XApdGV1qPGi6QCUTMeVczqQfF/elwxtlESXWl4UZP7F5oKE07LCAvUIlurpsv+17phcWcRXtEWxWazumhgcdGxN7Ezn7CBtVlE3pzLwrmjjJQYVjQQ0OWxm9egfL5065jVKbrhPPTQQ3ewTWtl0Kxk4Y9+9MPH/H5/xwsvPo/3vOc92g9+8D9nvetd5x6ET6sah2pUAXoGRj6ff4RZnShSMRqhmuXBsXiMm7m+hjjrrQt2wSMQXkqM+vn169ev7u6WLfU4d6zS8TscNmLPDtHvsBKITcASzVdLWrm1F4dWwaxFjloplQG5HAbTNrdVfthkzLpMKXD3b/bzYFBcsmSxAPvhoWGhz+a0iryV9mPsbG+n6QYbrug2brbvcrn8gqXzQCn2pZjNBDhKxk3GdIm3KvYzNDSE732P7UmUu6+77trP0GMjBP5aIBCYs3r1yg4KrFu3Dpdddhke/cMfv/ZGe05W49CPKkDPwPjqV7869M//fHmBYMJmPmb+2FkRUVdfN/ttO7gDwlh4W0MA96zFYjlu06ZNYiFP5J2dTpnW4NBleyeOSibN4FwyNN9KRRfwyrTHgWFu59WC36IZpkrXXH0NPF7v8I7tOz/X03P/A3V1Z55KM5RHCZwVs4vKfr7RijR/ooOiAURDoTidaiEgFd1kePGO89vy/JWXHaKZjioPOlpRfG4JYtwT47x+CSsx8tlej3d2TS2XnteIUvU//vGPoFkJu/yNXPHPV7yhju3VmBlRBegZGvX1daMWizqblQsMCILp8YIhTcubm1r8F1xwgeWBBx54baR6C+Pmm28+/rvf/e4fCGDe8cc//gHRWET2GSzky92q2L2NlRzlhT4jFz1tpK/Kqkkz9IpycsPHeRro94dFzWwqQP/xNvg1n73psxgbG/v5Bz7woQ++82xO21/HlY1xup7KtBPf/r4ietmlD/L4FLloyb7cfEskpM65UCgYx6Xux/rNVlqqoWjh4+CS73LXGGL3PHiZqR9OnbDtKg9s3Pfxy1++W//+9//73NNPP+PN+aCqcUhFFaBnaHg8np/Q3Q3c8ZkBg4HBZHwsUVu9evX76Pmfvd3HWRkEfmfefffdV/2/K6/8YjIRr9mzpxvB4ITh+5xDlm4y96xPKzM4I2zZP5VQbpRrkmhm2rq0GzUXGcvPyfYn5XuxAEmv+8QnPsH7GLn00n/6YOUx0rZv423/RRYuDDxkeXYgUCcMlmLxuChjlzJAOaiUyoOIMchYDIA2tOt83vysarTzMpvNCoC22sQ+piJTGBocwpVXXolHHnn0f9eu/cKWg/F5VOPQjypAz9C49dbbPvvtb3/rHwcGBtr5Ry86YHMlGk2pBwYH0NjYyMBzSAE0x4033siGRveyFLCtrf3dS5YsPbWmpmY5DTitDocj4PV6bWxhylP+XC6LOA08EQIozunyIBSNRYWVKM8a0vS6YqEoFRuGF7TVai13PBE+zia4EwoWigXxvosuvIg7lUw89NBvFpx55tn7Hd/w8PApJkBX5rGnJdKaXCik/VgUHbX1dfAG/AhPTaJSRj2dvtD24/IWsxmtKE4pgBM8PBDxcCALVeTxm8qRTDqLvr4+nHfeefB6/VOXX375J3lwqcbfR1QBeoYG53ZvvPHSRQsXnrTtpY0b5vbu7TWKNuyi+er8+Qve/4UvfGE7/T1OYDBMgLOrWCw+t2HDhucefvjh3Nt9/IZO+9vGrRxXXHGFraOjY7nb7VjucrkXOZ3urvq6+pamxpYau90WcDodfnrcY7GodjpfC6cSGLg5R8tMMxaNCSOmdDpFt4zofcgsNUOAzyz3nz72T1i5alXxoV//5rwDnd9o34unpqa8Jns+ML1x4GOs1uC88xTtjxcGK1/zSouaHBYhqavQQrM/iaEqMdtq2QzrUV50DAbDQoZ49tln41e/+vn5b0YxTTUO3agC9AyOu+/+fopY1vx7/+ObOyNTkUVcLs2xe89uPPnk0zYC52Vut3