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Showtec Candela Pix 50 (Showtec_Candela Pix 50.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Candela Pix 50" ShortName="CndlPix50" Company="Showtec" Version="4">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>e856a7c9-3a27-4055-be3b-0ed5659abc1e</Thumbnail>
  <History Date="16-11-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="22-11-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="01-12-23" Author="Nic Morris" Comment="Created from Showtec Candela Pix 100" Version="3" />
  <History Date="02-12-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f6c3726b-7864-42e3-a8ed-e10c8bdf8d77" />
  <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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Jump 1" Display="'Jump 1'" Dmx="6~15" />
      <Function ID="3" Name="Jump 2" Display="'Jump 2'" Dmx="16~25" />
      <Function ID="4" Name="Jump 3" Display="'Jump 3'" Dmx="26~35" />
      <Function ID="5" Name="Jump 4" Display="'Jump 4'" Dmx="36~45" />
      <Function ID="6" Name="Jump 5" Display="'Jump 5'" Dmx="46~55" />
      <Function ID="7" Name="Jump 6" Display="'Jump 6'" Dmx="56~65" />
      <Function ID="8" Name="Jump 7" Display="'Jump 7'" Dmx="66~75" />
      <Function ID="9" Name="Jump 8" Display="'Jump 8'" Dmx="76~85" />
      <Function ID="10" Name="Fade 1" Display="'Fade 1'" Dmx="86~95" />
      <Function ID="11" Name="Fade 2" Display="'Fade 2'" Dmx="96~105" />
      <Function ID="12" Name="Fade 3" Display="'Fade 3'" Dmx="106~115" />
      <Function ID="13" Name="Fade 4" Display="'Fade 4'" Dmx="116~125" />
      <Function ID="14" Name="Fade 5" Display="'Fade 5'" Dmx="126~135" />
      <Function ID="15" Name="Fade 6" Display="'Fade 6'" Dmx="136~145" />
      <Function ID="16" Name="Fade 7" Display="'Fade 7'" Dmx="146~155" />
      <Function ID="17" Name="Section Jump 1" Display="'Section Jump 1'" Dmx="156~165" />
      <Function ID="18" Name="Section Jump 2" Display="'Section Jump 2'" Dmx="166~175" />
      <Function ID="19" Name="Section Jump 3" Display="'Section Jump 3'" Dmx="176~185" />
      <Function ID="20" Name="Section Jump 4" Display="'Section Jump 4'" Dmx="186~195" />
      <Function ID="21" Name="Section Jump 5" Display="'Section Jump 5'" Dmx="196~205" />
      <Function ID="22" Name="Section Fade 1" Display="'Section Fade 1'" Dmx="206~215" />
      <Function ID="23" Name="Section Fade 2" Display="'Section Fade 2'" Dmx="216~225" />
      <Function ID="24" Name="Section Fade 3" Display="'Section Fade 3'" Dmx="226~235" />
      <Function ID="25" Name="Section Fade 4" Display="'Section Fade 4'" Dmx="236~245" />
      <Function ID="26" Name="Section Fade 5" Display="'Section Fade 5'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="11~16" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="17~22" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="23~28" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="29~34" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="35~40" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="41~46" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="47~52" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="53~58" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="59~64" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="65~70" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="71~76" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="77~82" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="83~88" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="89~94" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="95~100" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="101~106" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="107~112" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="113~118" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="119~124" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="125~130" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="131~136" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="137~142" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="143~148" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="149~154" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="155~160" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="161~166" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="167~172" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="173~178" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="179~184" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="185~190" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="191~196" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="197~202" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="203~208" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="209~214" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="215~220" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="221~226" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="227~232" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="233~255" Colour="0,0,0" />
    </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 %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="6f65b5a6-6631-4ac5-afe4-abcc4945ee2f">
    <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="7ecaf8c2-344e-4848-ad53-768a25010657" />
    <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="999454d2-7aa5-4a36-8398-d8ac009b00e3">
    <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="594093fd-f8cf-41a8-8763-645b9113399a" />
    <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="9 DMX" Channels="9" Id="06c2f4a2-fe55-42e3-be68-3f64a9002322">
    <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="0ba26fce-b65b-46e6-b004-f7830d8d5be8" />
    <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="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="28 DMX" Channels="28" Id="34e319db-ea69-4259-a0a2-d535cb5317db">
    <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="e0be2c16-b34b-4546-9908-bd7c104a026c" />
    <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>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <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="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <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="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6">
        <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="33a3682b-3511-4323-a160-26cf03112c91">
    <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>
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+HCKinwoK8xhp5lsBw23QZWydvwK4dW/DN+w5h7twRBO21WKaxLRrsFy9IrqcWAMszrAo7CXAtJD9dxPaZIewlkL1qWxmjpTQxeta8nfgqyGJGx9oxnsPBrQWcX2rioWcXcG5+A7VWDw8fmUeDmD7LHPzZVMLDlok83v72t+Ev19eweukEwh4xaTei6z+KTnONFqce7vv2txO//du//QX6ik+/+pn16tomQP8zaaaGAtdOmKbHlmw2++b9+/d/JJXO5AlAEsRmfJdm633ffkCSF1g6qJlkB35cmNvA0ZMLBLLNOAmiRiDMGWnqKIoENMIwGvhWw4jisK4w9twLarhuzIBVHLWvR/Gnw1g8dUyEwwBo2/CvWKt1Yw1X9c9+QgW/VXxcsCzZkud+fCwfy7F9M9qpjS1zLXu2P50+a400K0LD3OI+Eht2TZSFcRDC9DxC/zCB6dT4jkkMbxlBbqyAbDkLl1ihl/BMhl0E+hXhBl339Rra63XMn1jCCgFPu20ch7wYROYawInljRicI3MNQ3NdIsQRe3wN2EEGl+EgQd8/i8mJCSzRglBvd+UScnII68EeAThLG66RhDhQba3eRo3eN1LMEuAV0e3qOGCg3rdznMDwNtz73SxOPHsIHQHpQPvnmP46Gk4HAWdPn3OT9LsvD/gZ5HIl3HpwCnu2llEupCSUzhswcmDvK4FrwveQS3sYKSQxNZTGQ0eX8PjxZfQ6CtLNJoH09mFh3wk6yM0HZnHi9C343voq2tUldIM22l0P+dIwVpfmceb0abz7Xe/+t9gE6M12Je0LX/jCwe3bt/8fBLQjsFDiumk/kcjTzzxNwgwBTorYRYomo08g5/7CR/6VwyzWAm6VQPbe73wfTQJiqRBmaio0mx3xige9QJhVDHiwWi5ij7vKCAZ8Y2Zow8dcK/LGabwxxslffGw7w/pREfoB1SgHQ7/6ckU4EIZmAMcybMcyZO1fX2xQIA0i5zJN2AKWdRLKmuG4cQhbnM8RmWpp9oQMcDuWspmT67N0tQjCwFgCsXwyeBcV0FMEaluv3YPh7WMyGx3fAUcgh92erCgu/c0OMyQSSE2WMTRdQiGRxM7r61g7t4yLxxZxilhiqx325ZM4nM+FjZ22y9xli6aJlHD5ujhs9jMgpjAxtQOLqw10aBzk0wlMDGUxTcBbLhBrpb/TxOwvLmzQmGljvdoma6ktzjpm2zVi+lNkAUyO5gXAkwSWU6NF3PWON+Er3RZOHXuUTms9lp1kBDmakML3whXlxlWg9lKShMISh59KESPPY7iUQsK1MdP9Cxo7ZlXkVuciHWd6OI13XD+FLWN5fPvJOSQJkJ88sYChPB17NEdA7stic+uN+3D4mcOYq69JVAfPA4eusyTE0Fw4euTZ8t13333T5z//+UeubJa+Nm0ToN8A7Xd/93d/bWRk5O2+7+fokfY8L6MhYV6a2FGKAC8VhEGCQJPBNnHNtTdk6rU6Ls4tY2lxGSura1gjE42lhdCauK6CVhiHfTl9ZxmMfKBIJH0YDK8SmDRmsM1Ckz8tMEeWzerf7Onnv10nMmDmGvbqDoSDoU9AHaMxRqokKy73NeU4agFAP87MahzoO9QiK29YzVJ/lxjeyDGxuS4CEzHAh+gxS8yU4GWKNOkzxAh99LodSfXtNiqI2g24xPASjvbAk06rPht3wDja2AgXSSXUyA6b4izsUByKTj8jOtK/RVs2jrJ0sYDrf/oOBE4HrUYXvVog39XriELNtB1Osgc35SKZ6SJb9JFOu3JuBWLZ0yPbsfvmPbjm5Dwe++ZhnD1fQacTmoQVk4gRWcecI/KBRFSw09Nq0sJgE+bBGXl5JNI5lHIpzI6N4pZrprFr16g4A/0Es+f+wttsddElVnrm7BpWiG1/5Z4j1M8sTi5UJJJispVDno5TIsbLIXDv/PHb8He9CGdOPkzXvEH3pWeWWzcej/2l0xFGLyBNbLrHYXV0TP8FwHnw78EoF26sOQ/lE7hpzxDGyml8+b7TKHe6+Ifvn8b7bt+DHn0vA/7kcA47d+/G/Nmj9KmGyG5eLoc0nU+rSWTmW9/CRz7y4bvxI3YWbgL0D9hoRb2mUCjckE6ndxKwcrxtjiYh17llkE1xCBgDL//Nsbj0EX6kCWgJdMMkzaHk9h07U7VqXcLCuCzj3Pw8KpWKhIF1u10DuoMDb6D6l9U1Y43WiZMFlNCFMqEt99OnDDjbQjQRjBNOi9GoCRzFz/XNZgN88qw7MKH0tSBmuZYxuqavtp9WoNDnXSMBKAvVlUG0R8s2ldia6AojckRWY7UMWSUGgWzjOAsHHE2EAbJghIkCMdC9GBmZQLmYE+9+jtggsyc22xNJH3U64FqtieX1CtbPnQBWLyERNgknFfBUm3YElDkCQpx8xnoQK4FXgkjSHQy7juJzcDy7gJj4iVQS22+9Dl1a3BrrIYK2SwCYRJtAj8/FI8bI8cAuMeeg08HqXAW14S7yIz66Bc449JBNEqimCFz2bcc7t0/jsW88iUfvP01WUVsXDTNGxKJxTH8dGEj0RIIRR5xcK5/AN41kKk/m/yh2zw7hqp2j2LZ9SKQKP+HJNTMBJPIoBinR2CfGC1hcrKHdDfG9R88hTe9bWK+jUm9h+2QJXbIEONKCgfrG66/BysoC1lfO0rXvSmq1Rm84sfXiGF3cdTQGOpJQuRBHT65g75Zy35GLy4H5uX9fBtR0rltGMviZN2/Ff/v6CZTyLHfM4eb9U8gkNcFlZmYckZeUa8ZO2ShKI5svk8VZlz52u8G7f1C8eKVtE6Cf0770pS/dQWBaTiQSQ5wxxj8JYCXZgQuN098FejDg5sbGxrb/yq/8aml52ezasLZKjHYJG5UNVDY2jGOM420bEqWgAfVd+R5xDAHCxAadR0owja5pM8VsBIIBPQVh5ZtWz5VkCCMq6sTUv2OP+SBzRn8AR5Ed7ApoUWT1Sv6UFztebDywhg0bwB70/htgZjbtWGeShNI6febMfkUnMv0nZhs4oke6Bum1/3ofeEJoJEMkk1M+E+nCEKcHA7F+aY8fQZ1L3HcBJ5fY25aDGJqYUscfIJot66QdYmRpmpgpDuciM3Yin8YWMs0zM2V4N+/F2VoHjx49icqxJ5CqzsMJO+a7iOkSsEiIXBQvE7E+PlD3x1wn6lGoSC04Ts+MzM6gMDaBNQJejm4oThaQGc6glE1gJJ+TkLY2AVuj0cH8whqqbh4NYta9WgYXzi9jclcKrTSNqRwBhzgiXex7+wGk6POH7jlBC3zd+AMcayTF40gWfAnFS2jEhvh7EyolJPJ407WzOLB7BEVi6amUJ5puMsEaNBAfjK+2/K2WxZYtJbynuBf79o7hoUfP48GnLkqY3NOnl7FrqoxcJin3cGaihN17rsYTtXVajFbl+x1jYYTmPrOkwwkv9AtU89A58a3HL+K9b9tJYP/SLPrFfk/ScXdO5vFL79qD3//KMzizsI7RYha7ZstyVkNk0fiZMoLGKsJuG+s0j3OZDGjeS9/u+9a9yV6vd+dv/MZv3PtSGPJatn/SAM2OsYMHDx6gCzxMN1yAlsGXfucdHYoWdPnBskIul9v+0Y9+9KrFxUWpjWCBl1N3WVLgkBuuH8sFabjQeKfdEX2qXzfBmu6Xr96Rmag2rCquHMZameMYR5hhmXD6Xn+4hv0YwisAHZpBHcUMtM+wDZCZ7+NoCWmOG8fbxhKIcfIghjqz84RNf40ZuikqI/10FQBDoxHLe1xjOjN4B6oj+ikkEml6PiFZXeIIC9oCRG6kJyOxxaYegwCwWVxiJmTMcMU/fS20coKVnPmNrmuurU17diVulkHaSeQwuvN6ZEsllXdogWSG2zMZcGRto0sA3UqnCBAT6NC9LBCQcPjfMJ3bVWQa77vtGhw9sJsA51m0jz4Gt7Emx3ANo7ZmRBRZeQZm0bIdNM46wzrlrhIzTg+NobraRJEWhJHZYVyzbRyTBBBZ1pp9VzKcfbqurW4HlZ0VYvY1nLi0gtPnq+iQIdZaTKKTaSAKunJMju1NJDPYeds+1DZ6eOKBk2Sad01Vt9gZIIyVIyOsTKWKjWHRrEPTa2O0UAxTvxIEyil2VrrO88DwuY3Z9XA5Tb8Nod0OsFpp4smTiwTwSeq7Rnt41aZETmybncSJ42V0WqxF92uPuOaeS6g5R7XwZxKsP6flUp6e28DaRguj5cwVSRzPZdH8a4pAemo4ja2TRfqeAI8dn8f4cBbdpGZBJtN5dOi6izRGAySbLaJbS6HbaQoO0Lz73+hQmwB9pY0zzYrF4pZUKjXFmWaZTGYnPfYQ2O745Cc/eRux3JQUppmfF9BdksyyNc6zF81WC49zKFhDq4D9P6rShkY2cKxZ7pgatkAcqTDIbq3/3jGMFSZ91oJznwU7xkRUlhzYt8P8IgzQOpc0ESEKrKlsQqFcU2jGOqFMB/smbd9hJ31k4OR3DERE2JCpuFaCURpcJzSQ0pcwLEhLbQQJc7MLkT4X9Oi5RAnp8ihKpWEUSnlJZEgQ02kT6PF146iQlZUKLXTr6LWqNDladASauFFXrQgT82tlbl0w+sV/NDxLmWK/33EQnPaHzXiOBIg0fnZkdh+Bc5nYUFecblqcx14C1/j6iJVysku1gQSBdnO4SJOUFhYyFUomdfiaYgq733oTvrd1Fsfu+Uc4G5fo+6wlpAkfrmvimqP4CkvfJUPPNQktnlo/CWJluaERTGwdw/YdkzgwOYIZuma+KY2ZTSSlKpstJjRZGiegbmKstITd0xs4cX4RF89V0eyOYvXSOo2DBjHpJC10LjIE8Lvu2IO5cys4f2pFr0zoxg5aVZJCxAk5ch2tFKX3dpHA9SCBMzPnQXB+LuA9HwwJnktpHNg3LveOU7GPX1jHiUoDe1CW9wV0bYcKaQyVR7C2cs5kUaIf1ujyOWvMuWtiw6WHdO2anQDffPAcPvSeq16RxPFceZCtgTtvnsEf/21FZJm5pZqANF8Ln66fIwDtSUw0Y4KboAWh25IxSFbXHS+GRT+M9oYH6M9//vN7b7vttvtKpWLZ9TyXQNY9e/YsRz05vV7XmZ6eFpBdr1SE3TLw2m102p220ZJiBIxXa/nd6IHW4aVxrQMAbIDOMlLXmFvC5uJ4TqPbms8raYr6dCnSzC7zMfVcu8bhFCEGyH4HteyidXbJ4SzDhGqdAmcGCazzy8oXysgR716h39EHZitW91k7YlCHY0swmhoQpkB6GFltmJ9MiC4o30F98jPDmJiYxcjICNLEltjLb9OGk8QEWd9ldsUMlU+HU4M5sWNheQNnzl/C6tIcwuYqzdwWbHEdkUgQmp+mEI+RMHTJMtdFLoC5QW7CyBqcdZZCfmgLPUZpMSDm3jOZbK4rLImdXTGwM5Mm8OY+h14CFQJqr+mjsdHA0FAe5WYHw8WMZK29abyM1E+8G0cefgC9c0/R9wax/q0Lr4fIhgs6rjmfSEP0zHDwien66TTGd2zB3t3j2D8+hJFcDvlUhhY0n5hwmkCWw8h8c584Q64rCS/5dBFTpQ0CuDzS+SU8e3QB3VYOK+dpkRnvoZtvIMin6Tgett68HasrTTqPNmxSDSJrlxmHLNfVcJP0CzPnpFhDPG4e/P4ZvOP2nVqE6EVkg+f+bX/3vAj5bAJ7d43Kgt+59yjOL1VxfrkaO/g45TqfL8Zy3UBkODQ5x1qGdF9oYeKyoUGQlde/9/QC3vOW7SjlU69Y4oAZKjwup4cy2LdjBOvEyJfXG3SP02i0OoQhVWEqNluzTsQtS2O816lLfyqVygjXe/nCF76wgB9Be0MD9B/8wX99sFQu3nrPPd8gs6ktIHLs2FGcPXceM7Ozsck+4KqGLcJinWbWbLb1CPoFvqPLpQjXpr8ap5PVUQdonT2m1BEIjOlqtV0gfq9MfiNN2LXBcj0GUZU6Bpx5A2CpPweZsfWhBTqh/H7cqOiprOHa99pzjDVHeyUHpRc3LmQTAzMcG3Qgsof0zrXHUnYrEoI4mthxk0RIz5fGtmCa7kOWGCHroI1ugBZv4BmayUGkCI4AACAASURBVEbvYZOWY03TSZqUmSQK2SSGS1ns3T6GGw5swdlLqzj0+FGsLRGb6tRE35UkDO4WZ+HZc7KnYs11c07MdEJh+xwilpA+wsugNDpu3k9LSpq+t5DB5GQZU2S6z47lpE/dQHXP1UoLC6t1nL+whtX1uoBigwhyZ5GjInLi++PiO2laZG6aGgJuvBXPrC8g2ljUxVGiEcKBWOl+Vx0DihYihL3SAsH92TZcIGD2BZiTXhI5Mq9zyYxIG/FB5HTTRocnE5wANUELEANr2k/g8LEFLC86WLlYw9BEW1h4SMcsbx1BebKA+kazP67isaBjmx13MvRdT+pd8IOHw6kTHO/eRppZ5UB7LoN+4caV4YBiIYXtW8qiZ5/5+mF06PpVabFLJDSOOplMyljk7w4jWwu6f2y1VkPV+nttdMgK6nWTWKL78+jhRdxx86wkqbyaxnMvnXQxM5KTVHERxqhP1XpTsgmFergaccOb02ZSZSkO1Wl1ce78OZBV/h/oTZ96VV/+CtsbFqA/+clPFrLZ9JvuueceGWD2glWrVZEoSqUh5PJZmWDqULIVvQadamGsDWIAoOU1KS1ooJMJmI3bNXptZBmyWUnF9ApUKhD2bMNf7aCynmXDmFVasN/3nIEU6ESWzC9c7syLQdWYxTIpU8Sw6Hyz+SGksnkZ1D2WR4j5NZs1NKprNHjqOpgvA7TnDmATRmdZcmSTJrSP7LSz4XESKQb7t4K0REVQfwInjcLQGHbt2iVAXaWB2+72jMncPyZ/qmmyCXhSZjMpCd8aaqfk9TyB9bV7pzExVsTjR6Zw5PBhtKvL9OG22cfOnEGk96XfrJPSUdYsr2mSQ+SmJU3X85P008PoSEEy0A4QW9o9XcL4UFpiXxmgI6PLdsnMrZE5furSBp48sYzHD1/C4sIaArrOa2SeMzgz82fWlqPf95RyOL//Fqw/dh911RGpJgo7/bVDB5/eT6jsof7P/thL0E0YyqSRTeaINdNx0wUDznwu1rS3O1G7UvQnl8rLT0nzHo7kZ4eue62ygGqtiPXlNSTTZIojRWZ8EqWZEi6dWDI6r+ptxpaT43OGopjzkS6ECtSexDU/8P2zeN979ptTifBKmizMSY8WIQLp2TKmaVG8sFhFo9NDoWdqZrjW2a1zr1+VA7CJPk4Uxe8RRk3zj2t+PPjUArHfYUyN5eE4/e+0fX0xSaY/C3Q85jI+CimPSIXiC/ubHCIJrpqodP8dWlgCtQJp8ex1WmD/VLfbfR/+uQN0JpO5++GHH5a702o2aeX15aamUmS+kkm4uLCAaX9W6hKoB1g/10+KsMkPtmrXZTlohugI/Yn1VMt8L09HNckS9himmI2tIjZYmtE2Yd9GuxjMrIuLmTtqXnIaqev7MbvGwE+Ow0znh7HjwG3YumM/piYmJeifBxKHhNnGpjc7A+dpcp47dQxnTxzGysJZdNt19BcrBX6r38JIIH392ZFiOdr3AZ3dMTKAxMoy2/IFoP3cKG66/mqs1FqS0q1F5vsDn1kza3uS7BKqxMEAy5EFG9UmVohJL1eaGC9nMVTKYJjY5F1vOYDRoSIeOPQU6ktn6Dt7IiGEAh7W06/fEZriwxaYjYjJsWmIiD0nM0WUCUT3bB/Hgd3E1PeOYqzIFdgc6Usi6fXvA/+SdTCEJGZGs7hl3xgOXz2BP7/vJJ5+5ryspavUb3YcNolNF3M9sQbevGcX/m6BGPSFw3C6DMIMql0jmbnGiasWC5wwHpfinG23UF1dInC4RuSMXDKPfDIrfWPQ5Phg1lw9TnM2URIWyLL0vlQibRxqNBb2cIRBCo8+tYh6jcB1/SLyIS0YdE7FqSKNoQSt25EsQrJO2PrKVnbhWGn6ztBnTV0dc3zr//ZrT+OOt+wkJpy+Atb8/Mbfk8smsGWmiIN7xnGeAJqdsKzt8/3jsa9+BiNnOdaJrhmpCah46AjLCfR5+pcdu+dXavjuY3N43x3bpSbIYHspSabf9F5wmGWXbnAm6QsonzpxUookuY4urJ5IYhoOms0V0G5U6Dr2WJfe+4ovyKtsb1iAPnv2zEf4JvocakODnMOiEgm96PlCAefPX0B5qEQsOn9ZnLDcEythAPFr1oSSnR5iCcSAbrxFsCtiZ4ToMtZgnTtBqPuZqaxis9wU+D3RH7X2gkYgRIj5Sszo7STV7+a6B+Ikce1Kb/pC5vrOq2/HwRvfhnw6I5ptp9VBy4QiCfsQIPTBxeLzBNLTo8PYs/Vt8H7iDhw/cwGPPfI9nDv+NJr1DdVHJQ07NA/0v0u6oiw5DA1bll00zFLGwCzygYlJ9dIEfLNkrnaxTmDLvR7KpzFDLJjDlabHC1K0hqNbePFk0Dl5fg2PHLmEZiskFkh9pnOZb3exQSbvLAEfQxDXe7huz4TolN95gFjhyhnTt8A4OUUvMEzLk5+ILMJ6MIUvECWIhZI5un/bCG48OIX9xJxH8r44vPyE0590DKCOGy+JsijScxzednDXCPLE9u8j5v03//CkmBw1yZaDfJZvY576ObNnH87Nn4DXawwIXeivJKLTa7acsFPPxFETYC8vLtBhE8SeM3SPc9IvvjdNMudBQJ/guGRfE0tsi+N/6f8iMW4ea11anKfHMzhd8lGr9lBfpwUq0aR+BkjmCPTTSb66MobF0jSLrueZ7EJjxfV6LepjHV0vS7+nsbJWx99/7TA++LM3GFB/5Y2TRLIE0ru2DqPw2Hlh5jy82B/RajUgC4Lpl8whW0/aSDxy5hzI3m3SKdQREjkLohQqRHlPLNRxZq4GrsvhmWimV7KQMItvk9XEKgk7LZ8+fgHLcxesp0Y8CVydz5NwUFqUS1lkC3m0pNZMLfmlL33pA2Tl/9WrujCvoL0hAfozn/nMvvX11QnRIh3Ock3QpG5KUW4e4MKm6Wasra2S+W+dBWbCWqUCpr6v2W1BmFicXqwmFDfW/xzXjzO8GFgCA1yqo7p9bduUNATs9kIKaDZUzk502fXYMtDocrC3A4knDGJNHGYvNZCJmsMtd36QmMdu2bK+WqNJ02kT8+gSiLVksEjRdLomSWNNVOsZZNJpMcULZIbv2bEF+3b/PE6euYjv3vd1nD/xNC1wHXGIOYaLDLJnI8ebJxzDUH11ejlW402I881J5FEidnpprYnRcg4375vENcRSR4ezkjXG2w5JARvr6KHjvum6WdxycBr3P34BTx6dJ1O3i0Iug+pGA6d7qtWP07HcYpoAdRyV+gEcOtREu7ogYBVnCdoQuwGPfGSdSvynxM36sljOTBQkqWFqSMcHg7MrUkGEpKkGZx2utoVi0kqaCC02BYwUk9ioNPCt+4/Jd3MCyHo6GZvou4pkuueGEbU2YIE0Lvgkw0PHq+PaxBxXitozE15anMeJpQq2D08gw1YUdaRN97gXtMAE3/OSzxOo5IwZMMKO/Cyk8gTQXewYncDqnjaq6wtkWRIbL7aQykZaNyPhxbaZa4gDS8+8SMti46gm6xoJiR1hEiNOjPvb3z2Bd9x5FYZHsq+KRSvncDBczqBAJGJdwu10Q9dabUP9Qo4jfhVN8x5MSVdnayRx8syke6Z0aQZNYrHnV+p47OQacrkktpDlYxeRK5E4eEwyk19bb8q3tbtdPHLoYYRkdYqQ55naJJGPgNj1ElnrKX+cxncW7WZDtinbunXrh+jD/zwBmlbRL3JYlnCSUAc5h78wyHhQ87RULqKyvo6hoSGkCJysZseM1G6BI/LHAIMOTQrvyEgeO3eOY2aG2NVoQbfKSSZU3iCA3qjUJOxqcb6CE6fmsbLeokERwPoj40Fks16jKHbMhVEUM2zb1JnZl0zkfcKEPfQz/0CTqoA3vfVnMDS2VXT2ynpFwJktCQbmwDB+HuScdeZ4bczPr8j2PRNTE3ReZTLBsygVcuIp3z4zie2/8It46OHH8L17voKNtRVhXYMLg5V6oriuhgE91rmtHu2m6JFF6Gmm2Xqjg32zQ/ipO/di20wJ5VJadq/QZAbXeP+VnVkn7uR4DjdcPYXzcxv49qGz+PvvHpc+tAn0ztB1brR6mCQ2zfUebrhqGhvVOp56tCq7dbDUAQIiXfDC+DLG0lLkmsXEgAydQTbl0QKi6cmqr3JcscYW6z0KxJzXmg16j5hNpYRVaxZeuZTCh96+R5jgvfcfJ8ZFC+bqBoJyQb6bM+ySQ5NoL5/SyJxQmZ/EksstDeIxwfRbVJhQiUC7uo5HnngMd119taZP69VHJkHX0s9IFt0LNY0C4vjoLpJ+QjTsfCpLIFjE8CRLSA6atQoy+VCMH5ulByOr2XGocegQEHdcx7BXdeDxPGCnL8tQf/aXT+CjH7kZmUzyVc1lvrasR48P5zC/UqXjJDC3uIrV1XmRfhJmj9fIaPR2Ky3BAZYZvMhYnDwGekJa3JaHRWL4Dx9fpkUtwnW7hrBnpoBi5nI4eyFw1uiQiEhNF8tEMnis/O3ffxOttYtk7ZkSslLVzxcsYHJY6XSEqPAc5KSV5aVljhy7+lVdkFfY3pAAXamsvYfZr5ryyjQ54L3D2w51O3LDUsm0DPyNjQ2MJpMGJE12nAb0KitwLJsLMDmZx1vvOIjpLaNahMZkqrGEINlLboJuTgKFclo83DfcnMQ7CBwX5lbx+COn8fizF+nG9iSbTvS8y3TnMHa8KQBqwaBoQOpwrAYcf1afV1BzsefAm6RQzcVLc2SubqDXDWWADJdHMDU5RMzKl0nebAfERppS63Z+ZV0GU7XaxvLCSUzNTtDrQyjlcxLDy7Vyb7juWjL70/jHv/r/RPIQVhda1mz6ZpxurHL4PscBWweppxo1VxfzC8jk8rh+9wRuv2ELma70PcR607QYyOT2Nc1Fq6PBCKfKihjkUilf3js6RItIPo2vEeixKc01KCxwMDtlZ9yerRM4/OwQwuayShd8rIGwR1lz2epwtai7sGdOwBAABlq0iLBWrNaJPjxj6XRtzWVj/djbaKN91IHI99OVymlvv2kLFldreOyJc7KTNEcUtLuuOCHzxWG02MoI4rspxEAjUNThJ8eGjS4yCyP14dSpo1ipNzVlGxz+xSFvqXi8DDbxsxCL5O/vmd1dJBeQmHY+VcRksYHxoXWcQY2uZZrOo4Num4C2M1AmID5fU1vEcQb2EYxkjnBIn4T2McukC/nks3N48KFzeOtbdsaW0ZU3azXoQs3SBjuGn37ijISt2SAM1yzkjjiUdc47Mp6gezCyHEX9inoNYrkuunTd2fk8R4DPtaqXKy0cv7CBq7eUsJOAOpvuZx8+7zoCkqjE7PmJEwu4/4HvI6zNU1/4ftF1tXla2jGp1cJkiKXWdIYlRd3Yt91uT72CC/Gq2xsOoD/5yU9+YH19LWtNZMcMV75pvHqxmW/NNb5oVQLo8lBZXrPsyjHxmxLOk+KsNge3v20/tu+eEScMV9yyOjSbN2zq8thIcoysmVNsquczaVrx09hBn9u1dxvuWFzD089cwCOPn8HcQk0cBmauGVZm3ZBWczZVxQx7kb45fc88TxDdw83F0OgUZrbsJ0a8SGSxi9mpSWyZGceuXeMEghkMmewpC/DdDoE0gdu5Sxt49thFXFyuiJPs4qUVYt81YtMljI8No5xT8/Lg/r1kGbwP99/zVY31NBUrNBW7vwW9RmuYdGqzZZJIvJz27SVQpGP9+Ju2Yfc2AmdizsmkL9d5sPzjZRPD/O5GyqYKuYRs6vmBd+7F1qki/vKeozh2Zgl1YtILrslupI5wn0cmJrFwlrPNOrqAOM7A4qeLriS5OL4+DFgzD3rq6Bzu+om9KMt1U3DmimudQGWXhPv8yITYiQvtK4MD93WCTPw7btiK+YUqLs2tocuLI4FqmiZqOpUWdqV6tgKDZusZQHStw9CJJa+QU/65vvPSRfzhvV/Fx9/3L5FLqlvshcBZjxlhlZ1UdD/SforAPCXHZlDnR5pAZIIsQ2CRCEpSEmdWybpq11om7r4/5hBHh6iuD6OfaxWTwAC17utXqTbxre+dJEs1i6sPTIilpGP75aUEGEas24oBY+UsTp44g6XFs8qcYXd3UYecEjKVqVxZcHmO0rUkK8rlSAuOZ+evbxNZo6+TPbqJxKxVWzh6bhUPPX0JQ6x5TxWwhSy28ZEchmmMcvU9PsU6h8nRvH3q+CK++b1juHDhHLzuhlwrmauO1lKxpbekNjbhCmNIpVZFxITJ5xT8HjPo4gveqNe4veEAmq7QZ3hzztHRESyRKWEHEw+CBDFlr92JTbZisUim0orESPv+oEnYdxjObp3ErW/eS6w4KcXiKxt1qYrFHnAZhKFGGySIoXuMUBxZQROMAWJ8tCSDi7e+SRNQj46X8NaRIrZvH8e3v3MSx07Oo1proB8t0ddyo/gf83cUxdEb5pcYnHkgDI3OUF9cMbOuuXYPdmwbwyyXliSGmoqlA/Qdj/TfxFgOW7YOY+/OYVyYq+LBx0/j+NlFYfnN1opUNosmh+UTDKTXHrwecxcv4siT99OE72r9H1sf2BwTEnamOx4zg4xM3Q0YPZGdfqzv5ogJJRMKzgmvLxO8WLMSggA178RMzPTafePE9slCIXbKCQNcHa3it4X18/u3TY1i/pwFBKhsxOwRA4X6eUJxHK11x5momsMnl3CKJu1NQzMw2CgAzZuRCmCaBXxAsLq8v3BksY6or7wbx86ZEg7unaAFdE0WY2ZR3UCr1jm6AqszFvY62Gy9SBm8kVM0mUkdtF0aj8ePHMI9u/fivdfcFEsdLzgr6FHvdmTBZNbMEogrUQ2qebPF5xB4sMXFekEykUZ1viKgInUtjOlhy7FaGUHA0dPFyJNHKEDNrIPD2liPvji/jvsfPC3Xcc/uUWSyySuKlpDpRP2tNXTPv8W5RZw/dYRGVkcXfRl3/Xmrer2ROFwTosjyFoE010GReiY9ImLdulzfHl3fpjj7OjKuluhlFmKOnlmRo/I4GiqmBKC5/kq13sYFOheulRO21pAIazSkdO/E0CR+RYagOdohKTjC8ieXekhQf4dKOSJHHB9dT7zQOb/W7Q0F0ARC3i/+4kdu6EntBpMzZiUKuhHMkt1Y14SE3PFrnU4L2WymH8UhHwSB3iiuvn47MbEiAdOiZAoxOEccrsaATgBTyOcQ1BsCxOzp58yzbiNAjUCu3VyTUJyR0Swx6RaBZV6klh27ppAiwM49kBazd2292pcvrEYKG785eIZOLLnYB5tQrpuQIjUcvH/1gW24et8UhomxZLO+AKLv9U1xy/EsS08nmNUOY2qKGXMeh568iO8/cVr26JubWxVA4+vFDo4smZjX33gbLpw+hvVV3pkqjDV1lelN/Qsos44GIzigfeAJ54tmryF//gA4R5HVEV980lqgZvQrl9O48ZpJHD27gnseOiWx1PVmBxWunEb3uZBLaxEfs0gbhXCAZeoFlsUvUjM4MLuU8I4fh566iJuvm+lLGObKJdha4jFwmbxhpZNIgNxWpONoD9ZQRziFeccI7n0oGVtOEn3SbNqemPPT4vZ2EwLHfHH/3pkvY2wn8GysruPeR/8B123Zji3l0Re9bkFkUslZgqFrkjSORbUm6J7IguPJveHvb1Ro0bu0qjJeLKeZuPbIShsaJeJJ+KZmAbpEVT2O6w5oLnTpfvvURwK2I8fm0aXFdGWpij17xjFJ1g9/10tFT3B/W60eLs5t4NTpOZw5eZSwti4LgTYjAdoSojZaxLD6yPzU0gYm5I7usdMl7hwR6LumwJLrxdeZeo6m55mdegKcnwtMCCRbLl1JhnJ6xJp7NTpWR6wdGjiSZGSzVmFDEfk7fVd8VI0qWd3pNPXdl/Ot1evOhz70ocyXv/zl5gue/GvU3lAA/elPf/pjjzxyyMsRaFY3qvHzrGExy2VA0JjbfkU0Nj9arSZd6FLMohnEmR1Nz45gdvsoLl1aQpXMII8AsDgxhPxQmQArT+CbwUghg2TPJUCrSTxxvVbBwvySOCPAOwSTiTh3roJU3sMUoVeukJV4ziEC7dvfsltCyg49fgpBsx17reMWYWBy2OeMQ868xg6fBJmnZbIGDuyZwTXE0lgrT5ryjr51uFnJJzbDjXTgKdNjoNxDTJozuJjdfufQCSytVHDh0jrS6aRh9FmMjAxjZttVqFaW6Zoq5IWGRcvvkU1TNvHPpsqZ1gt2xPu9TtdkerIgksYgOHdNCB8z6pdL8hJZhA5QLmZw+/VbcH5+A8+cXBTGxjUXuJ4wL5i6BRIQ15bWEnnxAmXrRyjo0WQMOrSIpCRe9pHDczh3YR27tg3JhPWFsIVSvc6mHQ82NumtRqnXOJLryt/Lu29MjmSRy6VocevIgsDx3o2NVV2UHSOL2Ikt18YzAGoTRYwGHWoxf9ate80eVucu4evP3IsP3PAejORe2HKWkp10LdI+J7doQotGyejuJIHZVIAliHwuiXNPn0dro2GsNDt2bBSTOlX52nLhJNcUBxL27HTp1bpezsine0qWJY33tUoTR09yEbEqnj2ygF1SinQYW7YMIZu7nFFHJqKKC/o/9Mg5fOVrT+Ds6TN03LaaUHG8kwXkPkD3Xw3VjyGyBzF7n47K/ePyr0zeWPPoOSY5y1fHNpxYmmM/ioRndlpiLUq+A4E6MTAaIy0BeIRtiQ7hsEdl7Oaum911+NbZcaq7uqtMxnjE5SV++Zd/+Qn6wA81JvoNBdCNRu3f8Iq4vlYxpqG5caIfhlKfIENMmdMvJVyJbt7wyBhWV+YFuBMWoMXRBVx7wyzOn51HrdrE6NQYZnbvIlN1O6ZKk8gn86InyU0xadlhrynhbM3GChYJwE5duogL5y+gtbqBVjXAyfoiZraOIJ/PIEPsbmi0iLfduR/Lq1UcPzkvZlRod26OY62t591EGERSb60foUKDKZVIYff2cdx49RRGRzJSz8IzkQdXYkry0wkD5smpPIq5HeKI+4t/eBJzi2sSibJ3tyOAwU6mXVddi5NHHhYd24KGLfTDB5PYcdfU8rAF3f2MmNEMoA89eYkWkrHLCukwqHUDPWEvcvDCMQiXNwa/ZNLFVbSw/PSdV+HUxTU0mnT9ydLpZJKShsuapC5o3YHoGa8fPQOYJMMonug9o5+eX6rhj/7qSdz9a2+RAkjs5LJ6ub0vsY5K/7VNmjofnBe9hJEGbPGqYiaBsaEc1tdryljp0VydF5Yt8o3tn9V4AaNBs6PM7vLRp+xREMr+gvX1Bh478n10CTQ+cN17MVEYuhzwIg0HHc+P0uKSgIUw5vkBAQyH2jEwtTtkBaYcbKwuYeHoOfmMaOO2ZKfcFU8chI4pKiXRIo6VpmV5ksO7rOmjRZalj46UJSUgq0cSw36RFtMnnrlI7NIjKy+FLTNlbNs6hBFODafjrK818cyReTxBC+Q6JzIRa017HdF4I2M92PBOZ0CbN3cxVgbFKcns2VNrhEFVuym7FRIbZ0BvGYvAbKIbaAJM5JnUdY4rp0Wbz0vKxfbaorHbbEH+yeRPI3cgW2ZZSqWOaUesFbbeE6m0RFUxoeKKlmuVSu4KhvkP1N4wAP2rv/qrhZWVpb1Wq7U1h7n1EywiYoMp0YMYkKWMpWhonsocuYxccJ5XhWJWQLzZ7mJsehT7r78BB7Zej+FMgYAhLdurX8Z2eVgkQyQJCLLZURRLs5gZ2YILYyfxzKkTeOaJY/TZDJ59dg679kyiLOa+g/JQGm9+8x4sk+m3VqnHbEVYkhPFzKV/222hGiN3gPubkNoAzH5lkYmg+SGvyGOu72eg5sSVg1eNY6OxD//ja08hoEu5vFIjMEzL94+M0URPFzjg3kSfALFsYlBQ65FwZlxHWGc8iekN33zgFH7+vQeQLqZi20B0WZahXmCvuBftL0OGgDQ74nKyn92RM8ui7XJqdbunSSq6A5aN1Y36/bRT2XHNQ8+BMZZlMp54jx9fxF9+8zg+fNcBBcgBa2bw+jL77Im84QjJSxrmHBrTV3T8BIfuZXGC/mLpa25lHb1GBUnXaOuyyalmw2lhrVATQxjAfSPvmMw0sVCI5gccaVEPsTZXx7PpZ6Rq3V0H34NdozNxbDJ3M+UPTlXVzjlJpWcAqdntavLQ4lmce+hB6n9CpA4FYqh+D8+Edtodw58TdyxF8m1lKmadxDZ5HAQ59Nw0Q6HcF8dcL+7Y2kZTdN37Hzmj1z6CZMHKTuwcdx/U6FvJGnY66uBjfHZcw2j7mba+KQUehQNj3xAUthJ1nGrGIV9nh6UOU5ZBZJDQYoUBcw55ZDlC6rp0RMeG+T2SFHeYPjDYcwiOKXIFmOgvvY9cSZITVnzONvRUCmJix0XYNtbXS1c20l99e8MA9Pj46GfOnz/rWFYjOz3D1KsYCFVjDYidhY6thRyEUnu4QyubbmqpZgmz3I1qDdOz49ixdy/2bTlA5uMoXew0nAHwj2IZwlT64nAyN0sTIkfAkSMgKxNwjktY31ME0ulcXkD66mtnkdcyZsQehrFt2zCqzzTV6RiYdHBzbn1AcUSGUW3TE2B2XdXxwm5La+8OaM5X0p5X8xYcguiiVEji5oPTmFuq42v3Pomgm6JFpy6LWYYWqEQqEzuuuG8SPWFMTEv9VeMM1CQkUzIwE4pD4x55Zh7vvG3bZX1hcNZaxi/f98FwQzbLywT2O2eHRY92zPOc6cWFcuR2BZrwYct4WtjURIt+ySrHRCB0I91MtdXs4K+/fQL7yRy/+ZrJF1z0uC9SIzocMG8HrB8pjmV2dak3NCuvnE/jiaee1NTxiCHDF5B2jFbvuqpSKwkPJcBELCJjdcg14vMg1ttt0mJU4T0GA7FqKs0qrttyHX5s+w2YKA6/YFwHF8nizU2ZPbfI6pvfqOLpxx/B3MP3S8lRz9XwSNeWEpUV1sTdw9bB0HmmKen9aA5I1Alf54aCF8snARMSAiYTDRKYov8SRhmZKCa7p6TUDVf+BQAAIABJREFUquH6JDxuqnSMpgFXBX+bSi33Xy+aEgDur6/3kx3nNvIlFMbrGoKgqfMuevo9BtVjKVEL4EBK9UaabOVINqrKHLI3LuvWXODKfM6W79WKhHbTC8UX9lWxRp9OJuXcmD1b7Ol0OrnPf/7zB+6+++7DLzvgX2V7wwB0p9P9iLAVR5NNZLLFtX/7mXy8BRCHvrEnVmq30n+ZTJ5Y9SoNbjLGcimJx01mfMxMT5E5vxfbJq7GUG6EJktabpidfHEGov6FmD7yv25KTPt0PoepZAZvzZWxe+t+PPToITS6PZw+s