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ArtFox KingWash 19QX (ArtFox_KingWash 19QX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="KingWash 19QX" ShortName="KingWs19QX" Company="ArtFox" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>8b332b1e-8150-4e2e-8fae-7f7018c39b01</Thumbnail>
  <History Date="19-05-18" Author="Nic Morris" Comment="Created (poor documentation)" Version="1" />
  <History Date="23-05-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="27-08-21" Author="Nic Morris" Comment="Created from Beyond Lighting BY-M45 (identical)" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="13c3b76d-9490-48b4-8d04-669f4f912d48" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="16~214" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="215~255" />
    </Attribute>
    <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="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Mode 1" Display="'Mode 1'" Dmx="0~0" />
      <Function ID="2" Name="Mode 2" Display="'Mode 2'" Dmx="50~99" />
      <Function ID="3" Name="Mode 3" Display="'Mode 3'" Dmx="100~149" />
      <Function ID="4" Name="Mode 4" Display="'Mode 4'" Dmx="150~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" 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="Static_Col" Name="Static Col" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="16~23" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="24~31" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="32~39" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~47" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="48~55" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="56~63" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="64~71" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="72~79" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="80~87" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="88~95" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="96~103" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="104~111" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="112~119" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="120~127" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="128~135" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="136~143" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="144~151" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="152~159" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="160~167" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="168~175" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="176~183" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="184~191" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="192~199" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="200~207" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="208~215" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="216~223" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="224~231" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="232~239" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="240~247" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="248~255" WheelPosition="30" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dynamic_Col" Name="Dynamic Col" 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="Skip" Display="'Skip %.f%%',0~100" Dmx="50~99" Colour="255,255,255" />
      <Function ID="3" Name="Gradual" Display="'Gradual %.1f%%',0.0~100.0" Dmx="100~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Pattern" Display="'No Pattern'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1'" Dmx="1~19" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2'" Dmx="20~39" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3'" Dmx="40~59" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4'" Dmx="60~79" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5'" Dmx="80~99" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6'" Dmx="100~119" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7'" Dmx="120~139" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8'" Dmx="140~159" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9'" Dmx="160~179" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10'" Dmx="180~199" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11'" Dmx="200~219" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12'" Dmx="220~255" />