uZ3+8XffPYAJ6LH+688848MU0uwBgjMOkjINhNoPQSgdz6t9usaN26dZy8Ne1D/2KsXbu2mVj3YofDOtdms88m0OxsbW1ts9sd9cTIawnU/XTv83p9LIkr9fbu/fNPHvjpB1/pPNvb289gPH3yyfUC1Bmoza4qlfptvtEMRXRRnxgfly25dL0MxuUmuvxHZf9E+adk3xaLTHPo054q5fx0uaIyLRoRfP7zn2cr0V9+9rNrn3oDl7YaMzCqAD3DgxkV/aiXEUhvJnhYvmnjJmG6k88VRKdvdrgz204R6xSNWAm47R6Pu8nj8Tb5fL4VNTUBwQYZdAi4NGKlU7TlvfS+rcWitpEA/IUnnnhiO8vm3u7zPTC4VyLd8e11eVGsWrUaH/7wha/4XDQa/Z/Vq1d9YMWKI4/mdAtdV4X7KTIjZ+c9EzATyaQA5zECZy6vr+xsLjLoBy4u6tO6b1awCF0059IZt41FR6EDh0xtsEFHJpXB0PAQ3vOe83lwTf3iF7/48Ec/+tGDc9GqMWOiCtCHQRjex0fks4WnVMVyEgEpAQMXWhREXtrs10czZpirZ5HINKuTrE16WzjsDtVqsza4Xe4Gj8dzHE/hGYy4MernPve5EgFXmsAkbrWqYQL7cdr1QKFQ6iW22U2scysb+b8tF+EghJHy+Afzb2bndP4nd3Z2nrBo0f/f3rXFRnGd4TO7s/eddWDxuvYSFwjBYe2NscGqK0FTIFSKoigEKhWpb43UFCKRIGJAgAsB4ZoqJBJ96UOfGlUqlMQ8pCBH4iFuMElAkSIcwAYbh0vF+rI3YWzvxdv/O3PZ2bWBNHEKtc9nH43HOzveGUvf+eY////9Vc/Q00hZPJkInz592tbX16dmakzkyVkvmIEmNsIiiEhoP/LsDOR2k+LWu3AznlOdo4lT99CW0CGFJRMJmjRL2YYNG9jJkydf1p4sBGYZBEHPIGzbtm3V0aNHzxCJrjnb+SlX0npVXnE6msTyj95Idcul1Ef48bFxHiCN0pduxARYrTZucWmz2RS73aa43M4gEVYtETn3slAUH4/xNjU1QaFn6Fxj9P4kHT9Mj/MD8LIgEu+j313JZDKXDh8+fEmbWB5baOr8hDbgrfHytd7etuvf9PPYNr+PJoIG9O7c+j7yrSvKK+Box0Mhkcgd/lQDZY4YOQZi6FgUxTmxiFleXs6eX7cOC4O59vb2LTQxnnlU90Dg0UIQ9AzD1q1b1xL5/T2bTf+q418d3Ah+gplLpSeTNaAvamWLOFN9r0Tkop4DJMKPjU7kMyUkK6+GgxLHApfT6ZSJlL2kGL0ul6sCBSlo0eX1evkWipzIDz0H8ce4nwUdP4jFzFQq1UdkdRlhldbW1i8fFxIngv1lJBI53t19RUqRcjbizKZUP8AoOtdeLwsEuBFTMpnsoPf/xeNx1wcCNUtpUnvS6/UEXC63j+6ZHeob9xbAWsGtW7f6Tp069evdu3d/9miuWOBxgCDoGYidO3duIvKLEjlubm//mHtKqDwncWtLpKXpnaz1InEj16Cgas581uJMhjy5Z9mEptLVMu67d5PcHkjPP8Zr6LGnpr9Z+DHEScxml612u8Njk20eUv0/crmcYWQsYIDIX3vtt+z117dkrLI8Klvluw6HLSHLNoRWsLiJLJBvaNtDyvQKkXn/D5Xh8Oabb7Rcunx517Wr16Tx9LjhxIfUPsmY7Fg+3xqLf6ScS4lo3333PRaPxc5v2rTpOe10UzbJ3bt3b7nP56vHz2gUi4a5L74ofDZmOwRBz1Ds2LFjC3oG7t//dmtPT48En4doNMqGh4dYIqF2ucYjN+KoPK3MWNQyZSyYGVoycx/I12LaV61BdVMg1aBILWdG+KNheQPLpFPszp0Id9sbpb+dzqRIjms9UiXNokjLX9azGVAuTSpcJhJXbLKs2O32crvDbjjgeb0KU0iVQ5Hvbd7NDh7cn7VYrCmaDEYsFjkuWS3RbDqL8Mq/6Zpu0