4od28rymVyugGuv24Zjx+dkstkECls1zmrTfUeSxnqq+auM5sJFLnhTRS47/IpSa58LOMowIvFg89b0d966jcD0ItY3aqg323StukgFSaRSaTNpTEIPT9bQmpxq+mpGuKnT3OMNCpISg8os6r/82WO46cCEhDFZ5s6hay/Xd7tpge23BPWZQlgsyzBLZWDl5xbXKlIbQQrks87OVktgWI5hV8qXItEIeRHhMDH+2Q0S8l7ODF0k6+H3/vQxfHH0rdgyme/LGubmMDhb/ZnBgzX0hKcTVYFbwX6t0pZz53jex54+jqC+irTP+5JoAXwGGM8JlbmKDh0JKDmeBZcoNq3l0grVZxbNAE1/E+D2mqtorrQwf+4CvvvEN7F1agsOzFyDa2YOYKwwrEVn6Vw7tHBtNBt46tIZ/M099+D4ocPorjfJesr0C3kZvHQGthhTqc0mxjhxvwZdJRI5wZZT1P+8E9bkWqmK5cqCLgDnJuMsWCdoIBIpyjhzIyJNDgEhxxhLXLhJ4mKAdUzZXyMp8VzhxcyJZbMIcVCL7F4DAUpJwebxCgVdJ7I+ENfIlR0Z1xIRI8lN9lzlRRj9RhcmT+eoY8ZTZLzlNoNYKu1Rv1nP5uCAjfUKRsrTUtOlTtbnoUOH8P73v/8/06d+aFthvSEA+uMf//hMs9WYkT/iCnCALVlpayawDs3xBBrzHEniCjdmNDyRePeJrJOmG+nTBU1g67atGB+aRTlbAm8H6Dh6uoOY9kIab/8nT6wUMfYySmVfvue2W3w02zQhjpyl73CxdZZDm9ooc6ozsdZ6q6OmnhUzEcWFhwT0TNlIe3zJ4KIBs7SwgsW5BUxNjPzA1zPOnKMBWM6ncP01s7j3u0ewsdHBUCmQiRVGYczee6F1ukZxrLGmBfeBBabP4ggksFpareLbj1zAT925S/Vy5zkX9gUaT2p2srBe65n3Sl3pIJIylBzOlk0nJdqGa2KcPXdR9MY48UUmnmPqYxviZSQtifmxwrej4WcdDs3k76MF9cJCBf/Xf38M//aD12HHTDFmkNzEgeiaMEDJNuzXXjGyukT5NNpdcWCu15tYXjiHHDsc+TORSieS6ITA1FsOhB26QgntFl1hvFuOE9lEGVdAOmwRk3a6Knu0IrRXCQT8GlZOreCZ5JP4qzRZPvkCXZesLAZrZMWsLFVQW6ohoPvqUP+SEmKnViYvKLoZa2gIjzNATExopcsRLZ4pNeuYipCReV1LgLpSQEkLV1lHp7JM3XWcMzuiKCHnEURa05vZs7BgJzLF9wMDtqFEcIi0G5poF8dUnPT74KzRHDZ1XmVMYzYp8EYmXllun62UrtdY9GVzfZV5KwHS+ucmZM/GpUdW1jC+h8gSw8FoMLU+2PLl/UG5ZgxfT34nV9ZcWVm53Ix8jdsbAqCDIPji2bNnDYG9PFtJUqKt9WLCZXTXA5UJbGooT45OiyNeinH9jdHhCYyVttIEzuPF3FZXVJ6QWIKfKCKfB8bInLx63x6sLVawsFBHqZiVcL8cmbwTE0OYX6zF4BzFERFQc9yYhZHR1FVH1wnEXuFnnjyC/ft3Scz1lbaXKqnI2XulfBIHd43iwcfSaJC53+tqFAzXFDCEwXpEYCNjbEF+kZdcZddSVEfnpwC6R8f50689QwtgBrdeN62e7pfpJ3+OQVpqLxi0CM1zsimnCXXMEEivbdTRrK0po+X7Cy3mJFfT8+LPm3AJdfhy/zze66RH//nCdlu2rGW7h0eOzuG3/rCFD77jKty8f1xS1G08tOf2jxlFZt/CsJ8d2iJgPn2xgtPnF7F06QJKSbJSnF68s7czoD/DhI6JHONEsHU/QrOLued6Ru4A4rhGhhhHtfOwHWmpS1446Fq1zPWLwiqsUzfg/Qk76mh0zGYB6rrRuha+p6ncWgckioGVX5Nw0hBGNtDCSTbOPgw1DV7nFe9HyJ/r6vc7TrwoslbtJRwDoB1ZtNmJzGUHHFdlEbYgGMQdT+eua525aqqYedIvQOV7dvs3m9eq79f9NfUYnmOBPzRRG+rIlqp8YX93dQZjkTYCE9QcRbFeHf8dBWZTDgV8mY8cihcGIiHpPA1k13feDKTd5r1F68hz+Ke5D40G74H2w2uvO0DfcsstiXe+8x0fkWI+VseKdWHETMd1XPOamqWcRcg1KhxPi8FwPQ6pbwutisXH8xlYueiPHOjV9a8PgJzymUExP4ZdM9tweusF1I6ewzqZlcPDecnkKhBIR7B7q9ldlY1OOnBOlmHLQDCOng7199jR07hw5gJ27dv9cmQ0bi+mqeprOvjHRrIYHylibmFZrhVvYMsDDbDXFgJ+zE5kByLHVRboOEbmUPbnyO4emtzj0+PSchV/8Y2jGCGQ3mtC2V664+pEtPHHgUgLOtB5e6RqvSOgyOByYW5OJBNOx0g4oZmyMIxG9V0bdichVp5NVQ8lzTkhu277wtg5ZdllCYO3YDq/ij/6m8N47OgigfQErtk9glHqv2tS0uVMxVlowJkTLFYauPehM/jr7xzH8vIqioke0nx/Q2X0rtmbUAE6tstjUFSNM9LEGMeW/ByUFUyQGG9NxcoCL4quMu3As/fSMZKFI85PGVRhFFvtNvZafhr5R+tqaDyxhb3AlD2ViBbHFnJyY7mDwdS1+15KnoapccNjSrYcU6Lje4YdxzpIaHxGZo565v0mncPuJWnnosznIDKWnC4irtUZIkPGjJ6v22DpBgNi4Blpo1+z3YNN/oFJGQ9NHgXPL5tiz3jBYMvPtdst83tH6jx3ZfelroTkBWZzZx1eykpU6vCxtrqIbHZWF1LdeWXxymbqq2uvO0DfeeedP3vx4kUv9qPFlM40q4vxBOqaTUldqRdNJnvVsFKYDCq9KQw0rD2uLs9jy8RB2IgQC7ZxpMjLoPZz2anrppBIl1EemcXe3TuwML+CWq1BN5cmbCqSPriGwTjWCWS1ZxvHG/W/Nx44DNA0IBZXKnjy8Wex66pdLysXvFSLI0mUOAngjY8ViN2vyuJ18dwpqbENY3245trEW91Her3DGG9NreOAmZIyU54sbPY/fXIZf/6PR/Hh912NHdMvnf3Kuq4FAmGBJkWeQ/e4WFKl2hYQWlhdxdrysiSUMOD4jimGZMxvW9nbgosELjoKEqFjiirx9lhOgkvj695yoQErulcX2PpZr+GBp+ewe6aEvVuHsHWyIJEkBYnpBWqNLpbWGjh+ZgWPHlmQzMRGq4WS30OSmZyUN3Vl9xCprcwm/8C4UnDXCAQZOzwOPEs4YHTXIGaw8pyshpbFR4al6YIuklDkxIu/Lq7Kxs0J96UpKSvq6ec8Fl20LoykU5vSrWo5KI3X3dNdsRpEeje6rdbeUKehyBkyrnr6M+iZCBUz5qDadbwlm0nbt/daKtUZCcEILurUd/xY8zXLrgKy2bLNMQtaZPbftExaiI0UEVPfAf/kjGIGWQFefi3k93QkE5jLJ3BJVX2tIwDLMdBap0XviS/bofnwkq7gi2yP5ifEia2bGei14iJtrEEnksmo2Wz+9queqFfQXneAbjTq71hcXIgHpPXG6sqIOMTKmhTGGhRZIcIGYhbo6g7TDHZyQ2lyHDv8BK6/+p2wgHi5xmz50ou357NTV7L+0qkcpkcnMVYu4sR6VYq550ItosOlLkNH2UKI/iS73B/pxNqWtkgWlAYNsGePnMbt5y9ifOvMC7Lj57aXyuSyDjQGstGRvOwZyOnZ508djtlQOGC2BmbzVgW8PgsT09ua6xFixy1Pika7IzUQeCurn33XPkyP5TTi7TmLn40Ltk3Cscwx2h1OhGih1uxgbX0DS4uLBKu06JmwLJm0htEBVnu0520LgKip6ri8Ea8mMgTsoBLd0RW2K0lOfD7dnjgFmbWvbjRw6Nk5JDnyJ5OQXb0FoLkv1abEZTPgsXsq73J98q6AnCz5XLxKEiq0fmes1wMG8FTqsHonZ94NAjPTif62TWpxhabqnQ3DtIt9ZMBX2LLnxzdYqsCZ92jUg0YBCd4bhuma+WFBRrP3lLR4nnEgGvALDYjqe/WYIgGEfUYrf/N1FinEi63GWI5wNdJC/44GSu+GZm7auRwZK8/u8C5dMdJfT0CW8xLEwmp1Yzms1W4Q0LaJ+baF6YolxmWCuy0C8nZcWlhS1z3XVOlzhSBkslxnO2d8P+qs9+KsUifGGAM/sAuhTefnzyRpHvV6KZSKpf/7t37rt+5/2Un6A7TXHaC73fZ1XN+ZM/eimD3bbaxM4XuDIHafwDiJxZgtfIFZ6uDX2XQJo6KwvGeOH8Xq2lkCp6te5NsHUfNKmggo9H1pFEsj2Lp1CpcWV4iNEgPOdcn8rcaHi9BfbHQnE/PxOMRJawP3vdaOnMv8UgVf/9v78YGfexfyw+WX79GL6OeRMQG5Kh1/NWc85gsZXDh9Aktz55TZOK4q8wwWgaYLW5d2XNfCyAi+mN1qLjuRSjQMco7JLPzG989I+cb3vGUXbjmoRXVebHkJrWMSyu75OGfmNnDfo6ewNL+ErMPmJLNUzSZzjEms40OLD6mjKTTxrJDInUD8FaaEJfU1YMcWWkZrTHHBZ9GBRWd1NcSqa1CBdd4NBoGVOmBja+nfBP2eZEU7asKNGnTuTepbMMBofWF3rp8QsA6NrinSuOfHFfMiq33CLG6hOgx5pWKT3PdVCwiNnKfaqIl4MYzSs+VpjZUGc9wemeXMUFmH5+cSXkL6wZYJDwTPVGWLIgzMMesTC022oU2q0WxRtgYjUztdvyuCZtP1CY5ozkavlmw9I0SFEk0zUMXR1ed7bMl0A5EihdXyDiv0s0vjni26RrOBZqspcgPvxB4EbcQLHvsIuB6HhCzqQucbyzmV5LroxHT9rDj02cfhe55xgodmoQs1c9akzFs/kDzf5bGiY0x2svF8E+7q99PQYYI5jb5fLBROfv3rX//Yy07QH7C97gC9vLQ8wSFfNSk6ZGIzQ4kxlAvLhUoEM4xEwKurmma8DU0OXFiJG9du5VvJN7fT7koFu7WVJh586Ku46yf3wIbs2VWS24sR1Oe/bwAEoZEdXL5zbGQEpYLu6NJs9LCwUInPwTUJAjIHzXZSPGHlCJ4X33CeID0pvNNFq9NCnQbosQvz+PY3DuHtd70FqVzmiq7j5eCsoGz11/VqW+J3mZE++cT3wKFf4hiSNyOWX4TBQesz2GL9ksknMgOksAy736KQBi7roAzask2Tg0q9g0eOzGN+uYanj03jthtmsH22KCnSz+1bYGRKlkgWVhqS7fcP3z2KZr2JPN23BLNNYZpqciN2IJloEQsw1gQ3Ij/fc762kUkPDtldyKzZQby/Ygg7cSOLl/2NAPhP0V0C1ZYl/blH7LpL59ukiR9ocZ1QHUkib4iNEsTsWSJCpDylK7H5yih1sfQMYMj19KzuqszMNVIDPycJWA6M9ARx7Np4dQbToGeda56Y9AxSsgHsgDWkYWsmrpe1Z1sjd0Dis1mOfC7931VLZvYqy6Hrye92X0S776dEsUmSjGq/fA35fFn7ZVbbFUmB98xs0Rwl4CXi1OJSnZ2m2RQ4NKCuiVoigYRtub+cwelnmNny3oopwQCtSqkhfSxD2MWF+xBKYlNPGD3/Ldt7GctBJSS1HFhD5o0Q5Dq7/evbB2E7jy4fr3Z+8eLBWb9dovWjo2NvvaKJ+QO21x2gG81WwW74qqu8ygJ8g7mxOSGDwwwoNnmkaBIzBbpxvPIKA/BU4ugSyHXIdPXpNQbNRx49jAP7v4NdO388/s6Xkw6eG253+fNq/qX8jIQ88eDJEIZeulghM0zs0IFNimA2EIiPoIBtHB4229AVkO4JmHD505VqFY8dOY3IT+LtP3mrRHU8nyG/+CIikzrQ1GtmiwurDankd/jBv0GnVRWZY2CrRGiEiQVoBreEgDbv4G3lGE1h7xiphp1TWWK4vgT9u4HwI9To/E/OrePC0ga+/tApkQxGhnKYGjOlH8sZ+a7VjRYOn1rGsTPLWKD3hrSgciXBgpRzDsW/5AmQpiSBR7PfIqmHbbPJbHKC+KM81U8hk1eZn4YMcuGfntwT0dMJUXk3EtdJmm20Eprqy6FXpnCPMOGgxQq2FOYRZhsRk3Pa8neCo0R44wdfLT3PVdOfdeGk5xnNFgPWnWsKFsHUH3e0joa98k5ftlP/iqNhcsJCdbzwMVxDSoS1G8mCWaglLjx/fN83DFjnjmtSvBWsPbP9mxPrurYErsZ59+K/ReKWBabPbnmR4PTmNhEnqctOoMskisFYwvg4zK7XEtLBUSLCVOlvtmzS6awsFqUsnXspR4w3IfdJZAaZyyaChodV1JMFyvZJdicyi1YvaMh1FbnGsF17/nxMTjJzBopDObgcYK3Dz0Z5yfIa2nrdqot7ng3v0wQl1zgoOUeB5zpf4/Hx8f/1T/7kT+ZeEkReo/a6AzRdkJSEzTWasROhHwsJ1XCts8DheGeTa891cZNJqQkr0RzikNE4UNmQUrzdESobbXzr23+H2ZkbkUq9dpmZvJhkiUVzNTmObnjkkVMx6Gn8tEoxntdPjOE1Wwriy4JjJoiZeI5jJZsusY4mltbWZJ+0XLmAG2++CoVC9rLvf7FFhFtPmHMooVSVehe1Sh2HH/g7tOorwj6AqM+eoRIGjM4bciSBtQBM1RCNL+UdXXwCl1BYtOvyfaAJIQ4pUywoUJ2x1XOk2NFq1cWZxQ1ER/TLQiP7cwqwaJqckMImdsBxsz2RDlgr5qJA+mbdOFUiCaJQEkj65MbUXjaRC8KS6P6LheJq7RYeI0kB0q5c9wga78zfJVEfUVOjHnxHzHJljLz5AwFL1JXP+bRYhUFbFiDZ2YWOK+VfTagXg4jsd2iYpAUFvv8ZWVi1JIHEO4dhHJEgURS8a0eomY/xvTRjRUArDOP7K30z1841i7u8z2jKNjIkMOaJ7majSRahCSGzu8EzAHdpUWSAZdBtNhscLqbPcaxvpyeMW7IFoeVHQ9GFO7I4JJMpGQ98HTPpFD2ypsJhXgCMpQHPt9vIOcJs+QQ4NZ1rYWuURE+cemHsfNR5r9KEkQD572QixgN3wAruPy6fEzqN7E+Yz8FcwzD2hcRYI9ZNvyJjGFqHkQFnugbsEMxls3I+w8PDXydw/qOXR4jXpr3uAF2tVl0us2mLiqvlwvGwCWGUZmnTgWfAgldV17NODlOtC5ABqSFsAVTTDdFudnHu3AKeeuovccMNP0/vTz2PdT63vaTEYUzsiM04KZzi4ey5ZSwt14zWiMsGURTagaODNWG87uq08TWlVXa9VibXo0nAuzbUiT2vEkg//vQZGiBd3HjTboxNlI3H/8UtAMvGJFW628OxY+fwlf/+R9hYWzS6sFU2ETNQDQ3jPnjyHruztwVV0Rk9DQVj54/vamWxyMT6mrIGsYktTiP5O4AllPJ9ZvsrZUvGGpGkBtZ1I0kr5onvc6hcQt+j+0iayevqItLXJR2N6wakiFBkJpiEehltV7ReT8oK0Xioq97rWCZuHVvs/Evo/Yvqwrz5GAwenBKc0EIbsDu6y+1yXCn72TXJJ1LyU6QrU/zdhIQqSJrkCgErlQUkG49DwMyYt5vG2phsAW5odIM40cT5bZlmZCo3qlOOQZiBlWU+Kyt0if3Wa2Q5sbRApjnLD/xcr9szzLRnZADet9DXELOgKzJCJpun53rSb9Z32YLzTa1p/q5BhyA750JzXVRe6Mr+obrB8uWO+OeSCtHG44xa57LXX+hvbhoOGcVz01qlfV3dPu9a468/MyKLIFH8ORuMoM5x+74onse8uORyWten1WxVTp8+fdeLTr4fQnvdATrSSPc+8BmPtBRA6nYvA0lNKVXTMcFMh00S3mWFVmLXmibEAJuNFjHOEN0EO8c6WK94eOCB7yPlprHvmvfRqpx7XpTBYHs5iQPCriJiiR3MLazhwYeOaTWtSLPktK6BAXjDBqxzxRboFy