    </Attribute>
    <Attribute ID="Pattern_Spd" Name="Pattern 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="Pattern_Fade" Name="Pattern Fade" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="80~99" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 19 DMX" Channels="19">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3217042d-d84c-4cc4-8c0e-67274f9def4a" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="Static_Col" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Dynamic_Col" ChannelOffset="15" Wheel="8" />
      <Attribute ID="Pattern" ChannelOffset="16" Wheel="22" />
      <Attribute ID="Pattern_Spd" ChannelOffset="17" Wheel="23" />
      <Attribute ID="Pattern_Fade" ChannelOffset="18" Wheel="24" />
      <Attribute ID="Control" ChannelOffset="19" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Zone, 27 DMX" Channels="27">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5cbe2cf5-de6e-4b76-9864-5f3ca1cf6815" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" />
        <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" />
        <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
        <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" />
        <Attribute ID="Static_Col" ChannelOffset="22" Wheel="7" />
        <Attribute ID="Dynamic_Col" ChannelOffset="23" Wheel="8" />
        <Attribute ID="Pattern" ChannelOffset="24" Wheel="22" />
        <Attribute ID="Pattern_Spd" ChannelOffset="25" Wheel="23" />
        <Attribute ID="Pattern_Fade" ChannelOffset="26" Wheel="24" />
        <Attribute ID="Control" ChannelOffset="27" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" 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="14" 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="18" 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>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" 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>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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yFROYR6N4Aznvf+bjrB3eiO5qQ1xUdGsKhlhbMmTObFHQ3oum0tmX3nj/Qn+qO48fi4ASHQ9AO/s+4+eab74lF419KpNKIDPSJhY0VKLddCxkLQVtStmCC5o4/UdQW13L59pwEILlITfPfhbBlI1HDksWLETrtNKSSGSH9l158HkUlxUBfHx2f3RQexJPD+NZ/XIK77vkhwr4g/D4fEXVCyJmVOJPrqlWrUDe+DulsBv3d3Xhq206Mqa5BB/3M98vl8njuySdw94wZ+NxHPgSvx4tIZEAWCw8tIuGADyfRMQx6PNfWX9vwOmbMX4L+V1+GwVcCmoHmxmZJxlswfx5eWr+Zfd7jFy1bcdGWjetvP96fkYMTEw5BO/g/4bbbbnuwvbPnUxxmtH3bFnFacEt2UTgkjglJpYPyNbOiNtkLbdlqGbwhqLS1rjORa/KzKlVb6BscBA42c3EaDXXjkcumsPKkkzDQ34sDza0w0ymk6OFu+urt7cEll1wiavfyb16M5198AWMqy+Hx+lEUCsBPSpgjn3nD0hsM4awzVmP3nl3yfNl8lo7hkXP/4V3fx4yGBniIcHfuIhKvqkI4HMbY2rFw8egsIu7y6jE4bfVJ+NnPH4LPG0I8FaO1hBYCGNi1YyeWLVuKcTVl6OgdRFNT0/W6rn/fZAO3Awd/IxyCdvC/xu23335/2+HOT2UScWRCYSHjSCQGr489yxlJpjMLG4AaN1sTR+UNmKSSdc0F3W2Ttb1ZKP/DAlrUtYVnn38O7zr7XWg5tB/hU0/FfFKmGpH1Z7/wL9ixew9e374DZjaPPBOvlkViaEjU8i3fvR3xeFI81bFUFJF4DK9s2oqpDRNRXRpCcTiImqqpuORrX8EP7rkHm+hYeU1lecQiGn7ykx9jKJ6QcwgVlyDHJZCObsnvGF9ThfhwHLrXhw+8//3I/uZR7Ny9F2l6rdxAY2by6O5op9figp9eH11JBCZOm3Et3XDZcf2wHJyQcAjawf8KRM5Xd/b0fb6zswulxUVobmmUdmzuDtRIjfJGHROkxpt5RMZmgYhZLYuCtiRLQ9k7+A+ssnVF5sR0nOU8FBnE088+hYd/+jMifT+GhiLSvp1KZXD++e8nkt6LVI6eJ+dGxshLs0r9+Dq0tDTJAFgJW0onkcuZePQXP8VN11+Pc899N/r6+6SZxRsuwspVJ2HnvgNIk9r3kvoOhYLI0yIyyANok2k6PwPDw2lkzByuv+EG3HTdtVhJCpmVeGdXJ9573vuQTCWxc38jqW4iZV8QLo8PsfgwyktK0U3P1dPV/VU4BO3gfwGHoB38zbjhhhtWJNO5K5sPNSGdSSNicVljAKbM97OkKQXcum2prT7NMu1HuhRhy42QkoaEixKx8Sgq3aXZbg+NSDgp9eutO7bh9rvuxBX/eSlcHEVq5BCPRTC+rgFTpkzELlK/DHZalISL0XjwAHxeN4xcWmrgyUxOnotby++6/wGcdfbZ8pwmhyrR7eMnNKChvh6NLYfhD4Th8/uQSSWkaSWrW4gOJ2VyC29oRvp78Nsn/4Cz3/FdqWOzpS8Y8GHatOnYc7BFat8BrwflZaXIsSPF0hHy+5HKWOHaCRO+2tnWdudx+LgcnMBwCNrB34xAKPz4ps2valkOL8okEY0Oyu2WqcllvoQesSKWkrJuq+QCGUMRMn13uSD2Og4+crk8skHIvzPB8qQUl9tFStzAQw/9Agvmz8eHP3ABisPsqvCgr7cfK5Ytx/6DB6HR78FQGDXV1Zg1bbKE+C9dOBeP//JnePD3zyJLC4Fp6mjZvweXXnklfnj7d2VUlpdImJXu3DlziGz74fN5iGQDmDdvrrhBpk6Zgr6De3Hfo4/JGCzTcOPlZ5/BvQ8uxmcvvABVVVVIJ5OYNmkywkTsXm+AXocPeU7DowVqOBFDGano9MAgKfrhK+hNcAjawd8Eh6Ad/E244447/mPvnn3VmXRKZTdz2zURIDeXqIoF/yelJpuwYhbSLXigoQicp5m4dDfc3JhCJMybh1w7ZjtcTVUFysoq0d3Xi4kNk3Bg3wHEonHejCRCXoopkycT8aUkf2PO7NnwB/10LK9Y6DhfuqFhopzTjv0tWH7eJ7C3cwivrtsAi06LuB7PP/0kfnXaKTjvHWdL40ow4EdlZbk4T9weNylxL1auWIXO9nYkkikUTZ2P97wzid8+/SyduyFXDHffcTuWLFyA6RNq0d3ZSa9DkwAmj91ok2ZXCi1QObqCSNJ7VBwKIpHJVI+bMOGCjra23x7fT9DBiQSHoB38TbB01392EHllsmp2oMpuVt2BvPHHLdyc9MbQNJNuc9s/s5hWljXxPkPZ7VyioBUxT5w4EamMgcNtbcjTMbKiREmRazm0trTh0ssuw70/vBden5dIUUdpaQkdLyBWOq/bi8WLl2LlypWSj8Eblju3bpEyitujI5PPipindQXXXnUNpkycgmI/K2YvhxzJYqHRohEIBjFx8lSUV1RJil5fdxc2prJC5MlUmpQ4D6Lt5whVfPVLX0SIjt3U0gKdnsfjc2HsmGqUFhXJ3qdpaEgk0qii84yzPzsWv41euEPQDv5qOATt4K/GTbfddO7B/c1leZl4klcZzqYx0qqt6dZIxyAsu7Mb7OBQzgxWl9zVx8RsSQOJByXFYdTWjkVRUTEGh+Lo6uqSbkK3x4WammqV2UFEl0wP44UXXsR3br8dn/zYxxFPJPC7R3+N2rJSaeMOFIWkjn24swd+UtM8iWXCxEmYObUZm7duIyUbRYYWE5OUbl8/EezVV+Lf/uXz2L1zBy02OVoc6oXouTxSXV0jXZCxWBTeQAjL5y/Ahg0bkaRFyUMLCp93d2cX/vVf/xWnnnEqBru7MW3qJASIxEtI/adiEdkIlThVWqQy9H4FfR4ifG3ixGnTVjUfOPDacf4oHZwgcAjawV8Nt+69quNwm5QQ8rlCKp2hrHGyAajDbgiUzUCuJ+tSh1YDYFn18nfe7AsEgqiurJAUOvZLtxPhce4Gkz4ras7QKCnxynGk0SXPGdJJrFv3Kpqam6XswW3dlbXjpewwGB3Cpm3b0d3dh6FYDMsWLUBFeTnec957SZG34ok//omeJ41cxg23P43GQ4dw550/oEVhyL4ayBKBZtFE6n3hytUIebnO3Yuerk5R3qevPgl/fPF5RElNe2Cip7MDE8aPx0BPD9L0eC73dPX2IbpzH6ZMnYJKWji6BgfpHD0YTsZRXlSOTCaKSH/kHnpH5h/vz9LBiQGHoB38Vfja177mKy2rWMLhQIbEhnLfheq9kJYTXVnnRhha1+zuQUuRLDdmm+pPAZ4DSKTcTQRYUlqG/mSECD8v5M3q1ONxi6PDT/dze7xEqhk5FnN9KFSEjrZ2IWUeIpszcugfGEKCFPMhItePffBD+MQHLkD95MmkggdwmBaU1aediY1bdqCzu0tKHh63DzVVNTJGi4OcOA7VQ88Tj8cRH47iO7fcgE9/6jNYsXA+SpcvQ3Q4jqamZvQO9uOlV9cjS6/dE3SjsqZKrH88pYXLNjzDMJfNY/fuXZg3cxZ6X98oDpZ83oW8ZUoJyLKMeStWrJi2fv36A8f1A3VwQsAhaAd/FebMmfOdp//4vK6RmuUuwaKiEiKjDEqJYGuqK+HzB5TFLptTJQ9d9Qiyp5hDhYZIHSdTCakN79i1W1LlQlLWiEINkPXTl0+aV7jUwETNtewJdeNwiNSuaHRS1kVE0Pv37kV5aTGp6AFSvwZSyYQQoCev47nn/4gvfflLKJZxWcMIhwOorKrE8mWL8fiTz8BDyjgcLIaX5x3SIlBZVQHNyKKjt5/WFraWeDDQ14ctO3fga1/9VyRIjWfo+ctKizBrxiwZOFsU5GaXInhpEQr5PSgaW4X9h1qkjZyzo/l9aWpvw+wZk7Bj70G4TF0WkKKwD5F4Ei2HO++mF3TWcf5IHZwAcAjawf+IK66++t3F4eIv144Zi6mTp4rbwu9XhMp1Za4BM+GxI0PVml2iFllVeoh82UbHynowEiGFOozp02ehra0V6zesl/pv7ZgxqK6uEpubbjeqsIJmxT1u/Hgi6EZVJiFlXVoaxrvOPgOrli9HfW0VfnjPvfjtC2vgyjO5WogT4V988cV44rHfYjw9lhcIVvgzSdE+96eX4PaFZEGoLC/H4gVzUVVTgxVLF+HXD/4IP3/ieboyyMOk51+/5iXccc99Et5fUVFJC08GY+gcK4pL5DzcdIzZ8+bD4jZxXwCf/dwU3Prtb6M1EpU8a26yKSsvQ21FGXoGY7Kh6gpzxjUPHUifcrw/UwcnBhyCdvD/xdVXX/tf+/bu+3aASIhVcSweFYscK1FmUE1Xm3/sTWbl63YrV4aLSxX0xfVdLl+MGVMjpQvOU+YuQz8p7kkTp2DNutcQG06IzS4Y9NEz+m3rtI7ioiDqiGRl41Gj49NzTqirF3dFPEuEbwTwrRu/h+6vfgkvv7YRJit4Wgj2792DW7/zHVx5+RWk9IvQ3d2F+oYG6fJjKx0vJCVlJVi8eDEtGAns3d+MVed9FHtbu7Bh6y646TWxx/uBu+/CssULMXvyZLSQApYuSS7DuNRrW33SybL5x5uOu/ftw7s/+kk8cN89yNFVAudVtzY2Yu7sORiK70RWhuICXlp4ckTx8xYu+ciOrZt+ebw/XwdvbTgE7eCYuPnmmz/T1Nr0bTObRp5Ik+u0Hg8TMJEyt2rrFnzBgJqyrawa4Lo0E7KRTSGSTKOzu08Ide8+tyTTcdj9cCIp4fpcAqkmhckWuu7uYlRXVSAUCsvmIpdLeGrJ+HHjiMyLkbESqKoox/z5CzBmbC0RaFrq2K+8+CJCRWUI+Dn/Iy2blkm6/b//+0eYTqr55KXLpMOvtaVJTk8WEjp/tuNNnzkbEVL17EjZsWULPMEi2cDkLkCTXhO7OP7zPy/FD+74HrKkgF9cs0ZeK5daQgG/qOgSUuIpIvPFCxfh2WeeQUVlDdo72mXR4lbzvQcPYd7smdi8cy+95jhCwTCGkilOuuP2b4egHfx/4RC0gzfENddco4+rq7s7s3mzeIPFkSFNJ7p8saotKSkjMssrdwapZ75N2rW5XYVu4w1A3lDkMHuuS/Pm2ZgxY5DJpMTnzJf7wUBIiHNwoF/C/SsrK0Y802rqiok5c6dhx+4dKK8oRVdPL/YfaiL1PUkWiXFE4NMmNmD9awGkEhki8iw0K4dIPoNrr78Ot994E9paW7Fl63ZMnjJJVL7P56XjexBLpMQZkqMFaOqMWWim+63fuB7J4RRc9Lp4ATq4by9uuulGuVoIErkuJkXN58d7oR2kzMfX1kpK3qHmVuikzBPJYam5W3qOo0VkxJfu9cPPHmxS4MUcf0q3EeEvPc4fsYMTAA5BO3hDlJaWfrap8VCA0+OsQnyGELNLyhGaqOUCdHFYqDxnl3QOshJ10f0nT56I/QcOIDYcQ29vl7Rj66y8ebMu5Ec4HJSpJ6lUmhRwUjW88HHs8P6iohDqxtdix66d6CFyZjXe3n4YmzdvEhXMk1sWLF6C3z/1LPoH+0lAm9DyLlLAefQcPoyfP/QLtHd2IJXOIE1knEgmZDp41noIH//Ix9Hd0yme5j379yDgcqGBCHfnnv0w2FXi1RAI+5GiKwEOWJLhA8TM8fiwjN060NSC226+FWvXvop9+w+IYq6vG09krONQ62F4/AFS/0FpqMlpBtyW9LYLcVs6PIuXLXvf5o0bHz8en6+DEwMOQTt4QxQVFZ3/+qbNIw0mQpq6SpuTJhS20UksKGT8lHUUYUvmhhCRLpuHXH9ONSfFiVddXSHWNi5RBAJeqUl7fD6khpNSGlFlCG6ZdgtJc2TprJkz8dQzf0Tn4Q786pFHMXXadLS2tSHocWPmjBnQSJmevnoFGlv2C0EXziIUKkY0OoR4LCqlDF5cYvEE0qSYN21Yj7LScoQDfsyaOgkrl3ycFH8pDh08iOuuvwHReJyUdlBq2Llcms4zhlhsWDYIU8mUNOi0tzXj+3ffhaXzF+Kcs8+SAQAc+/zkk39Ac+ejpJeZTCYAACAASURBVLg9tIAEkeHJ33JaunQ5FoeKkE5lMTAQ+Rzd6BC0g2PCIWgHb4hgMDiWidRjq2VV3oDUmVVKnSaBQi6pRLiheNsOdtZV04qlqandvCHI9evi4iJSzSGkmOjpn4+dDS41ScXkQbHWyGAs2WhUi4FF99Ewe+Z0bN6yDRuIWCdNqscvf/6Q3HOAVHMnKeRTiUh/88RjGOgdlMXCF/ChrLIcEfq7z6OhOOglhT1Mi0NSpdkRYa5f+zIe/PkvcNqqlTI5vLe3W77PmDMLO3bsoHMtosf6UFVVjQmk4msqKvDqmpewqzEmG5mWqWPL+nV4/wc/gE9dcL54rvt7e8T1URIO01VCgB7vlvq1xepZy5Ey1+AN+pGmc0hnMicdtw/YwQkBh6AdvCG8Xm9QNZioKSdq9olSyZY9nTs2NIjS8nLYA63A/zkJmds1auFq3nTLqjB8tuZx44pM8y6ob8uyidgU9SmbcFwe4Y5DyeyAfJ80aSK2btkp47GefPJJvOtd5+L8955HxA85D3aNzJk1F68MrJVQ/3AwjKDfi+XLl6GmZixOWrEEh3ZtxTW3fA99sbjkhHCp46r/ugxPkeINEmlyIl55eRmmT5kk1j6xDtLX8qVL0d3Tg1BJGW696z7c/50b8dif1sgVBdfSb77+GiyeOwfl4RASdOwyWoi4pV2nx2p07lXstdZ5UK4uNelCwh8tUuX19fWB1tbW1HH6mB28xeEQtIM3BHFnwKZjm5hV4D63YssmGZMwT+JmSxm3eEtUqFLAKpdfs9PrVNIdl0RCpJ5FfVuqE5FVs53iT7erkH55PhHhupA1b7xZ+TzmzpmLl15+Ff39/dLxd9NN12LJ4oWY2DARFYNDaG/vwPSp07Dx9S3wst2PyLFu3HhMmzZDjn+orRsNC07BN7/pw6X/dSVydK4ueqLGxoO46JuX4Hu3fkfOnDcQQ6GAPJ7dGlxuWbpshZRbOFP69fXrMX7OEgTWbkSKJ5BbGob6I/j6RRfj5z9+QBaq/v4eWYT8Lo+4S3iwLYc5pTKkpF3WyDvKi9jY8eM+TD8++KZ/wA5OCDgE7eAN0d8/4GcCYaIx6RI9lzWFnCVkX1MRorzZlUilJAmOFSMrZCbhMClJD1SEqK67ZbKKqGoJSTKllMG3cb4G7HxoLtKqZDxD1DOH/nvcmor64Ong2aQMY33++Rcly/lAYyMu+dY3ce/dD5DS9YnNb/r0afSzW8op7CKpqKzEqaedicHBAall93e30+OaMXZsDVoOdwA+A+ks8OQTv8WMmbNw/jnvlLyONWtehYeO53FpKCoOY/yEenQcbhH73YyZs/HKmpfl2AeaD9HzBCSGdOeWTbjq2msxtW4sdu3fj9mzZxE5B1FSUiT50NzUk8ympRyUp/cyQL+zQyUajZ0Hh6AdHAMOQTt4Q9Dlu4+VbIodD0QsTLTKaueWjj/Wul63TxQyq8EsqUN2YnAuRVVlOerrJ6hyBZFy3lCqm6EEtCWTsLWCbW+kLTwnxJ0nAuayhmhNXiGIKL1E/rNmzsC6deswPJxCLpnFc398HrfcdjM+/MEPy2bgmldeQmVpMTxEjDwXceqUqdi5a7eUKrikwbXwBfPm4YU/Pc/+N5k8zotIPq3jvnvvQeuBA+LqqKyuwrjxdXJOTPZtHR1EqgYOHjqELVs3iz+ax1xx7HMqFZf2dI/PjYP8eA6TyutiJezu6sXA0ACmkbIvJaKPxuJy9ZDNZyS+NJ/hrsLcvOP3KTt4q8MhaAdviIDf5+FyxPBwgn72y6W+127pjtGlPifFqYEpmmz0ud1BmRvIVjieG1gcDhO5pxVB501VtmDlzBGc9hcrSPYl82QVVtbcmMLKWSaBW5YoVrdLlUR4GSgpLsa8BfPw2qvr5HhpWhB+85tHEBkYlA5Hjy+EhYuXIU/HjgwNobGtDRUV1di4exeKSsJobm5BhBYQzgvh+rqRt7OrNS+RbhxNLc0SM8ppfTzmaojum6PFIn3dtfj0Jz6NpqYDSCYTdE4eTJk4mc4vi8OtHaoeROTvc3vQS4/n2Yy8yRkZHBRr3vad27B4/kK0E9FbYo7mer0mYU9en7f2eH/WDt66cAjawRvC7/d7WEEWhYPSPOKWlDmPqOhcLiNZzVyzVQTrEpJitd3d1YHasdWiEDn5TpUrsir/mdSocmpYaG9uxNqNm7Fs6TJpHefHZ7iUks8LieeJpNkbYkk8qZwPEXQR5s6ei82vbyVyS4NJrmZMLdo7D2OgbxDpXBpGzkR/pJ8Wlrg4PvKZrBD+3n175Hyrq6vxqU98HA888BN6XLu8Vg7aryyvQN9gv23JI4L1uhEjlewh6b9pwzpUV43B7GmTMJaer75hIsrCIfzs4Yfwq47fSbNNyB+S8+a3orzIh+bOLuQyeVH/MDTsbWzE9KlTxDtt2S4WnkRDC1KIriB0k+tHDhz8BRyCdvCGIAXJNQaZcu2REoEutzPJSRMJVAY0bMcGB+xPapiBTZu3CimrsoJq/2ZVzOUKbkhhfnYTyfOg1ZfWbgAzc8GtwSUHLpOwLU1GULEXmo7F3YhSnyY1zRNLFi2cj3XrN0h5IhQMoaWlDR63yglhjzMvFKyOTSuPZ55+CmecfgY+9IEPYubMGbKYZDMpbN++De2PH5bfg8EA6IIBY6sqMaOhARYd45UNGzgaFCZvhJKCf3XNi/jqV76IebPnoIOUcFd7m2xCBsMBBOjKgbM56hrqUVEURChcijFlRfjBPd9HR/+wRK8m4kNIllWgtCiMRDorgU3sL+f38ZxzLqihb13H67N28NaFQ9AO3hBD0bgdWaSoWLOtdQzTdl7w1bpuk7Cmdvvg8mriW2aHh3IqqEwK3u3juX1MyBwmtH//ftTVVsnmIpM5I5NOS2mB69D8FEPRITnGuNpacVRweYHPY/GSRdi2c7s4R6qrqlBVFsKCOfMwobYGTz71BzzxwivqXHUTg/FBUdgXfPACFIXC2LtnD4aGBjCLiPbJZ/4Ij6Ty+UlZj8GiBQslNvWkk1fjPzwmLvzEJ9EdiYvBME3P/c1LLsYjDz8qE8sjkUHU0nn5vT61mJDiXr1qFaZOnCiWvLbOHlx62bW45FuXIJmn107/Drc20iIxF62tzbI5atpDdC13thoOQTt4AzgE7WAUOIejvIo54yhLmE3Slm23k7ZvYKQZhf/PEOeFRxo0pOwBjIzG4ntxaBGzOm8MTp46A3V1EyQJzie3A9l8Vlq5OW/D3duH+ro6VFRX0zFMJFMxqVNztyHf/6SVK7Bpy3ZUlJWhqmoqisqrMHPJarzvo5/BN7/2Zfz4oUfYC8gcjd27duHW79yCKy79L1kkjJxBar8BRUUByeTwEvmHw2Gc/c5zZehAdCiKnnQOX/7qRfj2jddLd2LeyODA3n341hWX48r//A8iZi9279wmr4VfM7tHyqtrMKG+ARoRdnVNLX73u99iyrSpMumF0/+47n2gcR+mTJgksavKWU7/LGs8vfztx+njdvAWhkPQDkYhm81WeDmNjf3Kll5wKiuqlv2to7I4rEKLtyZkzeUQn13K4Loz29vkrxpsD7RNSpJ+p5pR/F6/3CeTzJL67Eb9+HFoaJgkpYXhREL5r3njUMKT1NzDGTNmo6WlHXUT6nHSSaul/svB/WteWYcZ85ah6PdPIhaNycipdCaDH/3oJ5g4cTJOXXUy/H6ftG6rFD4VP7qA1HN1zRh0tLcSmfpQ5vHi1eZWVJaXoq2jG17TTadr4KnHH4Of3pvUcBS7du9CDSn48opyaXAZP46UPj2OuxHXrV9HVwCDyMvVg4l0Kg+3TBan1+NxobSkGP0DA/LG5NJZNms/+eZ+yg5OBDgE7WAUvF5vjdt1JCRJfhAetgpNcBipeNi3M3EafClPj+O6Ney/80ahdAvCttNZhhC5kuEYse0x2DM8Z/ZslFVUSiypIQYOU60Bpl1ekUXDEmV+8smriBTrsI+UbVVNNalYlzw/T0Fhl0l0KCYLBCt4dohcf9218F/9bRw8uBfr1m3ElCnThOy9RKo1VZXo7u4mUh1GW1sL9u3fj4G+Hjo/D0y6MuAmEyb0rDsnMxH5/Msqa+T8OG50/8FDePAXP8dFX/6quDf4xYfCIXGJ8Ptg5DP0eum98ZdJ00pJOAizqaUwZHfim/sJOzhR4BC0g1FgglbqGUK8vGmnEUkxkVlSX9YliF+3VbTO+dAu1WXIk1TYcVFQ2OxtJjqVx4itzVINL1qh4YUe6POrEgeXH4bp0j9GBMvWPhmbZaqKtyXKXbNVvSXHCAUDUNMOs9iw7lWMGTtOHhuxa9ewH2fwlJS8hq7OHjzxhycRGYoiZ0iCKJH4IJFyDHfffx+uvPxq7N2zU2rEvECEi8KwSLn7OWt6OCMH8wdCXHqX6TDRWIRfPR1jSOrqjz78c8ycPgsNdRPoSqALyVRWas701mHHrn3w+r3Sfi5517oq9UgCoMelv9mfsYMTAw5BOxgFj8dT2dXTI5tYrHgHSRFy7rIQtqmhurrGHiUF8fmmNbbjFYuq9vq8YslT7d6WEPCRMogpSlp1JHKbtyZdiGy/YyQTKe6sQ0lxqfzO/mp5lGkI0ZpQfmh+HN/GU0+4VXv69CmoHj8Rm9a/IuFJfJ7VpG4bG1twpJVcndtQNCLTugfpftxgItGhiSQGowO4/4F7cdbpp2ECdw62d6B6zBh88qP1+NFPHiCC7qWFxM8hUqLeXbqFqvIyNDY1IZlJ0uvwIZu1cMd3b8PdP7gHdeMmwKDFavVJq1A7ls6FSN/n9clUmTBdYchoLzsp0Ot1D795n66DEwkOQTsYBbfbXTEUjcuQbqk527VjS75coqp1O7uOlbCUpkkpc4MHk1DQVrZCpJYxkn7HsaKFyFImeGkBJ0XO+RcMtsgNC2EOC3l56f5cVhjZaLTsOrhsUiplzWqXn29Xt4WJEydizJhaVFRUoH78WGzbvl0mtzB4oEBpSSk9hq8EdIypLkdbWzsS8SRMIlveTFy/bo3ke/zbF/8FrW2dCAR4Eksjpr42Db0DERlcwFcRDRMnobQ4hPr6iSjxu3DTLTehezAlqniIFrO777kXP3vwvzE0MIitmzYgGAjIFQEHOrEbRZdpK4ZsHPIiVFZUcvD4fNIO3upwCNrBKJCCruAuN2kq4SAk8+goUHvjkOsDEqqvigyW/Y876NjnzH9mMubjFJwfesFLbSmLGfubecCqx7bZMcFzlyKH6rMK53ZwlwwMMCQDRHzJpr3ZKLBkgsrBgwexZMFifPiCz0gWCFv4eMNw0uSJ2LVrj5RSgiG/5E/PmzUf5eWlWLp0CfR8Cl+/+GIcOtwtdXHuDHzi97/Fv3zhC+KZbmttRHdXF5H+WHpsSAiVh+DyoACfx0X3N1FSNQY/vPfH+OgnP0YLDGl8WjjWrX0Jd9x9Nz70nnPV5mU8Ku8dvxaXpoYa8FBZlX/NnZb5dcfjc3bw1odD0A5Gwev1lim3hVKsMkmkEAsKNYrK9mLYitZUe3im5EgTmQXUgFVNHCGqHqwZ4u4w7YkprkL4vzSweNVmGdvphodJRSfkNtUK7pLnMS2M1J9HvkTeuzAw0IfersMyEJZVLh+Wcy9mzJiB3Xv2SgnF6/eJ42PuPI6+0IRMJ0+dh/vufxDv/+AFiMQS4OWire0w/v2ir+P7371D6tBlpaXiBefNR55mzg0mU6dOR4gUMTtMOIFv3aZNWEgLxMtrX4XHotdoJvGDO2+HV6fzTifwzPMvwE3EzI8tLS0SRd1NC5dG6tkf9FsPP/zwruP0UTt4i8MhaAejQGRU4tF1m4aJJD1+1UloK9eCw07TjsSDWpJzbCFEBOkP+JUdDmo6thzHVFNS2CvNG4lqYkoOpq7C+QuD/rgOzQqaSZ5h2LMOGUzYthiXkgeTIz2DEP6+/Xvx+GOP4YIPfFAyQXiBaKirkzZuvzcAr8sjZL9oyQpEIwOycPR1d6O59TDmzJmDl9eslfbypJHHi88/g5tuvgG1pJy9uoU/rXlRyhLsdeaZinPmzEZvdw/2H9yPLVu2SPxpNm/IQpVMpUklu5BORfDY73+P+TOnY/7CRfR3lQgYj8fQ2HgIsUhMusC9bnf0OHzEDk4QOATtYBRIvZaKT5nLCkSCrKBtGXyUt84O8bfr01CZRkK27OLI5GWLUextPIBv5CFM2+wEyWvCyR6Zsu2Cne8vswPjpExlmCxHfrrNka5E0cwipQ0pj/C5qcdqMnD2Ty+9KGOrZkybTmSsobOTVLUkzemifletXIXI4AD6+nql7t3c1Ir2Dk6f4/PgjBEuoai29MefeEIsenNnz8SCBUuQyebFkcIt7dzF6Cblzn5nPm+203GrOE9YyRPx52lR44kuoUAQO3fvRm9vL+Kk6ON0jtzKXlFTI+ra5fZzbbrlOH3MDk4AOATtYBSIZItUI4my2XG9WXULmoq07RID7EKHqidbkrnBZQxWqumcKnEYR3mo+RG8+WexvYzUqNf0SumC682abYxjS1xiOIlEMCHka3hMe2NR1b9lIotpScnBbXcrZnJZIWtucnn66afQ3tqKxpYmOYf3nPs+UvQBKb9wGzcf59Chg+joaMfQ0JDMcPV5XSplDoY6hzwr3SHMmjFLuhj3HTggU176egckKe+bF1+Mm2/9njhbOIgpkUzipPkL8fIrXErO0muDZIRwS7iRzwop9/b128MOXKiuKKfFoxtlZUGUlpVsefM/YQcnChyCdjAamhbmwaiWKvHaxKKpjToUMp1NO5VNkbUp/ua8ZFOoiNG8vTGoFZxusiFoaioH2qN7hJLZT+3SXUc6E+k5OXMjleSxUT74LDUhHPZ8QkXykFFUElvK6XeWaU8Bd6GpuVEUfEf7YSFszvbgKNGBAY4AfQpXXBGUcg3Hg/pr/GK7mzljOl599bWj3gALXndAjtnS2ij1am5Bz9IXP0dzUzMe+PF9uO3667Bx3Tps3rYLS1adjA+0teHhR38j6plr3uHiYgwPx+QKRMLq6Lx9Ab+8E25ayIqKwqguL3fqzw6OCYegHYwCKdagqFKpK7uIaIK2Jc4FZcQwR+rAmh2qL1O+6bdiIh0mNr4/k25OkuxUkibXhaVyIh2FXOv2EPnmRSEfjUyGVWeSSM5tT/l2qxZxaWOUthdaAIZVEBM/K8/60w2x3vGxdu3egQWkaLOZDDZu3oShSGzE+XHv/ffgIx/6CE49dTXStAit3bARF7z/fOzctgOvrNsg9/ESiY6vq8PUyRMxd/YMmfz9/AvP4WBrlzhQDDOHNS88hZfOPQenrTwZ4ydMQjabQkP9BHGRuHmiC6l/jkdta8uL24PBC1d5eTky6SSCtIhMqJ/Er23vm/W5Ojjx4BC0g1GQHDi7jMGWsPLySuSNHPxEOlzTNQzVYOGyJ6H4eCCszyf3l2Q3j1tKAUy7BSXNBK46A+0xV1D7gnx8l91ZV4CZN0hFJyVljgnXY3hkcSg8H0zbR6LZ1j1NNbIIQcsEche2bduOZcuWitPiNZt4GYf2H8Trmzbgom98HR6XG9NnzEJff69sFK5d/zp0t0emeVdUlGPS5KkoLS3H1OnT8fVvfBP/9qXP4cW1m8Xql05ncdP112PJrx9DdVU5tm/bLHVut0eXOrVbPNERGNm81Ld5kzFAxx07ZgwOt7XQe1qDxYvmo6+1Zfeb/PE6OIHgELSDUeDyBddehaCF8HR75JUiZZ45qDbtVGegnTgKpl1uyGCZbRlKNXL91bIdHWKTs6vNimCVfY3Digpt4wUkSUV7M3HoHrVZ6eLas9SvC8l6chAYNinD3oe0bN+2kcth/YYNWLJ0qYQm7dy9R47Lf3tl7Ro8/PAv8OlPfUaiUQf6etEwZYqUJtiTzbnVVVU1OPfd5yGZSIr+b2zrwZe/egle3/YZROMJkO6XOvY3vnkRbrnhBpmBuHb9K/JGuGUh86CotASWPUQ3EAzR1UURctkMgqFSjB0/FtMmTUBXZ0f+TftgHZxwcAjawWjYYUSWXV/WCp5nuwZcqAUzVMmDf3OJquYoUPE487xBHkuVVg0vttFDkbmlHclChpq0ov0FQbODIp3