nVepWvuuUI4duzYQ5ur0j18aWRk5M/d3Zcreq72qDnXRRNVcRqdel9yLFAaYC2HWlgsGv2yq6urEbHkBwENDgug+wAABWFJREFUD2jzz4d9JoHZBUHQMxj0ePzH5ubmvwWDwd+FQqHlHo9nIZFcBRGaDzFPeoxmMDC6ceMGGxwc5JkKyFhATBTQBSknTs0/whwSyRWRU3FXb7wBedmvvLKeNf6kER1TxmmCcPz1/ffZuXOdRsGGsZ6WU6sEdc9naTTfJkv/W0YRivZ5ECMHkSOH2CpbraTGucOcw+mY53K6iMxdfJJAeAUxcqQchsNhhFdy9Nlg5nSPRpImqhiNIbovEdovSyaTK7q7u0u+/rqL7kdSc7JjhZNW/jIN4HMjpXHfvn2YAC9s3Lixgcb0/EMFZh0EQc9waAUhzebfwaejvr5+bUlJyQvV1dXLGxsb55Mq9ZPCdBMRyfF4HB4VDJkKIG2klsViw7yUGVV+eLTPpLPM3CC2OJatP/jH4zHW8ocWtvq5n3NiJLK8/upvXl0wkc1Kn3/xeQGh6wRvVPDpZylwsJscxYAjnRl8YVNLa+OdsyWrUUKtW5zSkEiF2xH/pWt/gsi6Uq9CRCwY1437kIZXCDNd2xT8bC45988rZQcPHMTuBVLNDQ//DwkI3B+CoGchNBOlj7VRAJjCk/oLkcpeXVdX10iqs1pRlKAsW1HwYYfH8c2bpLy7r3LlPTQ4xAYGIyxKJI7qPTAYN25Sz8VDHwhttLW1sbNnOx2h0NKFauaC2tmaFUTAC6Lhk6HFeCd1DZ90WI5XZKezaS0LJWt0XpniSF7dpxeU6L4eqq++6uWsk7Ke02yGrqhxrK+khP2+uRkLpV+tX79ekLPA94YgaIECaAttXdr4k/k1KG8i7ZVE2C8tW7asfuXKlZVEwj5S0m4iKAfUN0Ikvb29PI1MVd4x3m0cDW3xWkfHp5wsob65r5DF7Jes819Rx/JcvpqPi2nLVHFf067p/XpGRQE5m+LpvFYkl51EvDnjVemBcwb3rKbrUXw+duSdd9Afse/8+Qv1RND3f5OAwLeEIGiBbw1NeX/C7lO1t2vXLsXv969btGjRL4jIkZERBIHTS04iV6SSWUHSt2/fJlV9h4cRUO2IUAKIHFv4T+iLb8g2yWmdUwpgMrMwSqpZYQx8cjz8u2FSay0NZjtSv38eayblXFYWiJ440VZz5MgR4ZchMC0QBC0wbWhtbcXq4ofamBLbt293eb3exZWVlU8vWbIkRCT+rM/nqyNin0/DCYIeGhrkBR2RgQgbiCAWnOSKHAOLmePjo6r/BX2hpF2PS+cXEx8gef9LFC+EFsTc6Ts4P4gGCsgsGfjoo9OhYgMmAYHvA0HQAv9TaAR2URsFRI4QSm1tbYPH42p0uTxLF/x40cJwTW3Q4/GUqhWMdgeRsYRFPFiQQoXDxH5gYJCrbwxkoMTiUTY2NqqFUjIsncoYbnOq+VE+R1s3NDLy/TjyKYdGK8FcPptEL9Cpqqpibx84wEbvjXZ98EFbvSjHFphuCIIWeGyghVA+08aU2LNnj58U+DK32w31XRUKVVeuWOGuUBQlQPtPEJm7nS6HFTnLIOqbN27xRUoQeTKZ5KEUXYnrIRUQORY20Y1GL6YBzA1u8+ZHjPdRXLtmLXurqYld7+v/4uLFiz8lchZhDYFphyBogf8rHDp0aJg2Z7QxJaDEw+FwjcfjrHM6XTWlpaVPV1ZWVhCp+0mJw6XOQwN+0hIIW4+HY4sYOYg8kUhwAh+5d5dXYcIFsKTEx556ajFbs3o1W7XqZxOdnefe27x581sPK0IREPiuEAQtMOOgKfGvtHFfIB4+Z86cGiLuZ+bOnbs4GAwuIAX+JJF4mSzLc2goTqfDqShe2WZ3sPGxsezIyMhQf//1U8eP/6NJmywEBH4w/Aes5ajEY/ruZwAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>