8zOyFsjYFI46I7AWeFEYtoN1AhBoo5+p56HcsrFUxPDWN6cgjDo0UUyzmaOKl4cOsCRQtSN8SF+VU8e+wMHj70FI4eeZauzwZSabMtmClSY2OWlX1ZRmaP5Rg2Yc9bttSThBGVrJlPcmWxOjgd3oHdbgoKpgamNZsLscNUHmJm9/S4rqZWCxeO1AHk+DwcAlPK1NbE0JoSmiZstUVjpidUhlFTVONz9Zz0PngmLTghVez0/F1HnQLxFJf3tmMywOxas99sUo0ShchET2jf9DzYooCjIXbdngm1c/X6Wr3W9zQ1WnZ8d0wpVzOuXdmgVJm01pZRR5SEH3Y0NIwZZ6fbFpDtdNTB1pG4XQVklsdk70rZO881O8yb7zbAysDPBbn8bFbqjttCTq7di9A4NJ045xkaQWHAV2WNFmzJBeusH5jHsBUbn0tsYrJinDI2QmVwQbc347kyXkyFB58zd8+x0gjUByGlNlz7Hh28miXZP7ZjRHpdUvWeyKJlNu4IpDyAWhd8nGKhgFKpyNcn2r//wLt+//d/v/sisPFDaa87QBM4sHcwG1nqZ5tjpTwdILZUo2OiHaRgEnSvQq7BEZoVW5TSdkdW9i6Z2lzWmcswLi038OhjDyGfG8KWnbeTSZYDXgKkX6wpwNHEIAA9c+4innnmLH2HDk4bMaWAY60Bkxobe7S9GKjtnon2fGGYAXvge+w0bDXkaR4wbZqAC4tLxIiTUuIxX9SSp+xEZDOdzcfaRh2L6xs4deoc5i5dFJ2QWSAzIZtEBXixF1sHqmHw0QAgG8fc4PqkGyZoUlBoitUQR9eNSR0z8UzIFZu4msIdWJtIQtEYcOEREBHo+L5jQInA0wvj+HbXyFka48u7u6gcExrgkx1cTFlZlSSsHMOEXSuPSWysWRgsULI5bsu8aniVOr9gUt5tnQqb2CCA4mjkRChlSFsC2lxrw4nByaQKm4VPQM9Tc3wwFl60zkAjIEJThbEjTLYr39cRXbcTg25gMtkk0oG/m+9/u2XYsq9WowFfdp5lM5z+rck2PC8Sng9bjCg0WzhZIJNzMbWNQ+PYs6xcejpgOQ76PV7Saht4/4u9rnabE7NTBwOz3T5x2ZMD08IZqLRon3fw/7f3JQB2VFXat+rt7/WedCeE7AEhKIrIqgiDBmYUxeUf1/lnlE0RhhCIqBAQHWQNkLCEP0BYAi5/lHFkGMRfR1zQAVmULSGEhJCFJL3vb39V/z3n3HPvrepOAIV0J9TR5qVf16uqd6vqu+d+5zvnCG59xudnJLo15dF7iBWctcuTIL9XVdcCxtzja6gCsbAdaKFzuTo87OTJ+1wnwfnxnQ7CW2RjDtBy+dQub9qJjsMXWV1Q1kryxRe0pAUOFW5mzEDiAIlPXRUgIAFA4MllM2b6QMFx6fyUSp4YGCpjUfhnnv0fXKbvO/1IkUw3v+b5hVPBwXv2pDfzl2f+Iv774UdFd+8QIhqeG1MGVmKM5nn1jRTTPFksRl6fo8CZdac4u3tVBH6QtYF2Anox9seSGOFGOhOWl15NlXf0kBqB7EmQVlWqJMb3PW4uSkV68CFxESox7yCmgNlXwZFajTxWV2XlOZRGiO9BQBb3FVNyI8z0ospuyKuikqGEwcRkLEWt7aFwTk1lZKlrBSAN9IWDvLD8Zn4RPUgsmK7aWeE2aqlJtIZPVYwVt0/aYX4YPV3tLJ5wKNiF94q6BuhcESccU6WUHYfrNJBaAgJ/BA5VTCXGpa08b3xQsai7XKFhESAz4UDmZ0JVJhQ+114RmLRUlN4mUQkSiEvkAZcgeF2mLDUAigqCb0VwBhxQDHDtgd+NqW4pwHWn63MqwEc1jOMopXP1hMIrQRwHj7TJlWoJgRgpB6QuuMsPr0iE9nb52tC/OZ8gSPHpe38n/x7h9ep/GxrJdob09r6vMZfoQMOHBfYL4Oub9+n6kGJD0ys4oRkw1j8w3ur4qIWGILIQWLcE7lvIp4jnEloXzWnvcH2yyDs7oq110rq77777gtHw4a22MQfo5qbm57q7u7CFudEOC+2+ad2z4ohQWqRuxpiSFiWS1BLeVaUP4cYHsBIig0AEir3hvHz43LJ46ZVOUSg/IvbveUXMnnOkaGp5l4AndzTKY0QSiFyG5wfaxcMP3Sd+9stHRd8wrHZiygNVab3qBzf3+GZUYKJvQM3KonyMHki6MeIxV+gabZ7AJS48mNVywTxUwlHlHlWtbPaAHCo+jnwid34mtKLAnEOgjN5wIqZVAuztmwlCLUFjVJOj5lGNZ6JRAEgURYClHCktHDxLABekQ6CtURx6PMqJ1Cmry+lomRaAJdCysEIAvjmhkiHAq4ZO5pTo4uMEg4GiuJKkxVSasxBqVUC0DMQBkV5wuHUT6Vip76SD9TkIRJV+Wk1a1PWbJHIQAEOPGschjsWbQL0ANAYGEFES5uG9VSzkxeDgsMjLv5dKsNIZVl5ZVakL6BwAVLK5LAbSgMttbGzCawhKGuZ7k4mkopWY+yTemj1A7H0IOQISjKAYWM3zrAmBqSNX3//mPXwHQQcleMLQDDohw/Kawx5y2Bumz3ga4PXnHb4jhVFEBCgO9W/r+ebP2sdkaSFTKgy0MK5YpAgVI1XlBVs8tesqSWRMZf7FcewReBMJ4s2xdybJBLGlu7jbAAAgAElEQVSKJFMuQsVVLFoHzgtqy0P1JlRtJJKVSZMmHTsCHHaTjTlAyyXEXUNDg5+HaDJHpulhdjUggdllKnHJC0s1p6Yju3YhdvBOQQ5UqSnPCRSx8uGGzLG+/jxeGGhW2tHdJ2ZOWy0mtx0k6ptnS1CpQ92vWWs5imKRwNzXLp578lfi4d89IrZ1F0Wx6qJ+E7SxKEnzaBHHelJKnSYPGm4anOkFZ5a5OqPKVZOMy90v1HfHXmkA3LA4rxT0uFC2GS3XXK0fpeQAHKcaNVB1FEfE2nE4kaR6UFEDCkv8mpJyxVgj7CFlVCyWUeqFm/rG2/K8mjq3Cn1PePghqIiepSqsj0VzoItyUQJnFQNuAH7suVM1OuJ00ymVcCEq1FNQQP83KtqDWWrYsDOGXTyQc3YSmCUIDyonf6AuHnvQERVEXaKBU6TMOa6NgRMaL4l96AxSEqCKJP62iPwqNB8dHqZkCVAYYL0GXIkAF0vJFwkJtEDvQCEq+O51dY2iLpPFbVIQ7I45qN4AbT9n8rHWGFZ2NQhq1qpaHdAPqx0FREybEIDZSgXzE1OV3iC5i0FYZ/wpmnBEMooYzesVepsRGnoFnp6tIvGN923uRZWSzckggQ0MPcnbeYq7tsGXf/jvJqAuNODiykICbiab05w6fH9IzHFVNUgcCa5A5RslmKscpMB3VHQJN0Swz53q4lSRd4bPzpk959QlS5a0jwpeu8HGHKBXrFjxy3/6py/2yxmykZZpwZmd+GdXs/3kUVFHgwTWg/ZxaQMPFBeKBy0ltDjCEsEgh4KKjlUoAO9jM9iaV5Qel5D/rojOrn7RmN4gGnIp0ZDJiMZci7wZmhCogfcd6NgqNm3ZKtZv7REd/dJrKsv9VHGKQFoFumVXa6SZpOeCeD4EJMVBuuglk8cKDUcTquZxIknAjd/DiQnd4gv+o6URCuwBPrEvY1zd5NSNGEqo+qx2sbxOx2XGVU146SR6n74qwFtDVYCrPGpq1QU99igpQcdwUFvMYKE5V1W8iGqfkAIioZblVUyioKW7B4E/R/WTAw4Yi9rElPdbIcfFcfRDSyBWo16McRo7+Bty34o357RdMMp2o0w5kIbFUCdflh4qPWQwfNAkGDzeopKSAT0GgeNKpYSTGnY3B5kfUidxDKBBoXmIPeYkCGQbs3K/KZSQQUEu8MxiSKcl9ASHacke0RQQ2B4c6Be91W6cMGA8uI9mQEbqmMkcm+/GOTZhJmL2FNk4XmYcPhMwMzSybwGwquXtm2PaZgJqxvtlG83Ttv/Gn2G6gWkGTwXbiMKpme+u7msWADCXDtcwLceVvNwYroa50S3XvmBnQDdO5sC6EHrlqccnxHOrN0flx5k85fIF8APxrMaGevz35H32/fmyZcu+P+KDu9HGHKDBcrncD3t7e75GgYuqvpFcLF+o0vAEB6IoEAKeTlKly8LmUJ0NZllYSkKCU364oMA9iRcN9g2gXCzR8hmWmMPDNdHVnUevLQXck0cVvhB+5c0GNSJKFeltF6HmBNTKcNErp6QslnuRV4hFabCxp5w8XM94/C43syTvOZVOKK86gQAC6gpHUTPINdZUw1ElfeMkB0iRJSKOAJhI5RqmSVO6cU17ieDZ8xjWlNCf5V6csCAUvcHp0jF106PGVtEJFEAkHTdKG13iFJkDproNFbWiqdIkCrGBeArBKR5PIq+rnhBURYC3DdsCtYOeEwblKJOPJzHgems1BTjIq5NSAarwDQ1TggR4u+D5FgvDyAdXqxRgQ5CvqSL/SHXAlyzhdwcPLC3vkfqMI18zIp6sR28ftbtxWl14qk5GtcLqiLL28op9fRh8rtaovCZ7x3ivqlURjw+rjqDnIurFLWw0/+YVYjhAx2BqPF0DruzJetb+wpLQ4La2t4vvhoJ6o9ENGERDeoHGn8GWvV8bwFlJRN5uDL1bmOiQ11U/fG4MvHZAkAHWltvZwUmSloblpWY7s14w8QBHPyPG8x85SalPOnRsWMWDpA5sUltb77333nvyypUrxVjauADo/v6BCxsaGs/s6+tz4GLAQ8CRZY8HHJYrqj4BX2Bc3sIMDNHWujp8uJHPhUQFCPK4dMOg6B8ynTwXPekiBN4gSFRR5SId4oI58k7yMI9AogYBISrcXvUd9JbZq6VlGNykqvqXivhjRpewZmjO2PIpOAFZfVhxjwFV8WeeqnkAnhwlFjjYyw44yHiMKs1RDzqScdVqLCWiSQ28WG47xFwlZqH53O3cUUBpgkJ0Xp76G/HE0IPQxaw7og10oNOn7K4EFKoCrTpoymGqcn0NbKRTL8hzkR57rYDAx98LK4tBdh2UipWfB30uqFUwSUKCwHB+GDXgZchSK+VR2sVVy7i2NjT2ha4ZyDXDchdqUEgQrMul8D4AYIBJGl6Zj+QaCp5aeZBnS1K1QmVYLbdJI+z5vNQWGtxclzW15K2lFNc+GqCwBWkCGj/Oggx7xjYgm4BaMDhtADj89ISW735wA/bIhW/oLqzyVqGgGk1utALwFPDCNgFqRfHYkNUL+QmuAl07qGhL7PgMbIrE/i48UQTkd/b9qFbNvKLgZ03v26I+aacUBuTa3dbI6H3Qx1xrMuLoPH1maGgQvXj4W1NTs9/aOukEz+MiDWNn4wKgV61a1f+Vr5zxTH9//yGUqulZNzjcNHH1tCju1nfQAwUZEjyEwP1JgFeFTggkBwZ7kRKIozfp6kQKCBo5NRalU5KF6xpuFANecep+DctTT9X7pg4VjuJuGRiDN6a+UR3ikdkb4gczrkouppR3kUzyjc4BULWEE77yRoK6UuxGApOAAhGhthOK+8Yb2xOqEI9Qfd1UAkTMgDL8VJTGHI/vCZ1phhIl+C5Ya4OoHFy6olwviRpoSEQAL93HVHBIOfbR+0DQwxq7Plb4o+SIAnphVJ+hSokNAAg+7bNaGUL+FpvHJmBcKICYltegsS4toKEU0B0w2aJW16USnpjkI4hPxPNTpScB0AHoBwYHVMnJmvZ2R+pzhdBlJB3gOXnl4eixZzMYaAGA44iw92l42fCSmpNshGCdvH0uwW1GLsftgKChGBTV5RvlAiWOhKiHAMViaAauUYG0TSyuANcGZjVh22fhsxSUJGm+ekDMSjd49mE1yIgB9bkSn6uBO+hAmO9Mv7qaKmHO3lXSVdqdmQiA7gJdufH+VYMMz1NNaOm8IP7Q2tqKq6uWlhYxZcrUC5YsWfLUKBdht9u4AGgwCbg3yGG9y7WWMiZL0BPcEYXjHzCYEGSBBxBSg0GzqB+8hCMKhQTerFrM7juq4Dkt2as1pcsEYK4Rd8qZT3GfZ3LSBhNNwB6rSTQwNxAvIemCs/aWbhyhPWwK6Am8OYF7wxR11YaLb3yiKOJUU8IjTh5qZ5RV3QWuN42qBpfOAzxTbGYphOae6SGMa07aVam/cL54XEVx2MtVdhiQSIHlfYkCOQC0FMQlqqOEXVlcqvcB0jGvqgrlGL0pJWSAN53HVG3S7EoPLOGLRBqEM0kCfGzsyRXXGDS4LCcBAdAMWBeiQp4vqxwYiCj4xxZcHuMqJMFpx+wJ256ZAWKDlYYmCEvO2AM2FMNIz5m3M+cSznYT1jYj/80KDgYUusYVopqY62WgsWgLm0LA1QOsMFQmou3x2vyu/d3CgURbe2zuT37D/tIjv78Zq5H75pHA/Svwtb3msJlrIAR3VTLa5tDvhoxX56/UJzs5H3g+WiZMQEldOp0REye2/bsE5+tGnMQY2bgB6OXLl9/zkY/8/W3S+0qglK5mLZmxEpi1sS+0XhG8pFjCZNNxsRn8m+fpZQ4WJ+JCOx5dPCwA5LvK2yU5GVMrPi9LhWq9JqidfCzG4n91Qj4nP4CaoYo3HPO87KExMGLfNod4c/T2fQqUAG1BnoiiSlTkulSuqO8a1y2ZdKNX19VJCHiqPn/e1+9VK9RAE5akIAfDicOnSoH8gGOSBAJfDZUv2HqqTPWSwbPA0pA1qsWLFAjWWUhjVbC4WgmkoCBOQpXM9CtKpkap09VKTCsOOIuO6CNP7ZukU8Wq6XxhPD4T0LQnQgqmEu/vunHt9dnAahw0lj8aj8vQDBx4Y/Awld7M54Ten/Xsh5buNrAJYUDbsT5Lk2rNAlZbThZ+jwvWw3Xiei6sfebgGnvA/OrGOGYxEnx5LEb1ZndiFA/wR4LaKPsY7b0wxTECfDmoyeemJgSbBrFXI766aLhSteiJ4N/pzFXxPx0o1FdE0T3wH0+tIOtyOfxbW1vb+mXLlv3j6x6g3WDjBqDlhfC+8IUvLO/r6zvH1EimanAgrYqr7B77IoNHBnIpCPRg8jTytFQTlzODXCxIQ0G7JHY84eaYKtMtRh1+AczhGFiXWs3mmLCheHAwBEWVEQaGD7gqK+r5vvKYuc9bTMnbDI9pls2k58VgFHqEqvi546rvWUNAZekVZAmi7E2di/ZmsBoe6Xi5ZRjVQ6iiLtjDRAmiF0AyxnpSDPrg8p8eCIACGDcHvC6XvHdIwshmElSeUaUCA9AiIKfSlPzh0jlA3V6gqsGT9mrk0VewpZCq++BR4R3O9mSgtAHMcJ4qWIn3QEK9JtV2rgZK5mttKsL2tHjcmRowwKu3HuEZ26+0P7tex2j7NMBtvF5VhQ29X1/RD4Zm4OW1sO4hplm0rCxGml1XdaDhKnV2BbpwIM1w1r6mSezzC9toYLtTOiIwtkHAH22ftnmKAnF8A6YjvHFBwWl8VY6WHUDU9AYdRPDdo1tlOcolUY4Qq0ZwvJUXzQ4CT2RIhchrIkEZv9eECRPLpVL5iFG//BjauAFosIGBgQs8r3oOBfYcDCQBH0zZV5xBRnMuBMxAzYEVsbCZJFVpw797lJcPRWPgHqDSnvSgxOJUS5aap8qHxSrJWDNiIFpmC0obBaPau1WiEEDuFlN0guJcbL0lACG3v+JeZvCAQuAKbpIqqw08X6kdKJhJXnpN60LRq6/xA16gGghCYHANghowOcH3x2I4oGpQ2YOeWikg2MYTOG7D0IAVuN10DmVNmbqkqK9vRKkfybzSuKbwdbNMAlNUMkBwrzwsynnKTMOJw/b0Qg+5rkamZHw88bhqggxzrPywGrrB9rbYCzP0gO2I8eeCgGMDr95SeN7IbW3A5oU3fweW/hGwcpMCSgTCmhhVWnlUVYILH4+TJmwPF/TlcC0gaGr4XjO52P82FJ8pJWomJRNY4+9BcjlH/z0IlIbOcfX96iF9FxxDJ/QaBHYDzkFg5/sYjPv02fcGDwpJE+NaXkfxBEVh+pyQUxYllWTFgWlN1cRoVYyt7RT9