KwufJw6XxJqBbqXAhaFX6UFGnEOJ2WYVp4iNzxZFP5rF+3TqcctqpSGfSOHioSW5PxJK48YbrMW3aTFSXl5FiDiGXSoE7y3kArdflxUxSzVwDTyZTiA1F0dzchK7uLtSNr0Pf9t0ywdylE9mveRE33nidlG/SOWDVihUIFxVLR6VLU1cN3DXJAVJVlRXo7RtAaXEplixaiKAds+rAwbHgELSDUTB4/pJpq96jwkYVOfP/aIWeQruBxd7Io7/5fV7ZwGNVyy4Lnm5S8C5z/AbnX4jyLhAq8IYEzXWELKnNDD2eic7ymqLiNV31LRbq0ZKIB5ddoz6izAuLiGGksIGU9NnvPJsU7Dps2bZdzrm9vRNXXX0lvvT5z2HL6+vxxNNPIhj0S2RoZUU1yisqJJ2vqakRe/bsUQNmeTHSOdfaTVcGGamFE0djIDoM3cyLt7u7uxf5ji4i/TAtMgaRc0bUNAc7mVwm8vvQMKkB82ZNH/GVO3BwLDgE7WAULOZnwxAC1gtRcpZNgoC9qUd/zauJ26oEoixvXtvFwVGhXJvmVm+GKF+XXQuxbCVsj+HjkoDrDQLdcllSpdmU5HVY8NH9DHkeiSuVaS7KPy2lDz43Pi47RdguZ+d2iI87n8PLL6+ROnN1dRX++NyL4qNet24txtWOJUIux4oVq6VOPByP43DHYbz08ouYPWu2kDRne0SGIigrK8W4mhps2bKj8E7RFUMQtXTMgwf2S/klFA5LcBQ3r7By5myRAJFyRUWVjMqqrR2Ps04/BUG/z964TP7DP08HJy4cgnYwCqZFtGYVMptJr2pKS49keBaSN6T1WhupQfNGHitnrl8zQbKSLijwQp+KUsoaDzs5Mo1FTQEYdR5cx+bNOAkYEnXshVtXfS/ChrqhNgl1c+QQlpWX8+KyimlYcn66S53rzh07MX7CeHz84x/Ds889i9KSEjQ1HkTjIVLr+TxiQzH0DQxINyOTcA2R8TvOOht19Jgd27eLO4NLHOwqYesc184DAT+RcRK148aPDClIp1Ly92Q6Iba8UiL2wYEeFJeU4vTTV6O2pkqJZydk1MH/AIegHYyCPdRKzSMc2ZRTxKqCj2xyHrm3NhLCz2paQvVVSocK2tesP2sVL9S2mVT5vlyz5iCiN4JBKjqXycEtajkHza3q2aKWSdVbLoMtJ6KmLTselZUrLxKSucz2P0uX5hZLy6OlpUkiSd//vvMxODggdj5eVBLJFAb6iJyHU3KG7K9++Je/wPJly/H+934cmUQCuw80Y8HykzFr3XrZdOR6O7tWKiorhIB5lKKyCGaQN/KIRqIoLi6WZhWDzveU5Usxe/qUkasFvjDRM04WtINjwyFoB28I7aixKbaWHvmZyaewN2iNkLYunmcmxLxh2h3h+kj34NFjWApd4/y7dBYWbHh2qeJo8O9covDkiaBdyqrhlvKGKdnUKr9JxZpyaYPbtdmFwmURNy8aHI9qGvZrMmWhiEbiWPPKy5g+bTpmzJiJzo5OsQVOnToF0WgcCR6zRWBFfdttt2Dx4kWYOGUGamrrcOjgXjTUj8eBQ4fUwFjeWZQ4VAvZbE4aWtiSOEhKvLi4RM6Lp7Sc88534OSVKxDgaFVeLHRLSkhZl8vZKXRwTDgE7WAUmHwVieq2DrazNuzcjbwE1qua85HNPqWSxess3mcVys9kVbj057KDPIpLJjYpq0B/pSa9Po9srHH79NEwcibyrhzxsAcuzRBzn9hHuMRh6qrN3MzCzJsS4KRq5Fzi0EQ1yyai8pCoh9Hz53Ma9uzdi8OH27Fw0UKpQ7e0tUj4/7ZtO1XnHz2Ex2ldddXVuPnGmzAcG5AGHE6l4+B9XXzPLmkQz2Ry4ljhvA7uTmRyTqWTyOTypMDPQ3PjIVLuEYytrpTz4AWG6/sej+V/cz5VByciHIJ2MApSQSjEjcp4qTzbL+zfOWKikM0hxQDp5CsE+pu2h5q/8+V+LluIKtXsPGhF+IV6dKH5hB0QmXRWQowKxymAa8kZOo6mc0Snapl2a245UW4dV+3ehpQO7Bl/qnxiLx2GnbFhZ+IRaXsUQdItvJn3yiuvoKa6BrNnz8a48RNkxNeunQXftIU/PPEEZs2agdNWrUTzwX1Ys3atDJZlZ0ZVVZXY5dJZeq25rORylBSVoqerG/UTG7B8yWI89fST2H+oGaecftpIhgkHK5nSnq47CtrBMeEQtINR0DU7Wd/21fFG25H6MVTQvKTSuezyxxGFzQpTCNNQCtS0CmpYG/ExF7YNda4Ni9i1Rtq9mdT9QR+RdU4NBbCflUU5D6Dlu7mInHmJ4E07NWnFLKSV2iVxw66b8+Pt/8Q11VTj4ro1eACBUtWafULscebUucrKKqxcsQqLFizCjp07sZdUNp/TfQ/cj76eHokk/fSnPysWQrbM8Sbg5s2bYXI4lMujSiukrC/4wAVIDsdw7333IRKNSfPLkbdULUC6eKQ1h6AdHBMOQTsYBZfL5R1JFdWPOC/EsQG7Bk1qlbvnCpGkhuuIJ5pDjCRqlJSodCQWYkoty877L7hCmKSVo8N1VKt3JpVFgNRpOpU+oqS5Fp0zlKVPy0lMaX3DBJkvOJwYJqJTG4SyPWl7qkmf05dhnz+7UUz5nescmpWT8V0aO0B4ygnb8+g5enqZqLsRCgcxZcoUrFixXF5zW/thDMWiWLxwkZRgeJFKpVgxD6O0rFyCkbjsUT9hAnqIyJ977o/YtWu32Pnsd3UkBVCzrJFQ7Xw6/ca7ow4cwCFoB28AtjBLLVfTR8ZUFbYDC04NUcNH9POfKWzYRK6cGqZdz1aMP1I6GYkgVdJXs6NDC+Dn4JxltrxxV6PANoJFLAAAIABJREFUZG90Xj13JoVoLIbFS5aQ0t2FSCQiJQbbNKImgCNvP6fK61CLh2lvgLI7T5Vn+LUa9Hel6KXsIM/L47J4IeKcEbbacXfgocYmKcMUh4uF0HkRYnUc6Y0gGh3Ca6+9hvbD7bRopP7iPVWqma8wZKPU3gvNZrOOgnZwTDgE7WAUNCFoVZKAMtsJVMv2Eevdn3mXLfX3nB3/KQ3ZXs8IhY/Qt6aPbBrKUei+vMnHQUMjh6K/cQB/dU2NRIdGIjFSrCpdj50bTIqseNtaWhGPR7Fs6XL09vWipblVxlQdPTVc/s+e9qJzWUOzGZwzO+QexkjphWvCupRuLEXqXAwxVHDTgf2H1OYmCr5vu+4Oc2QDdCjCE8P75Qpi1DvKR+MrDY4e5ffGrd4P3bIcgnZwTDgE7WAUNF1XBI1CzdguR9iBR4WkO4ZqNdFHhq0wFRnShahIzDQLm2KmPQ284KewW8WBI5GiR4GP39Pdg8rKMpSWhcH51InhlCLDPGljLScOjcGBKP708ouYO3s+li9fhj179mEwMoRMJq0WClMassWnLVVozQ5a0hQ96/brlNr2UbnTMo1cXrNuj/ayuyFRGB7Ac1NU/TtNar6fFDTnWP95w43tgIFa0NjhkbdULXxEUesOQTs4NhyCdjAKHo/Hp8KNjvQBFppWlNSEhAMplXmkKUVKCHnD7uDjy/m8iheFUtf85R7JslNH5ccX3ByjYaG/fxBjxtQgGAzD6/NiaDAupM/NKNBdRHj0fEkDW7ZtQXVVjYQQDSdI8R44hGgsikwuDbVPmReCZmWtw56BqKvFhYOP3C6PumKwYDfaqNdjolAuNmwFbYyERvGGIY+yGopFYOaObGgeff4Yeb2G3N+Uphoe12WrecD79/zsHLy94BC0g1HwcOamnWAHSxGo8LO9saWC+4+owyNlDFORkJVXG2G23035pzW7dq3zZb1sDEqZgP+PiL6ktJgnXCOTyoxqVukmJV1SXIzS8lL4/UEMDg5KxoeWY5LNC89xbbezswPP9Pdj6pTJpKaXoLe3XzoHeaJKJqtJjjM3rkhEqZ3b4fG6pc5sGHIQjPil5TUr9a1rhW5JbWSaTDaXQTQaJWWfHnW+R5Tz0WravtbQXapt3d405auVv/8n6ODtAoegHYyCm7svYI1M7y4QbIFwtKNq0DIGSwa42m6OfF5m+vFDCorRtFvDuYSgS9efImnZZtRcQtIyz9ATgN8bJOKLjCI93hCMxeMYWzsWDQ314jOOJWKqOYXOweA5h/Zz86DWA41NmMKpcXPnyVgtbkgRQk2lZAwWu0B8Aa80xmQzOZtPdVXG0U37ikESnWAH+MlixTMTeRJLPJGix+WPCqTTjro2AP6cnHVVIuI5im7bzWGqJY2WOsfF4eCYcAjawSi4XS79iAf5SA60GmplOzs0tenFZCbhRzbp8CZh3lKPVZt1RxLwdJnOfSRs37KdIppsmnmIhCMyMmrSlIlob+sYScIrgI/FbdmVmQpUVVejJFuKAVLMiXRKQpJMOpaBDFyGymDetXsvDh5sRO2YWsyYOQ3B0Cx0HG5DZ1cHstm8bESyXVu3Nw2lDCJFd5f4s1nZF4YBMBEb+RySqbQQugwksAybhgu28dGq+eg69J/dbNei4ZQ4HPx/4BC0g1HweDyaYdeOVRs2lyRMZUErKEvY9VmuRRcCiVhhkmq2DKU6uSPPtHcOjzLkoUBaulXYsFOt36zSeaJ3a3Mr6uvrMTA4iHQqg3Q69WeP6+8fkL/V8dzA6VPR1d2DaHwImUQWZk4RPzx54lsLaeTQ2t6Cw53tEm4U8HtIReeUb1rmomhCxlrhioGVuEYH4Y08XRFsKFRCx49JOzdMOzfE/lKLlwp+4s1Ey77S0HBUmJRtKFc2O/OoyTLySIegHRwTDkE7GAVT0kbtQa/8JXnQ2ohi5kwM1fZtCjHLXXVFwGKzY9I21aRvoatCJ6LNz5qdT6pKB8pBwZUOpWJNIk8TTU0tpJIrUVpais7OTnl4LpsdOUc+fltrG7robxOIzKsqyxAbGkYkMogUK2/eqNR49BV7m3P0HFwfTyGZ5FQ8tzSxQBYdixS3KrWImtdNVXig5wiHi1FeWiwZGrzwSHmG86+JiN2mLht9hYAos9B8YhUKHfYUGlnGVHOKjOIyjZGBAgy6snAI2sEx4RC0gzeAZhbsbwzZ/mOyldpx4fdC8lyhTmtKZ5502dkqMWcY9maiKk9YTJq6YXf6aaI4C3Y+ToXTpZRgExzdv7enV+x3dXXjUVxSgj179qo28qNyOnK5PBoPNcqg2qqqSsm/YBve4BDnOqeRyaaVX5lbq0msWmKvUw6UQi3dVHO4wAUS3rPjHOiVK1Zi37496OrqlnIJd01y6cbFJJ73QfNkmV1lw5FzQQzdtC2F+ZHWeGvEK15Q27JuwFVojZfLBoegHRwbDkE7GA2L05E4I4IJxDyilG0VrGvKx2sVppbYXwzu1BMFDdit3wUVbtv0CvUOzbJtaxhpFHG5PETuWVtcFtS0gebmFgnGnzixXtwce/bu4w48CWIqgFuvuzq75auoKIyysnKMr6tAMBBELD6M4eEYnVsO+bQh5RpWunyWXloYgqEAKsoqaCGYYDU01O8uKSl98LTTTrv1mmuuRVl5FT1PWso17NzIcgAUPZdh0LnmsyrVj15LPkcLEh3fzLmVSoZ6jXbPjkrtgyqlFFS2qiLlnU1CB8eEQ9AORiGfz2eIlEMFCS25y1qBkGErRdMubdgZG6a9SUhExgqaFTfP8SsQLT+Cicvn8qkNxaOaVPhxkyZNwY5de+kxlnipDcsmN7sUwNPBD+w/KJ2FdXXjZJOw7fBhxGMJxKJDf+b6iBMh8xeDyw88X5DHcPGkbt22BwaIuCdMqMe8efP6U6nUq3Tro88+++yjjz32WO6BBx545te/+S2Kiovgz/lJhQelk5GJWZpNeCOUyJlDlExLJfdx+YVJnIfd8utU5QxlyeOrC689p/HI4F3YzT1OWJKDY8MhaAejkOY2PBSa6o6MtgJg/zySEo2C1U666ljxMknZXmFuVFFuBU2aQSQ4X5Pqr8p0tlSGdCQazY8bN+4LN998801/evGFmieffBI5nkKS11XbtF0D52fkzGV2Zhw61CQzAseMqcaE+gkS/clKmxXucCIujSdsp+NHxWIxmdYdDqdQTcQ+aeKkfFVV9R91HV+94vLLmwqv+7rrrsN3v/vdr3Z0dL6zo13VvdUVg5p/yFO8TZcOF09OMSxprtFVszjvrKpxX263nSWtri64KcXjD2DO7Dkop/MVK6J6J+26vObkQTs4JhyCdjAKRLJpaSoBJE7zCAoq1RS+VOqQa670n5Hpsm12BgqTU9gJYo24OHT5u6LZI/PCxcVGkvyGG274Cf36k2hk8Jwzzzzzlh07d859/PEn0NfXLYrVMo4sFuKwoJ8HB4cQoS8+F5eXFHJZhQTlT5rcgHw2Lyo8HA5j6ZKl2ZKSkla327WbyPM39Np+cdVVV5n4C9AC8aF0On1HU1OzyrQ2rJENT0vZNOTs8zJOS1kE1QJy9FFUPRt2jdtPSv2d73wXpjbUqenk8n6oejXfjR7vELSDY8IhaAejwCWOwiiqgmK2C8kjwk+Iy1LdeUxWMhHQUt5nCc1X9g0pZ6i6q0vUtehKexTWEao+gm9961vP0LdnLr/88opLv3XJVYORyIf3HzhQs+61tejs6YGRydit2GqiNyQfWpMOxeFkQpS326tj+tTpw3V1dc+Xl5cT99/w+v/0mm+99dYLstnsr7Zu3a5JlojtuiicZ2HeIW9SsjtEnBucfS1ulbwQtShjyx73Rb95vV6cccaZmDNjqhyFm2hkPqNtXeR/2Vw29Pf75By83eAQtINRyOXzaaFOzfbP2W3c9sAqjEjGQp14ZMaeaQfRu+yWaKV47YYMUcJK7tqN5FYheGg0rr/++gH69u/8dcUVV9Qs/rev/Cvd9/ShaLT+cMfhYDqZdmsul5tHvzBX6i6XFQyFe4rD4dc9Hs93r7nmmq1/7eu95ZZbziPF/OtNm7ZqXGMubHSygubOQQlOItUscaamKRuD6rXZ4VGmconI+2Cp1+byuHHyyadhzqyZ0oTDVx0yyovvXxglxlcZRr7kf/kxOfgngEPQDkbBNMxMwYFQsOxatoJW0ZqwL9HtkHx7LqFECZmK1JWL4WjyNaXkAIykfEgeh2w3/mWUxV/guuuu66FvV9lff1fceOONZ3o83sfWvvaaxgMB0pm0bAjy6+Avi22DpjFi7+PSj2U3nIh6No/U6C17egzfZ/nyFVgyf468Z2q4gVeabqxCUwwKW6d60d/7NTl4+8AhaAejQOoxq75bIwpXG/kf2JfxSi3qdiYy7CYWCde3yyOFzT0WzVwy4CxkHgkFFYhnl0tMjKTXv8kg4l86YUL9M7/+za/1ZDKlJnJLnkdOPNyy4SmOjbyQsoFCs42dY223tHCinmFnUPOAWs7/WLlksXoS0xKPt1Yo9xQWOrvrUNe18HF58Q5OCDgE7WAUSOmKGdnl0m2nBf6sFCG6j1Siaec+y9iqkW45izf9hMDZdsakpUm3oS4t4VCOPLvHzhKX3lGJQ28arrnmmll1dXWvPvjgT908tkosdEZelDJPIjdkuripastW3i7ZFIo7JjwuDyqrq1FRVoo9e3ZLEw6/UVNnzsCZp582cuXBQ2252ca0p8KoqwX7QHK14bg4HBwbDkE7GAW6rM8VOvzsHuyjNsuU6uUUOPYWo9A1ZyfeSd6EXYuVckDB9wtLOSNsJ4Zpq1Hu4isqKfF88YtfXHrvvff+j5t5fw+Qcp7r8Xg2/+AHd3u44YW/0tk0ctyEks/Yi4llx62qDnRpA6dzZVdGfV0d6uvrZPTV+tc20OMMKddMmjwF7zrrLBSmoWt2McMfDGA4GrX3WFVSnrrA4JKJ44N2cGw4BO1gFIhksyObYdaRTkIclanBLdRBfxCq0xCq09DO5yi0YqtQIFNseGryd+FYR5peJJOZnqe6omINkfQp/2iSvvTSS0vqJ0x4+f4f/beHG03S2RQy6bT4q/k1sXrmK4McR6aadnqfW4PP48PcefOxbDEPjc1JgNOuHTvR09cr7d51dfV4zzlnqXkG/Dh7/gCXQPxeH/o5cc+07YmwJ8+oEpLT6u3gmHAI2sEbwZCCht2oIWULXeVx6CpJQtWW5fuRECS+fjfkvnbcqPIz2DY7FQFqWn/+GOlQJFarqq70B4O+DV/4whduuv/++y/7e72Qyy+/fJbb7T5teHh4idutz0wkU/N/9tDPA5JbLZt/TMY5KW+oyFRd6ujs4JCyjq6S6sqrqrB61QoMx+PSANPUeAgtbYflvamtHYf3