heNfMynbfDx+nmCsaczjmtaCHcPzCSVQIbFKYsSOiROb+2bNmnWVtLe0AexfY+MKoB988MHSJz95cm+xWGrGegZVHy9MVXVb4fRu9kRItpZGrxA4WM31qZuftNJJVDnEVEoy3nyCM+ocBfzkIQpBsyx29K3WqKuCvMAU3KJ6uQDEmUxS3YwmKMjBDHspxQ8EfdbBzDNMPFEqFU+VxAQVA3iYCLYFKohTwg4Tw6R0qJrsKZfTfMHbgps2BrVw06KxqQlbWuHyNwneLikNMAOOq6sJoWtkANAC0MDxqAJZyXjz6obH7yGEoo6C3CU9aEb+FPZAwwE0A7hBztgAqalXwsbAzODEY8B8rvEQjTdO7/n6YWTA5v3R9hxj8AzwVrnHXU0Xm+eJ0nzWVE+khImkvBdiKnPRgLF97YXg1YAQRtsshP1dGYTD40Y5Ad6IsbTpH/oethzP1VQAXrtQ9h+9WhJLfV7hSTPId/PYGDqG6ARHGNoF+/fF6d7w1fXClUSVuqhgC6tyWY8PlYil+xgnMfksJ9XEw5/DtHho6lpxdA1oHHtwPOJx7fRguYEap3xTbR6vVi3JK7ghmUzU6urqYrlcrtDQUNcu/729qamlp7m5eXDRokWXe2ER+DiycQXQYNOnz3x23boXj2NAjamu3dVazZoJ6eaFZRPQFrVqTd9syNU5Dj48hQJ0rqZ6wVwOkloJUVDQDXhKHi6FXMUf6+abrpFLKZUacbhY5EFQfV6XayU4CK5CCCVdqiGfi3V3C1TyEcC4hOUfy5hSSly76hcXoxKkyTh0kEij51tfX4fysYaGZoEVL6Q3C54B0Ay+qtOrcqNFDTW7RVEcrolhVZULJidKGqgGltpsNqdLHgrf9JZm1dpWaNkgL/9HFtcZbalsB1V1iMha6hqAGS1IxMfmoKCw9sXnxjUfOOnCUyuUml6VsKbXrFBoewZV3XkDUoVz9OCzx8dFmRjkuTwuJxeFvc1gQMoEFPnrBcF2dPqAvV4wm1Ome92StSm6heWA/L4XvgaK4w1z3fbEZAeN8UeNB9ybSfWK8ReHJJgYJK7x2FZ03WYcUyXPA/karHY18IJ0skKKH7+kdNRYhySpaqqQMstJuXp81YQpH7eqXOTVPD/mVlKJVDGTyebTmfRgNpvraWpq6m5oaOiXr71yldgtV+Q3XnHFFbv0ii+88MJd/XnMbdwBdH19/c8lOB/neeZGB9DAKmDgQStNr3IP8O+pdAqTGADIELSA1pDAne8qoJY2GY/pBgBYxrRM9SEA9GPKo6NlGnjt5O2CNwv3NwTOaqrm7XB+EL2A4eEh5HgxYaJYwoI4VAinhpQAqj0cAx8840OwDUA8Lc+3uRmaBzSixIla+mRUqrdpoil8CphB8ZtSvk8Vv6GW8EzZ+MLwmcyZhjlv8ngT1BLK5Z5+XKSfBtMGCtqX/XDbS1vmipW+Wez8c6ODrWkmGtzGeNhBjzeOkyTRPb5SlZB2l1YBpjBOmNfkpTQtdeO4pIVIva1gYHC2f3jMgquBoIc70tvfeRCNuXUzBv6IcWKv1z72SL7X10BsQNSMKxcQwhhEpaLomKr2evH7xilFGikGxXnHIb0+VsXfCTyrikuvYW/AqltRcYmEDsSz5NRx4RkiqSduX6OmvQDEMN70jLF0me+/uJbV4XVTah0qGwwxJOKVjz/+WPCwHiyVhpesWHH34+PZ032rbNwBtPQwV8pZ8Oq+/j6iM6DVkfSG87UCVeWKhapnyR+44fx0imRnKvoNsz5UFStIMHVzdXgjY9KFoM7fQlEPcGMXSnnpfXL/NLncr5QwFRgogJoKtMG9QRlVno4UY5DRETohArx2SJjJZnL4b/QcoGhQnIq1UKU2ksFhOdQyVd0DLwRuTlN/t2ZULLY3Y3m10L4pkeAgWlCza4rmBANcesxGcLDsrZGU0HjNoQQJtWzmFUV4WT7av/nVcJomeYCW2carYu8WwIXGu2JJ6cw+GWCJzkmKlGOqkLE3RqsjphuMt81drIPBwJGAalMU9qRhTx722BBwOoGxNtduJIWgRlc4mkQSOgAWnCSESiP30Eul+sUV7e0yP03acFLMxJVME1Q2uE9Q5mASTk2XRajV8kKnmUOJUtVGDnoAAj2GAWdFTSDPrgLMRA9Sqjtp+ZN033i+rhPtKYVORVENvBKIKw7adU1MIpujsr/5/DBSExwwBadFesKnXXbZZatgLG677c4R4/d2sHEH0FCYZNGii/J/efrPWX6GMBkFGkZaDxXf2CjbqqmW9aw9FvT0w+/rN6zDzC/uHoxLsTKlGHs+d7+gIJCvepBxMIdek6KuPqs7JtOSzZQndGwVgfIEMGOtSss4LHKua4x4IwDM/kFvDmsUJRSAGWAxIBMMFO08sj5aRN4T4UwzPZ7OaBluhtag70e8Jz90yOP7BqxsL1bzlb6vg0ZBDtMEGAOcpKVmgGAmfGVeMoNx8M2MmxA26Ntj4Fh8s/19wmMWTkoJjqMdmLQzA/VfhalVQvw3c8IjuXkTbBxNWsfqA14Z+hq4rQOqlSN7wEJvrzqNyEtUhvoiapXoWPcBpfDTZMbcLX9XvDb4i2oppw9GqdZujOrFBOlzH2k7nli4CQS8gIOSSluZllawkidNfL7kvvP5gko6i4lsNodjceSRKKj4w4gL8zazcQfQYPIirZOX8xAbhJgXtZd5YPh3Dv45mt3E/wI/3dneofdLla8IeFNyqYsegPQWhPLSuXA7tfVxTB0KlcChpVIqNdj3uNSnKhCvvFEbLHSmWoyqsdlecDiI5qjAluFohdhZMImXvBxB31n03d42HDTT46fPgY4X9CApm5I5bE97SOy9sbzM02oGw5NaHr9jstdYSuY6hvc1427A11YN8GrA1GQw46RGJ+jtB0dA8PLaHsvwv0fzcu2x5WvLx3MstApPTPaEZU9E9raj8fR8PM/irdkR0YFSmCiUuojAka6T8M2k4DDH5ju6HK4BfP0foekrHCI3MHZG+eFgyQCqrWKuibCeR/aewXQ8yFNV7kQwPkFBVnJChoeHBRUMi4tDD31vn/zbd2OxxIZNm7b88pZblpdGvSBvIxuXAC0v8K/lyyEjeEBBYGgvGfUDg0Dtaq8NLnqurh5TwGNIBySV5CymwYebclKWFmmhqXtwdURbn6DHZi218d/xENCGg0GO4Ig322hAyu+F6QCbfzQPVvDzJkgaRicGFvg38c/sGZmgjQFZqlVRs/5Wszw+O6hnvP6YKmOKxeZVzQbqVOLqSc9xWLpoAagaEzNWzL2aczcUDP896Blb1O0oNjIox9xneKUQvp+MksLTExF7v/ZqwJ6UbU8V/2+dnA74hYHZuuisfBBanmaus14xcl0Qda6+o9JJYKLmWt7mS5lbQB0Ku5drDTod1y5qFLeKaXGSExwHKTchdK9Bfn5GX70FaTR7bIgWSaixNXkCdXV1Yv/9D7j1kksuWbqzq/l2tHEJ0MBDy+XtQuDJBN+/IugvCeErD5e8i0mTJ2Pfts2vbNKp2QC89c0t+qEAzrfsGy+QKQfDa9JRsEJenGV3RiJFvwth0wxk9vLaeKJs4SW12S6cesoAaLbhYwWBiverjxDwglkGVdUBIq5ONnJZbS+1fZ+pFBGgEagMZ0rwctcOrhH3G+R6mQMPj42hbIzu2XimwTEb4SFbdIE9LmGgtcfDVo7YEyhzxTzZ7Ip+CXi1oaCoyVTlc/etr2CyG4lrVuoSa59mhNT342uqPGCmOzBohuCrpIiOr47LcCy3dYPxAv29XVeX78RqgbqzjfFs2VFhh8hMSMFUcns8RgPgnYE1nxSpj5JqTlLnCitVeZ4TJ04U69evv2yUi/m2tnEJ0FdeeeVz//t//1OlAAU12KNwjdeHHTkSCdEyoUV0dnSTV+RXRbME45c3vIz8MmZTyW1BYWEqbtHDBLU7bABGsA8UXDHL2WCtBn7wWYlgg+VonC/f1KO7eMHAml2wnIFOWMfnh4AlR6q3nVI0QOAnGDgaGVzkAA17trCqSKddRTe4KsHCVG6zP2uvZpj64PNy1MOuftM0ij2ZGaqCvF97vGye296W5Y48Qds0gaY0rKWIHaSzwYXHxOibTX86DpTFlIQszkXgQdHASoZaNTC2dKyYTq2GwlH2+NRUfANT5lUgms+dA2UmmYJrsfDqjZQXVczK5CAsdXnBJBegGmIJnQjF48eTjK1XD4Oo/W899vCjtrUD0zu/p4PgzK/h98LbQ2YqqJfs64XnLY8JpV8lQOfvuuvu4REffpvbuARoMLkM2iRf9sNf9LpWCC6uAjdoLpsVg+khFL+3b28XGzdsRICABwZuWAgy2Z4g2MgqZWEKhYHY3Pz2DR5W+hjezdaz4l800LNbNZJzdgRRDmYfRipFkfoSNhMta2mgHVRDj1Vl6cF7VPw8JVwAANcE0xgEaCJy9QNPrzH9He2HOvxwBh9wQ8HwD2vEbY+WAdAabRVAcwL7NJNecCLj97HoEyfaeKapg51GDeNjZ2EK5SUy5x1XSQ0ga6TCV1RelEG7Ui2qhgBqZaCUNyhLAxkk6nhVpid/Fq4LfseiYAoHto2r5ItUfZrGgRNhalWd9MHVBB3WDDtCdwvBwl+BMXSQNuJgqeG2mXby9MTL97H2rfX18IXV8m+kOY6eBAXftda9H15N2BSQ/RyEvWjYJptN47NI9UWEvjakCiEFx4wZM5/Z2am9nW3cAnRLy8Tftre378c8GXN6LFODmg/9/f2Cu1lAAX/TRLKmPMQE7otvKO7Wy++BBX4P0A58o9nlHW1ZmeHP+Bmwtcc2hwsaaarGVlYpwtzcsooPve05M/gSsFBlN+Dn2OtlCVmwPKRZuptz4t6IngWmwQeWzIxD2NNiC05SNrVgT0YjvWLzUNuJKELv3544aRxUEoPuQ2cyG3l71vGyB8r7Y4+SimTVdPISf57HHK8PlhJQLbviKnALdJAQOoMStkdgl5+JY+EnmhABgBN+XNQSxNdXVLo33Z9Uea/G109dV1akoIeuPHVucAr3BFfwY6VK2CPFWxO2hTrOVTOGdM85whT+N/cx34+B/VkLjvBECruhVABNmqgemju7piLwefv50OftArecQ6fBU5MRr7U4j0CuksXkyZPhuy8RkY2wcQvQ8ma4Tt5gp1MtZ0/YtwTMulCYB7yKck8fZulxYAP0y3AjwQPBwKUDNNp81fHELAXZg/OtICQDEoNfTLWFJprBx4ezbHm4lKSiavJqUKEz1inAik7AB9aSlDHQm8I5rvZ2bWBjcAwWzdkZ/+dZn7W9VQOy4aBfeMVgXQ99fJMZx6uD0Txfe9VBPC/U9ECPtWK0zlgkSpgSmVx7IQ4NVZNpPEaNU3hVYgpmZhaLuG+Tds4KEWqDBde3ZnHwRAOVBa8iWKmDcrBUCq8HTiUexyhMzzyQkvm+CFwvvk7ZTFa1LBM6AG0rXDjhCrfNZfCzeXQmuIaHaXjK18JQF4YOQlovblaDOt165HNj/dvERHTZXXzfjnP41nbOyCBmwFmx3w5y0mFPGu7zhoYGHBuOb/Bx4AeaVhSwlkxFtLVN9i655JKfjDhIZOMXoBcvXrz24x87aVjev7nRwAKWisV8ES868K9kPj549d6vzLQAACAASURBVI1NolTIq5siSDHQq6EYwHhpyMBCHhw9mFT9jQrj1Cx5Ge/PcLqUIAHHT6fSVgUyqxykDqJxIC3IEdtlM3lyoePY9RTCD2EwsGhPSmz8cBgeeCR9YSao8DJWU4YiyMsbykcDWcUAMCscYLWTUACKlBOsbDLUh66m2nQxkFLVvZI+PoMvdr/GWtIJKpPqe1ZFvhp6YXw9uAxnXIE8gK9QAjNT1J4q/VUqnqaOOJgGci/4bqi9T6VoAlffGydZYZrw0nlyCzC6TtWqydojGsnT1xb2DcAEPzqzT5UO5XvKtCSzU9rNtQleN0uDL3zdBFWfs7qPqObLyECsUbPQMThoyNecFS8cFwh7zvZqE4+jJgygg8Bz5vGymnPhZ2DlC9cMJHYA4s3Nza+KyEa1cQvQYPJC73DzhTlKQo9mL4kHBoZ0lhR5FT56X1BchYC2omZslkgp0PCDkXuby2Szs9WokEtGdRp3VK87VXeXH1zX1Yk07A0HJxb1N5dF+6MFycwr3/jmIbKpBWMYP9WqieA6w4yZ0A8iP4Bmn2Z7I6tT46NKkvo6ocde5tIhbN6SLoygDEpFL5nJgWqYKEZEmFWM0DUjyINWqwbDhWDzXqx/MgoVhFlnNpXFp+H7uJqqqBPlSRj44QTr3C1KCu4bOFZNZYeaCY+vKe/XdKcxoMljSR9i2SGDHG4j3xnoH8R7FYzTrGMKBHdGE7DSiOtv2KuqwDUOr2ICShYXS8PyPtkBYEqFOHvTDdvXMYXRVmVCH9/co75obGzEaw4rG5oUzXjZipGBwX4xNDSEEzFsP2nyJLHPPpOWi8hGtXEN0PUNDX19crZlIGCzQYqE7p7iHj26SQpF0dfXpwE37C3aHi39OxHIUBv5d8N12iA5mmdve+J2gNDe3v6cUVwEb3wbwG1KwvZywUxatxC2WiTsfeu6zLUgN2vAwQC2qRqoju2YVQvX6kYPzRc66GPqPONBsRmCIywZHVNMFpbzJIETm5pItbfoBfwu/V01eOule2gVwrWUrVURm6nvHD4HoY7nB3j8kVSPCaQGaSO+bkF+mI8JhnVaqlwYy6yq7AkgOAEGK9Thd1Xxh8CEaM2z4ftROwDmJEXQARCBa2ZvH+hMEgJne0KC8dp///2rU6bse4Z0iK598cUXJ7Ackc8Js0nl/waHBsWgdKpgsoXvnsvlxMwZM3uuvnrxFSKyUW1cA3Rzc1P/1le3CKcWrCeBoORQ+6V8IW+oCnggXdKnctTe9oQNt8tyMqYVYroKFy/jwcIPOFg4WBZa9Y1CLQQpljDwutqDEuqYQb7Xde1GBUGA55UABxyZ/+YVgc0vs0KF96vPkXW9o14BQwmxd+Up7S9re/3gpmrX/LlgLWfh21I4W/HCJMTodTxYUWFnJNrjZ8bcqEbC15C2CRYssrezx8VXTXSDZTx5G6Px1sCsVzfBZb+e8NRkSF4rJ4aYVme8+gtSV46gxCK6p4W6l/BIlvSSx45XbWZZY9EV9vWxxlhTdcLQFNgiiq+tQ5NjmNrg7wYrpcMPO3x7fX3D0TfddNOmcxfMv56eKYujFhT8BaepjF4zyQWBtpoxY4b0nvc5VUS2UxvXAN1Y3/gqOUyG1rC1n4ViAdUcMdWMlesLpLCzc1J/zpYg2aBrc78miBFWFxgVBB2a6w4wDxtUP7AZYArf3MZb4omD60Xba2umFUy5zJquJ1LFJqyWsiFGEwzUHEEwg8p1SQISeAixOE7FKBl4xaEpHC6pycoPh5IXdPeVmtENg1HGoKt6/ZnGt17NqDCMUqVmjTN3tIiREkN1aHGsCcz28BCI4bPq4oRXIPYrS82C9U6C9004IMbtw+xVEddz8QXTKcGehbQPMxvhNqNOb6T04d6C2kHAju/B4GxQsWHr4F17d+p74B0dmHD1vaqmTsG1QRyhfjd3YXg1yd3YuRkrT9hU12O0uASNg3SexDHHHPuTa6655rO8v2wm69ZU13m+3sz3Q4A0m83oY8N9MXPmzG1Lly69f5TBi0zZuAbo4ULhCnmh/9n2IG2PqJDPC26cilpfx9TNYBttqSuEeRACXpxvUoB9dVP7XtBjRaDQ28YCUiYwPgw/2AFpHrk1yBvbFIMORKpSjwzYsC83ZhIbgD/NZXPymPVaAVFRn4V9Ad3D52Kn7wIoQDH0tDq5GoO9qlBWK1Kw1RGO1uIiX5uAMqiUQUgF1Ks6kaJcpuSY8CTInSzo2KagP5t5P7waoPEMUwd0fUYCOF1D4xX7Af44fC143sPF+04AXliA7RM9MyIwZnu4ei7V39+mJjgYyTpnO7GEpZua4rFWAfYKw9yrprqg9uCtCch+JsxnPb2JxVYEJoTgvo3Xq7+pnsSYZ6eVxezZ+1WPOOLIUy6++OLvW4MDE3eM928HQXnFwzVzwOA+njhx4jdFZLu0cQ3QoOT48IePL8prmhaKe8QbW97QqDetsYxMzf3eSE3xzm5G83AGeTbuFCE0L2yrPZzAtkI/wCYtFwNs8ForWzKtMkrywBvVabXKY42rAvkAhCknLZhGwFrHqCShbicFv4CnpUEwQY1k4aZPq8SGmqW7ZgDm8wpK0eK6MD91PPa18oLPOaxQEerYQDXEU1zQn5f7jgZIVxVeJ0mYPc5G+UH7NteZrpMNFF4AtEyda1tRIMx1980qajSlgQm8WTUoRjU+v5pSYPA9YV9rtiDVAZ9hGoUpJxNkpqQgvH+Rn63p8dCAqmkJIWxwDq/S6NzcQLCVJxd7YqPnwvaWzcqPpX++z6AcHgd6VqTD4NO447H9ZDJTeuc7D3pm2rQZn5XgvCX8qXjctHa2nZqRtF4MOmkPSu/7++F9RBa0cQ3QYPJi9jtOjUSqjlrjyWs/ODCob19aStUsqsL2LAw4MIvADwbrQcMUBQatuC2wUJ40SLtK3DmiFpDe2V4yZp1BZTzwIh1a+kNUGzyoWrKmJXyY5OCRlA8b38ZNxhunEAvg0R0n0G4IkyIE6YixCJTcxrPbLUFd4HSMOs3UTDF7m25IckfomCrj6ZtsNjNuhpKA90k2aLh8O3iomVDtBboWpWCoA54gQ8mc+pj2a/hvdt0UE0AzNhqnHATnUIpz4Hi+vk/oOPxYmCW9qa3NkjKThm2DDzTMtTP74qoHJv49kIVqe7uufbtZx+JrYfh6zbELvpmdwAqBKbuwGkR/RvAxfUWhVavymlYaGhrLEyZMKLe0tJRbW9sK27Zt+/Sdd9753MgrtXNzLA/Ivhd45cn3A0js5DHe0L7frjbuAVrePL2JZHYSLDmH5BI+5lD+PutX4cIT7xVcGtrgzBpllh7ZD7ddwc2u1WDztQxMUIUrnohhwkpWgjA0E/BrVAMai6irRIrh8rDg6nJAUSTiCa3PTSYl6KYc1fSyrBqPVnXyBXuuMcXRJmIJTNhw1fNogoLkpZWxaa4BQvaQeVkNnrJuAgCBKAYERTWwUsX3TTsxm+e3gY3B2p4Eacyxx7LeNrhyEXpfZtxtWsMGSgMgo3nDRpc7EojDZnO8wXMYqWAIentMCYwWGDNjYoMgbGp3LeG6GbziMmActOBY+tb2TuCcbL1ysNyqzVvzhGTTLJjc4kP3nsmTJvtNzc2lurpc18DA0Cp5z/34lltuecoL1y74G4wBOjz24TGHn/r6+rVv1nH3Zhv3AB2PJ3og8g2gMyxnXrjMRUxm4CV4DL1aLqrD4IJA5oPSoxKQldkeJd80zLsi55pMSY/X6Dapq0RVTwqFoiqW41B0nZpX0g8kRnBhHMyUU8cCrrag1CacgYbHUl1X+Onl8+Q6DZWSBG2viBMLPLsx1UQAddlITySEJyeNKmqWiX/loB1wzsxbc6AmFlecOXPpGni5UpsQDLJkI4EA33VsJYZK83aJr2cbAdQOBaC4+zm8rVPvFf/N+7T5UhtgbfqKH/RwUaBd2WiA7/tcYJ8BMZzEY2gAniAdx7HkiiY+oq9t3JRVDeOf/Z147G2azdAT5jxMnIP2obT7UBqvLO/XovR6883NLQMS9PpSqcQLpVLl/w4ODv5x5cqVuyw+dPPNN+9yvN6oSSfAGe07GqP3oHRBMpnc+KYefC+1cQ/Q8kJ25PNDkG2EwJzPF0VeetJMW9Dy38OuDGDkLbuKsjbLKu1hqlRijkX5CpgAPCgLrmKWY3ZQyIVSiTER9ASU96SUFbSho/hrVSEuAdlpanvaQIFCTaUQ+xoENI0jTIsgU+yJS4DaVdOgElhWF4Wic+LmAQoYfKhTEYO+YELoFYQvGDccDopZ3q1Ztmuk1FQGv89AwgfBopEuKV0MKJl9OcIGW/vz9igbTpf/ZvOz4YfepjDCHrg9uYS9aC0B09hhfre9YhtciKvX0QY9OcTjrJnn2ieB22BUL9I+F34FoM5ks6K+DjPrRFb+e+vWrasSieRW6Txsl/vfJF83yfN7+e677+4W49CKxZIGaHBmJk2a5LW1tf1u8+bNxwOtwWMKzol87Rnr890TbNwDtPQIOiqVOC7jqeZFCXv4MehyWqyp2GY9yKzw9DkZwtfeYyg2o5/p0Ze2ttbV4v3sYBMEudgDFEZNYiRVQkujuBYEcNNMhbC2mHliMLuHm53UYHuzJrgZ7NbNqeRU1MkkURiAtQFNhPYbBDjhGw7UbItHtSgRK6HCMR6n7Q2P4CUDo2z97ujUFDr/EDjbAG2Piz0x0LY2TcC8qxmD0WgU37f5XnOtuSwpHxdMqxOc4PthasU+X5hMp0zZF679YKFQ/A/59lPyGm+ErFm5v46BgYG+u+66e8gLy5H2ACsWi5riAEXRnDn7dd5887IPnX/++RseffSPs9lpoEClF5UWfR027gEablzwkKG3HygN2FNmbIGkFK9mVf+CP/ks6Fd4DNvVGAgt84PAYC/sWaXAEwF+ltpL98pzKkrPvbVUKiU85fnanjpw1VRfoSZyuTrVPNMEhTyskAat5dOCFQj4F9+AhvH61QShgWSkGsV49cYjFkpSNvp2hg8Orgg4QMZgHuzAbfZvg5c9onxcR5gAbPB6jsYBMxiaNYaZPGyP1942zNGC2Qk/5pU/Zxo0mO8flFuGgZYnHHslwDy4PcmMxoGD2Q0MZs6cBbzry5lM9pcSiFcsXrz4qVE/JG3VqlU7+9O4tqGhQRpVn2qiTJgwcR38Lielz8rv/iTU4GDjyS2yXdu4B+h0OrsdHojunm70LouqMI6r5Ew+lhodwveY2kClASgcXCq+jmUlFT3ApShJgVHV6eB2lhry0dJznT17tpgze/aPGxobhzOZTMfg4OCKK664Yj1sf+qpX75j7YvrTgUtNja6lA8/8NEgMaOAYxlrDgMIcF0KfliNJ2mAyH7Yg8thAxpBRYKwPmd7twxm3i4AxFdSq6CqAIJbGmQdk1mpt/DNJOM4Nq0QBFB+j8EtSBX4eqyD5VvN97UnKiNfY4/YfHe7MYGeGvCPdqU/855pvWX1swytRMJ/C3v9fP5Mg9mNjMOeM1z36dNnDs6aNeseufq78KqrrhoUe7FBeQXWXUOmYDabfRzel6uFkgRrwQCtxjWxy51FhrYHAHS6K5PNiIHBQVEskcqBO0CUoOC3vNhNzU2KH3UUMBIIF8oV/UBxQJGkadDuPYs3kQ/UgPzsmV/9as/GjRsL9913375QZKe1baI4/kPHV88/7/zPjXZeDQ1Ndxx44AGnbli/XitKqPqd6XNJadr8m/GEDS1h98YLp7MLHYAaTW3AwM3lLQlYbA/SLNVhXMKKAsIhex+e3t6WyJn92d09YoEgK71vCjY5Dlc2CyZP2FREOKpvqqYF+e8A6MEE6sYxXdoEOMNga3vCwWtmxyRG44ONF73z1QcbOAZuyJO3z6mlZcKOQw993xX/9m//dpN4G9hJJ52UqlbLSE7BtYTWVnKV+Qv4W6VS6UY1kTV5S0eobkxPeA+xcQ/QDQ0Nf9pn8j7eQH+/W8gXzLJfAgJ4rl2dHYEkDOyfl6KED5AVQA1gVCkAhw00Ccja4lWRqMaxlVFeesCwzcyZM5pffPHFJEjfIGlELsngUX96Z+e1dOnS//nKV08Hdz7DJSKD3KVNV9Bn7MDUaIVyDBAzqJpKZ7wflg3aNIj5nUDa9uJIGx6kQWzA5351vutqcLGDaIEgpqDj222fglSCTV3QGJjzH73BqD0JOK6aAIT5Plx1zuZ9ScMd0zW3bZrD7NMf8W8ed3vsRnbIMSsDavwwsuUZf87er/zdLxSLr2TS2Z+2tU1e/LOf/ax9Z/fO3mjz5s1bfN99P8Z/w7hls03ikksu+c2iRYuEXHV2fPnLX9LPgdLsTxzD091jbNwD9GWXXbblG1//+sK2tklLIEFkYGBQ9Pb2qoAbXXHwYIFa2H///UuxmFtbs2ZNtojFwKlM5YQJzSifg1TqyftMwZZCQJUUi9DNYZIYlN754muvcYqFYh3sR3rHYt6HTwDwXrSrc5MP6B/kf06wqQfNp/p2oMzRfzMa43BACgKHXFaSA14G9Mzn/AAoYoF54avlvakPYjw7IWzeekQgy6HiUtq70Ty9M+Jz5pxsoLYnmdH1uELvL5h6b3O+9u/2e3q14ftaRYIp1Fb/Pft7hT87klcOy+hGcs882bAyhvXfXDyJ9yvfr2VzdWsmtbV+v1yu3rRq1arCTm+Wvdzy+eGTeVyA4ps4caIOdMLrOef8q7kmpFCaMNbnvCfYuAdosGuuvXbpGWec8ZHZs1Inbn11m+js7NQeK3syJ554ojj66KMfPO200/7XeecteHjb9u3H9/b0iD//+S/ikPceisVdurq6RDqdwfrCXZ0VCdCUljxr9iwxPDQkurt7cV/gPeey2e6FCxf+cpcn5rtXp9LpEyrys0aHzX9kfSuDM4GZrdJggLE5VzCmB4h6AICw6QCh98UA6/i2MiLs8TqKbw7Kynh/xsNVp+qxp24mFtrW0Bg298w8M08mtB14ufB7cFLgY9oAGuakw8E3TeGE9kHjZFYtNPZBTsMeZ/uzgSJEIjhW9DsmL9Xkaqzc3NySr6/PDWUy2Z5EIvm0fO8+OXH/7rU0xm836+npnsb/hmFsbW0NpIK3tDRB65yYklXBNWje7Se5B9oeAdBgd9xxx0dOPf3LHblcegLwWZTybIDpueeeE0cddVQbvJfJpB9vbmo8Xv5I0O0Szz/7rPjgscdIT7pFMEfGHh30MgTeuq+vHz1uaHD5wWM+AFmLy17rnG6//fZff+pTnyzKBzZtv+9r1xl/EwbUTKAqyIUaThmM3w+2ETLbcEqyWY7b3rhrpHuh44ym+LADllyHJES3hozAObxfEwClycAE68x3CKsv7O/KAdqwp8t/0/0ElTHVwQlIYdC19ws/QIPBygmSJFKpTC2ZiJfkZ/rdWGwHaIzlJ16Q2z3j+8Unli1b8fKur3xktl1++eUnbtq0ybVpqClTpjxhbzNp0pSyvBJYNEb102wak5Pdw2yPAWhISZ0/f/51qWTvFfCgAbCywYMIXrV8UCfQttVfpVKpb0LiyXvec4h4+umnQfQvDjjgQARhVxU+gM8NDg5RXYxKFWtT1Nc3iJkzZ1V/9atf/dvrOa9UKvm8vCEPo9RwS3lhebOsirDlY+rMNVCyOSMA0h/xN+Z4Rwd6sz+zlDcBu+D+XE2BhOkIroms+eGQIiPIn9sgzccWgRVEWEkSBmpbLWH/LayuCAcCwTBzUsUNIMmjsaFBDAwOdQ0NDf88nU4PSnDulttIEBZP3HbbbWv2RI3xeLbGxsYLOjo68N+gjMrlskAPft3eRl6vV+XPftaKKaI4XoftMQAN1t7evrSpqfnyxsYGp1Qs47Nva2BLpUIj/Puaa67/7UUXfUt6z93YG+2IIw7HLMFEMqlVFvw5ktoRGEERoYaGehDZP7Rq1arX9RDLyeJ38oY7DP7NAGo8yKCHacCXgJI4TTcA0uQ5jwRdG0iFlRRivGqj0uADjeZBBycIoT3tsAfPFc+MusTsZ7RJRViNCWg7O1i5c3AO88+BwKpjGrHCpAxtlQCAq5Vqsa+/70HXja9OJBJbJAC3J5PJXvmJ/mw2Oyg/XLn99hWj9rlbvjzqrvRm2+Bg/we5RC48Z5MmTa5Jr7rT3qZQKPxePn/7FbFcA3bmaRmr892TbI8CaAjCXHDB11/M5XIHxhN9lPAB1dw02HpNZ555ZkL+Xrn44ouAI8zB+1Ao3HFyWMuYvUMuVE68ag110pBeO3fuXJgI5r/ec0qnsw/Jl4XMlQaBK8i1MldqB//YgjIuW+0RDnbhf0WwMwm9Zx1ZqLI1AcrAyMAcXmaW5fffIUGuA4BN/lTjVBykvlQqtvb19U2SK440F44yk04YoE2FOZ44bE/YtuB50DagmpHr44L0dgvyIR5MJVMD8px6E6lEV8yJb0+lEtL7imGas/x56dbb/s+4THV+O9r111//zy+99FKK7w1YicpJdCi8nfSof5XLZk8FgAYJrLw1G8fgdPc426MAGkwCyF0SSK6mWsZ2IKwGdRGyRx999I/kW/8o390m/74/85PYYcjnimG+BmviMatYn6NeLo333/+Av5xzzjmvvN7zufXWW3978skfFX19A/i77o6iLBwAVO9aQTf7d/w2eiv+PYhzrrA9YuN9GgUJNiSNQYF4vxCPJ/symWxBLjsLLS1Nw/X1Tf3SG90gz/O+73znO79+re937rnnzuvt7bm5vX3HAVBtz+bCwdO3058DNAT+38EmsNVqbTCRSHanUplBeR7lhoaGSlNzc7mxobFHgu+G3t7+5ZwAFNmeZc3NTd9Ztw4TBvGeLJUrANAjJIYSoP8fdPCGVS2op+RzGemgX4ftcQD97LPP3tA6ccJVO3a0OxAohKQF0OMCEHd1dYNEDvvqyJl8tfS29gcADlSvk+ABM7hX4+pvQvUvTIkp++wDS7Fr3sj5AJ/5la+c0d7d3TsprBAIVl+zaQxDLdjaaH7flPUcWd3MUXIvuQoop1LpWqVa9quVSjydzvi5XP3Qu9/97g319fW/GBoaWipBr/dvHe8bbrjhv+XLgRdffPHZ27Zt/Xx3d9ecvr5+8LBjcsXiS0+8IidLyLQcSKdTEvyzffX1Dd1NTU0l+QMZPL9ctGjRT//W84hs/NlFF13U7DjebI69cKOHRCI1otYz3IunnEJaaKBB5D2e+sY3vpG75pprIjXMLmyPA+gHH3ywJL26tXI5PBe4Y/CkpReGNwekkpbLZdSi1mqVP0pQ+6Sdys0Ah7WUIQnBMe14pDcnjjv2uN6vnXXW/32j59TY2PRDuSQ/jwvr216viWyPBGkMHGpP2pSdTMrv09jQ5E+YMNFrbW0tyyV/V74w/NNSqXK/PM7Lixcv3vQ3DOFfZd/73vdA1fKaypbI3j4mPeV//vnP/0uvDgtyhdXU2CiOPfbYTzz55BMl+T76Ial02lm/fsNLdXX1vgRzB9L3d+zYAQ1jPyo/9pOx/Rbj2/Y4gAaTnunKRDJxVSaWUFmEJKOi+hrUtbJa9X4hb5DF4ew48GohYQVwEpbfoPVNJOPioHce5Pf09n7xrzmf66677utf/vKXTl6//qU5puyn7U2bimgkEaTGmszBHnDAAfJckp+S7z+xfPny7W9mEfXIIvtbTa6AJuRyublyZfb+hoaGQ1taWg6Wr9PliilXKBT1ahCLmXl58cB/3R/P5TIq1qMllAeuWbMa9wfbA9UhAXqeiAB6l7ZHArRcIt3jCO8q4D8B7IrFCnYnyedxtYTT+dKlS58//fRTtYZWB9egYFKVAoQJ7ErtiEMPPaw2bdqMU+SS7Rd/zfkoQN3vvPPOXbljx/aPNjU1O9L7deKJeHelXHmyWCytKhQKTw4PD/dlMpl4Pp9vff75555LxGOQky6mTp3+uDz2z2Bft9xyy5s0SpFF9rfZJZdcsu9JJ310w/vff1Rq2/ZXxUD/gNi4sUOsXl0Q23e8Kta/tAGXgp7K6IU8A8j4fPrpZ8TMGTPEPlMm6wbBkPmL8WdBYN7T0wPP8d9HNMeubY8EaPAy58370FBnZ2cdeM3gPeeyWTFr5mz4t47GAXDKm0EL6FFp4VFh/hNOOAEUGB+rVoeev+66ZVvfDG3skiU3fOl1btp/0kknNR188MHvkeebb29vf+lvPXZkkb3ZlkwmP3bvvXenfKFT28HFwcYZr2zcFOjCAz9QA7pUKmIy0OrVqyWYb8RSClOmTBF19XUim8mKXkHZulCBsru7a8Zxxx3Xv2LFih+vX7/+q3t7tb+/xvZIgAabMWP6KbNmzV4ol05bEonkevn6cr5QXLtu3bq/8DbyBqrGYk4yQG9IQAct9NSpU/2FCy94ELZbvHj3FxwDLl2+PL7bDxxZZK/T+vv7f75t2w70iidOnCByuRwCNZRMKBRKJitWkK6HVqRZ0dzcIp+vaWJgoF9s27Ydg/dtk9qURJ/oRnCS1q17Sby67dXYiSfM+8K8eR/+7J133vlT+fyeFgG1sT0WoO+44+775Mt9u9omHo9VPN9Lwr9ZllYsFEVZ3hzpdKa4W040ssj2ULv22mu3LFgw/ztDQ0MXb9++PZ7OZDBXoKsTclCsxCShc1hxNds/MIDB8vqGetHY1Cj6+/rE5k2bsbyvrfgoFAuiWC6Kp595WqxdtzZ24DvmfubEE0/4dATUxvZYgH49lkymqqC5tIvrQG+0BDWJjQA6sshew5YuvfG7hx9++BVHH33kRYODQ1/Z0b5jytDQMAIxc8vYj1K3evOEX6Oqk8P5YZHN5ND7bm6egB51f/8AqqgAqKHML+wDAo1QZuEvT/9ZetUSqA+c+5njjz/u0ytWrPjp+vXr39ZAvVcDtLyJqvbvVKqyInLZHHjXpZ19LrLIIjP2xBNPQGug78LPokWLDpJA+3/WvPDCMUODAy61jTOiI8gkBJBOwLq16kMbLDE4OICAjp2HuEkz0BzQ6EICqSoTrgAAFUtJREFUdGdnl6ivnyGEBGkA9SefelI8/sTjsUmTJn/mmGOO+fTtt9/+k7Vr15563XXXve3Kue7VAE25HaYimlAF5qB7ciyWqL7mDiKLLLKAXX755Wvky3Hnnntua39//50vvPDCR8vlMuSKiWrF0+V0uTAYeMtgANx9/b1C8F9U4hWoYsGrFuo9lKl65JV3dnSIB3/+n7GW5gmfnzdv3meA+oBg4puRgLWn2F4N0DXVcUNn9KkiQ6lUGgIcuyyqGVlkke3cbrjhBiCiPw4aafmc3fmnPz32sY6OThe9Z2yY7Cn6g8sCeIqyVty1g643Sl77evtEIV9GmoMyb+2a4UL09HaJ+//z32OpZOYzs+fM+cd77rnnv1966aXToJnHGA7BbrG9GqDlTeGC9EfOuuLIo46SM3yFatIDYAvHfc0dRBZZZLs06VFD4apPQNp3f3/fnatXrzm5t7fX5Zo0ga433HPSAm74W75YEA//9reiWq7ge5Ad3NjYIA6cuz9K9jjRrFwpiRdeeN7JZrMnzJ37rs0/+MEPHpPP9hmXXnrp82Py5XeD7dUAXa1W4nCjQGGkE+ad2Pvggw80ggsNWk15fyTH+vwii2xvMUU7fOrss89ulmAKHvXJlUrFhXo5wH/Yhb1McNHB9lfgMEFvzKamJlEo5JH28Kxu7nbhR1JiFcSTT/4J+pUedcgh73vuhz/84V82bdq08MILL/zNmHz5t9D2coCuoQY6JWfk9vb2n1Uq1Y+6jjtpuIglD6O275FF9ibbsmXLEKjPPPPMxkQidnt3d++nV69+PkbctBvoSQlONLQyS8QTCMZHHnUEArWuYc5leVVlRATymGluPDQ0JB555Legz37vAQfMffiHP/xBT1dX983Sg/+u9Kr3inIJezVAy+sYp+paCeikstl1nQF5nSeBvMfzvQigI4vsLbLly5f3y5fPnn766fWHH37EHZ2dnZ/e+MrGGMeD7NK0yWRCDKpm0K0TJ6BXzdiMNdSVtx3usE4KEoEZjE899aTIZjIt73zXwd+ePv3dC2+88cbr5s+ff+mYfPk30fZqgI7HYzFV/hAuKJTGLMdj9JU9z9+rv3tkkY0HW7FiBWiYEajr6upulSvZz3Z2dWqgBjBWzSPE1i1bRXNzI1WY9K2a6thClEpB2p3lYRuHFdg+1pwWTzzxOCTT5A5+13u+/ZOf/GTh9u3b92ig3qtBSl5oB2bgVCoJ/07J11oMbwisOBcb6/OLLLK3iymg/uKXvvSlMw444IDb1q1b93kJ1ugTu6qnZEdHJwXytUyPO8uTJw19DyXgopYaeGgA9mxdVrQ0N4sJLU3QzAM/NzQ4JB599H/gY7lp06Z9+0c/+tFCeazFCxYs+O5Yff+/1vZagD7vvPMmQVF+CBLCxZcXPSmn4DLcDEoGFKk4IotsN9vKlSuhct0/nX/++V+X4Hnv+vXrPzQ0NOgkkgmRL+SxqXMylaSWdEg+w2Pqoza6t6dX9Hb3iomtrX2J+kS1WCzmOnZ0ZLZs2iLqJFC/4x0HYEU9CEpy/sPWrVvkz+Zca2vrd+79/j0X9Pb0XSU96u+N9Ti8XttrAVp6ybNAvQFFWcCDdl03GY/HCsBjgYxHQO+oyCKLbEzs+uuv3y5f5l1wwQUzOrs671m79sVjoaVaX9+gaGhspO7w0mv2rP6h++8/W7z//UfK17lPSQ/8C9CY9sILL3xPPj98vfz80S+8sCaTSqbF7DmzRYv0qEk9Qsfr6u6CgGJuwoTWy374w+9/q6enb8kjjzzyndfbHHqsbK8FaGkzuHpdJpMFgK7lcnXdvb19WPAFLjg0mF2+fHllrE80ssjerqa6Ax130UUX7Tc8PPyDhx/+9RFdXZ0IsnU57PkcUH1IMBd9/X0fnjlzTvuKFSt+HY/HT7/hhhs/DNstWrRo/rZt26547LHHclBZr7V1gpg+fbqIJ+OKwnawUcDvfvfbnMSCiz/wgaO/ceONN14jPepLxnIMdmV7LUDXarWpcE3L5TICsgTroXg88YL0rD8JHDQA94wZM46Vm75m49TIIovsrTXVNPhI6VEf1NHRcc8La9e+r6GhXkyZuo/IplO4DQM1ZB+uf2mdk83l5r374He/cu+99z4qgfk70qO+UTpiN3/729++/vnnn//iCy+sbgXnbF+5D0gdZ7keGAQU16x9IdnW1nrxlVde2SM98SVj+PV3anszQM+EiwmcVqNcMkmg7pEg/Yd4PHYh0BxQG2Dfffc9X0QAHVlk48akRw21Pg6TQP2+QqFw944d29+1bes29IYhu9A0T3ZFfnhYPPrYo3KFnD562rRp/2/lyrvE3Svv8qDX6H77zXGmTZ8qgXgISz5UK2WJAVX53Jfx2YdkGGg8AGVQD3nPe8dttby9FqDl7PuJ4fwActAtLS3gQXfJWfqJL33pn6GIfxw864aGhgPG+jwjiyyykSaB+in5cvB55513TGtr24oNG9Yf0NXZIzLZjGiorxeJZBKTXACwhwaHxerVaxB4oXATAnBVgrEE4VKxJN+rIBcNaeMTJ04ULelMra+vb2VTU8uLuVxu3TPPPPPQWH/fndleC9BNzY3Ttm9/FVUcANCDg0Pt8H61Uu2XM/CEglziCOFlxvg0I4sssl3YkiVL/iBfDjzzzDOPLxaLK3q6u2dv2rQFk1agMxIEAkEEAAhcyBfQWwYQbm1rE3L7VxvqxG/S2ez2TCq1JZlMviJ/NqxZs2aD6mg07m2vBOiFCxful8kmRalSQmH7pEmTRHt7B0SNIce/06v5E4D68H0nPdbnGllkkb22LV++HOpszJk/f/7B0z3vk3JlfODQ0FBWOmAZ6XCV4vF4fyaT6UilUi/L1y2JRAKq7a3e04v975UALZc979uyeYvo7RlAic4+++wj/vznv+yAv3me01uuFEWxVIDtIg86ssj2ILvxxhufky/PjfV57C7bKwFazq7vgmaXg4ODIhZPYJWsK6+8svvyyy+HP3cNDAxjm51YzI0q2kUWWWTj1sYlQLvSLr300oNyudxc+F0Cbs+UKVO+9Y537H888E6NjU3ixRfX/W7t2rWnye1eCX++WCz+Q09PL6Z+vvfQQ8Xvf//ITz1K4ofWO11QBWtwEKK7XpTuHVlkkY1bG1OAPvfcc1MtLS1zMpnMnGQyOa2hoeHjB8494MQHH3zA3bZ9G1a36uvrxb5mW7ZuFI8++ohAJaPjiOaWlg8d+8FjN8olz7fmz59/Ne9TYnvslFNOeR+oNEDBsfmVzSJ2XKzMf0+lUv0osSkWBdSF/tznPhcb79lEkUUW2dvTdhtAL1q0qFUC8HvT6fRBU6dO/ar8OXDevA9J4N2CvcfWrdsitm3bjpHZeCIOHbkxGhuPxTDQh03PBAZrUQfZ090tfnb/z8QxH/jgVTfddJN/zjnnXAN/P//88//+sccedZTDLAoSiNva2j6zePHif7/gggvuk8fvxwhwqSTBv0+84x3vmCo327S7xiGyyCKL7PXaWwrQV1999cqmpoZPJxKJ3NRp+zrdXV2io2OHWL36OV2Ue9Mrm8SWLVvEzFmzxPTpM7x8Pt/Z09O7ZXBg6H3rXlzvHHzwu7AEoW6bw33NsPOkLx597I/iwx+ed/X1119fkeC8RH7+K319/boPIQDx7Stui33tzDN/snz58jskQK+FFNKSnAigMlZ9ff27RQTQkUUW2Ti0txSg16x57n2pdLIOf/GpASSnW3LaJlSfOuqooyulcvmLV1111X382dNOO611xoyZi7Zv3zY/kYg7dfV1KEwXdq9X30GVxu9//zvx4Q/Nu/6GG25oq9WqH8c/qXY5oIvcsnmruOeeleJjH/vYae895D0D6196UQwN58WO9g5x+GGHnSw3e+CtHIfIIosssr/G3lKAlt7sZgnQ78RfHNMFgb1hsGYJ0Ie895DEli1bD5O/aoC+4447QMe44KtfPcPr6+s9DxJLIIvI5VqxahdQzBs6pDz88H+LWbPmfKu9fYeQxxS14ZouOQhc9EvrN4iHfvGQmDNnv4ae3j5RrVXF9m3bxN/93d+deuaZZ54VFU2KLLLIxpu9pQCdTufuLJVKH4HynozJJpeeinBXK1XxyB9+L0766Me+uXTp0s0LFiy4xd7Hrbfefv5ZZ53VuG3b1n+JJ+LxVDJFzRaY5VCgD7K5Z555Gms/T2hpke/1iGHpJcOxgO4o5Iti7QvrxPbt7WIA5HduTAwMDMjPFdyZM2eeIHf187dyLCKLLLLI3qi9pQB977333ic94MfyheGjIB3TweLbpkMC0xDDQ8PigQfuF6eccvqyW2+9df+vfe1rC1kWB9bY2Hj+1Kn7nrRp08uTuFCK7kmGv8sfF110BOim5mYRiyXEjh07AICVJ+1Jj76A3jZOEp4vhoaHxWN/elw0NzfPExFARxZZZOPM3nIVx+233/GB00479fl8YWhuLpvTnjMbgzQA6cp77hbHHXvcgv/8z/vPuvPOO9fL9/pc12nbZ8o+s9evf9H1kB7BKt6I89zdlzsugOIjX4G27Z7I1eVEW1uraO/oEKViUb5HXShJEUK1+oH6eP7558UxH3j/4W/1OEQWWWSRvVF7ywEaPGEJiAfPn3/Ohp6erhmZjMmutrlowGkoH/jQQ+jIQobfQWoPKrjoqyCh4jdEsDMwvA0gDDU2enp6RCKRhIp2Ip7YV7RLTxroDgBn9qahoYovf1/9/HPif336U/u91eMQWWSRRfZGbbfooCUw1j73uc/NjcfdV0qlcptqOaWldkZC52h5nAHvmHBc1V/dVR1+6dOCQZq9cPhMPB5HQGepXX19g5g0abLYtu1VUSyWdOAQgB8UIJ2dnRLM4xN3xzhEFllkkb0R222JKqtWrSqcc845B3V3d22UIFoPwBoEYgXYrmqlrsCbWqr7QkcGBf1KFLTyroXZB3RLicdj6CX39vUJT24APc5aW1sRjBmk6bAO6qHXrHkh/tOf/kfummuuGd5d4xFZZJFF9lq2W1O9b7rppu4LLrjg4M7O9hckQGegu7ZtCJwCSQ0dAIQ3wBPulx4xeMXAVQN37MZcEY/FoZuCmDptmkinyCuPqa7d8FqW2/Z092BNaOjGAJx0Z2cXpnkDcAvstFAVjz32qJg9ew7I/H63O8cjssgii2xXtttrcUCTyAULFhzRP9D3ZwmcCaQkLEB2XO4bpmgP+dPX24cdE4aHh7X6gz3wZDIhveM2CdAp9IrBAwcPGvYL21SrNQnufSIm/53LZUVzSzMCfVGCt+fhkcVLL70k5s496D0iAujIIotsHNmYFEtaunTp8//6r//6ocHBgd9KBI65KJsLBg3R1O9ZCazTp09DmRy8Bx17XRc+GMdAILSyAfN9ChYSzRGHcqLofUM2YU9PN3LO9XL7pqZG0Se3LxaKGHiElG+5D5Da3bh7RyKyyCKLbOc2ZtXsbr755j9ccskln9q8efP9EksdAFMw7rqLumYlx8uk02LmzJn0Pie8uEyJGG01KT1cBGjQXZfLScFqapDedXf3Eifd0CDaWieK7p5epDj6+/vF1KlTP/q9733v4IsvvvhtUww8ssgiG982puVGL7vssgfOPvvsU/L5obuBjgCv2ATwFD4rkMZkFAm+QEqQ0s7RrySbc1DhARQI8NNQ/Q7qQScSvvLMq7jv/r4B3GdDY4NobGgUHR3teFw5UcTq6+v/TryNujVEFllk49vGvGD/smXLVp511pkT8/n8tSi/Q6rDxcQTVnGw2gNpEEGJKbwdGG7vk9cNQA9p3LF4TAI1UR3wWXgf269Xq6iJdmNxkc1kxMSJpO6A7ity26geR2SRRTZubMwBGuyWW5Zft3DhwtYdO7Z9k/lk5qM5GQXMt1xqluIRUlOGYAmL9FeR/wCFBwB1Rf4PKA/kpuMOetfVakX09/dh0DElJwWs3zFhwh9POeWU5bv5q0cWWWSR7dTGBUCDXXfddd866+yzJgz0952ey+XwvXASCqZ022ni8n+vvvqq2LJ5s6iUKwjQgNdY3B9ojIYGkcmk0HOGJgDohbsVqnAnty1KMId60f/wD/8AHvR/jMHXjiyyyCLbqY0bgAa7ZdktZ3z961+f2NPT9UnwepHeEHYyi4N8ManyfKQrOtrbocwoNIYtF0vFJ5OJ5KDj+KVq1ZsuveRD+gf6RNyJIw0CgUjYV61Sk361o7nu3/zmN2LhwvMXX3vttVvl8VeN2QBEFllkkVk2rgAaTILkpyRI/r6zq+ODoHHm8qScWQjmqJrQUG/jfYcdBsX6e5944okZV1111aC9rwULFrxraGjwV5u3bJlcheQW4KhRa+1q75zSy2vixz9e5Xz5y6f8SB4/I49/91h898giiywy28YdQINJkDz2q2d+9dliIX9wCjMEDTDbYE0etisSyXhza2vr5+Umt9v7Ab21fNnnX/7lX+7v6uo4GTxup1ajQKLSSAMdAhNBtVaBQk3OJz7xybuuvPLKTRdeeOFvdv83jyyyyCIzNi4BGuz2225/7xlnnLG+UinO5JRw24vmGh2e74mHf/1rceKJf3/r1VdfveWb3/zmL8L7uueeez7x+c9/dsPAwMBsTBNXqg5Sd1BqOAQVi8WC+PlDD4i5Bx58ifxYBNCRRRbZmNq4BWhVAe+ghob6V8plqICXsgKGAsGZRR35fF787P7/cD77mc89JMH4gY0bN86/9NJLX+F9SY/8c8cee1zigf96AAOGxGVTl3CgPUDeF08ksSvL1q1bxKyZ+7Xu9i8cWWSRRRaycQvQYFwBL5/3X5aebwMknlDTWEpYIT+aKA+v5okf/ej74sAD53780EMP+fiyZTdvrlarngT2aTvat8eeffZZATw0ec2mlnQ6kxFuLCG6urpEd3e3mD1rlkil0k+N6RePLLLIIhPjHKDBoALeeeed946enq51lWqlAdK+sT604H6EVHsUQLfm+eLZ554Vjz/xuCiXKtNLpaIoFsuY5s2lScGDZk88nUqL5uYmaHkFxZRKRxx++LqmppYLzz777AfH8jtHFllkkYGNe4AGW7JkSbv0pGdvfXXr6vXrN05qaKgTuVydGBoaxB6DUE/DV0DtSQDmdoZ19XViypR9Rduktmpdru5V6VH/XgL0r5LJ5GA2my1LgB8oFApbLr/88q1AqYzx14wsssgiC9geAdBg4Em7rrvvggULvj8wMPDJbdu3p/PDBcgC9GfPml2eMGHCQC6X2yG3WSPB9s/yI49K8P3z6ynCf9lll+2GbxBZZJFF9sbs/wO4N9U/wnOV7wAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>