n/ceeNwuVeahfy5T1drdHg+8dHsmrboOCzVs9daqfBIHDo4Fh6AdjIJBDFVoKVEK2C5VmBhpqea6qr09qEx09mag2MjsYCW72DxSFpEoUnUQ9USF8dr2r8FAUJs3Z9alF130tQsTidSq++67r+evOd9vfOMbY4tKik6Px+MraEmYEx2KNmSzmerIUCRISlfjDUC2z0lbtmEn7uXVuXCAPk/t5u95wwcjZ0rtPJfLIC92FQPeQACnrFop7o5UJonB/n40EznzxmB5ZSXe9973ws9DaHBkQ9WyfeHBUFDa3zN5yUFV1Gxnmdht4qMaZhw4KMAhaAejQMpRFLQMeS3UlS17xKudo+H1elRTylEB9Vqh3AG1sWiYBQ+02kBj5Qk72F/NA4RN5gVhqZTlpIaJkyIDg22kpj9BavpR/tOFF14YmD59+umkhFfRIjE/mUxMicXiY1KpRPFQdEhPpZKqq89Uin+kyaRg2dYwci78vFw/11w6PJZbXotRiEglAs+bOVmMCsNxPfT3puZGtLY22/GoOqZOnSpxpLNnzURRKHAkna7QwW1vrpYUFcm0b66/S1+NVtgeVT5xw3QktINjwyFoB6NA5JX3en1EqKkj9WXbF3dkQKwKQcJIgL9lK217IKpue565SqCrGYasXAvt2pqMLLHzPWwWFSXOxKiZKC4r8c4pK3vkmquvMjo6OjEw2O968YU25KRGbCo7nGxGFsZO/bl6VcrcjkJlUrVJk+NGZQPUVKO2mC651l6IcubndnGsqltHMBhCaUkZKisr6HsxfZWimL77PG64oOJHVWnEXqhsj7hmG8g9Hi9CpKB7u7tG7iMOGBmAoEon6TRJcgcOjgGHoB2MAhG0yeTEG2GWql+ohhTTbW/yiSfDJmqMEI9VqFfbKpLDhI5wp+yeqWYWzdaydk6H/NVSGRaS12wVcj4sFBcXucpLZ2HWjGlwEeFxqt369euwd/9uqRerbkdNmmUKPxfOyC6hy7HzOFJJUJZBFVXq8/kRJpVbUV4hUaZlpWUIhUMIE7FKGUc6Cu2WEk1dTWTTGTvT2m7J0bWRhavgWOFzKKLjsfc7nkjaCw8tBpZd4DdUiSNr5Ib+gR+lgxMcDkE7eCMYiigVxSku0o9ycwCFYH2VZmc3pNit3pZdXlC5HLaaJRL7f+19CZAkZ3Xmy7POrqquvrunZ3pO3cfoAAHCIIRYewNhgTeWxYsjtBHr3QjsNSgIiA1QrFYb0i6gMGIsIyAWh4SQiZDsMAjZYC5ZrKSR8FjXjGbQaI6e7p6+u+u+MrMyc997/5/ZrR2hEXg1My3/T2pVdZ2ZnYovv/z+732Pg/wlm4V1iXiRSMLwKkF+/YKaS44SzQC/60LKNuFf3XADslMTnn3+Of5OTSbq6fJEQEAoFjllNBO+N5myodjbz0DcW8hDPp/n3GiSN6JsEdGnLUKOSC/n1mwQwMyYKrczsssR0AfCKyifiQQfHewEpedlYGlpOZ4yQ1cR1ObNb5GnD1M3p9+0o6hqw5cCaFWvVUEgPcta1DmnCcYbPU5hQTTJO4j8vnJhULSC0/t8Cb5iUCx1HJIcIKQETWYhh7GhI5ZNZEhR9N2aoNrgS0FZM3U4fvwoTJ04zgt9AjSFvouUF/I9eR6TVSwWoYhAnMP7xIwTpDPjtpMOTh2CJLuQ/5mSVU3T5okpmgRnCNdJJZF8s25MVXwiAemV1tby+QjMCZxpGygjeqW0yra9laUFjmEdGRkVf88Q2NXSDcPnzuiRVbWhSgG0qlMKmW83CrYXDFm0/1Fzc8DAHHADS9TOHTFrAaqaYIuaycC0NihWly6OMLJ1yJt1LTAaTxTn/IvIJy2Ghq8lV9AUlaHhUbj0sithcuoEDPQNIBgjCJM+jIyYgJbAnD7DZz1c+K47riMXAWXaHojn6D5JMZqc3g2wdsaIolFD2SUZTY3hx6W0Q9tr2TYn1yXkLf3t6GSwurKK3+uKhc9No/CL516A4ZERsSiK29ZuN8HMmI+cqeOqauOVAmhVpxQCGvns2JpGbgfRhCI80BqsTQWJZhNqYmVMEszIlhfEjFi83kfG6ojmDGakEpyjLkT5eUlkum5X48490qwDgWYC1JhmC6DfuWM7nH/+LgH6MneavtP1Xu02ifBW4D/ugSEWPVmkCB2o1qowNDYuwDoU7D6yyGmxGVznwCOairIGxBbfmsjE6TkpoTMrbjabUKqUufmFHSP4muMnJiGHJxNNtsWT/DM5Ne388Hs/PHo2jrGqjVEKoFWdUgh2XQI9Cg+iqEwCy0Bfm0UoXyQX8mjUqi8GwJLGGmhiMQ2fIYDXIrGAFuo8X4IuCJ90rMRKkJYir6mb4AZeRGHXXBkQBVyI93W9MNreePRUFPcZb6e0vvFjWhT+JBYpu5bNY7Do+7r4j8bfbYBhmuzAsC2TtW4CZktOTAFYmzRDThKnK+YVUlciSyZd4TKJTj68NorfOzKxg08glPnB3ZZ4YimVqy+ckQOqasOWAmhVpxQBNM1CJTboIkgbGQs0wlZddAmylBHI+YSkRwfkTECQ9pFp4m1o6AyYXZlUF+nQvpygKhYVg1MkDnZb4HemkwlwGy6/J4A1hh3r4PK1UisQC5bSsiFyMIIYy+N9irRl6SAhACZZhAKhCHhpqCvdt4hia1Faxjogbrd5kZOH1eLv1H3Ikkm0fbFlRO6NuKiQJ60QvNCTedEiq6Req0Gh0Pu/ztAhVbVBSwG0qlMKAaedSaSETurQhBKHZ+5pIpANgazLU7ZbrabwFOsEebKzMBQNGBQ9Ss4LkTQEjK5Rw4tgsyB1XYgNcPRbx/WgN5+HRrOFgC6nY0ccOnKPhOt+56eFDh6Z3CLtWEwKN8DCqwCTmLBhcpA+sWJT02PWDTIYisL5220XgdiXQOyz5u1H6XPxZ0eDXyNZJ7qqAOlOiSbKrIVpRycz0U7uw6GXDy/9+Kc/U/qzqtctBdCqTqlOpzM7OjoEL75AQ1IBmq06pNNZwf5Cgzvp6vU6X64brMFqQJFspDlTo4foICRTxVrnHjFSX1rwQNelLU9CaShfRTo2sVTPhWKxF5ZWVtl/Lfo+JOitc07ExQt9CL6mwd5lkimodZsW8OKYVE1sHy834ne0eChtl8GYrxQ8T47xisZbrdnpIG7SWYPn6OuDMKLO8KrFxegd8qvFiSsU2vPi7Bxkc8X/+GYdP1VvnVIAreqUajQaTxt2EhwESoOiNwP83yRsQAJZNRXZxyw7wUFD1AZN+iy3RNMlv5xqTaBNGvFaI7guOwB9ZLOy/TsCQliL5yS9tlJvwPbN4ywPLC6vsHuEmToBrKmxZkxuDQJk0sUNPR5BGykMvNhH7dsEut0oEIkBOZAulKgbcm101doE87XtimQTgdFhzOiDiDmTvBOKQbmaWE8EMc5rHfcPowVV3LfVVTg2M/Po4//w+KNn6HCq2sClAFrVKXXrrbe++OB3vhM4jqOTX9gyxaQUso4RQ6W4TY8njfigOzokEKwNwxIarmSxBNAia0LMKKQVQN/XeK5fFLQEkTND0tXIX+w6LswvLMHI8CBLFK1WR2ZbREAKrxoiwDqxHE/lxlNQfAHQscQQBRXJrkXG5nWxqJHbJHadrHOAiFfF7pWoKYd+8WOGLzZKi7L4pf5C+0s50/Qdy4vLMDk7d+DpvXs/dGaPqKqNWgqgVb1mWaY163rBOC36kRuDQJXkAMu0kTUjCPs0pdrh1xII2fg42c0IjAlUScWgKdYElhxMRNkV+P52uw2JZCq2wkU3NI27Xq1Cb7Gfgb7abIA353PYkG0ZQPMCuYFFgr7PzFgCsd+NF+piiSJaSIzliiC2woXCVh3b6CJQjmSLSOKIZI0wyrcGiE8QfEvt2rK9PGLMGohFRdLnG7U6LJfKUKmUodlqQ6HY/10E54+c0QOpakOXAmhVr1nVSvn7E1u3/dHkkcOcY0GgE/gW+BbdNyCRCNk2x9nHrgeu6bIlz5DBSKJZo8syCL2Hp10FCLwIwvne3tj1EC24tao1aCIos7tCPt+mIH3HjWUSX05riVD9VQ6K2O0hAVkTcwOjxbyoomna0f24I1AGHcl1vnUsOpBKhmTinHInhsj6sgmGGHK1VoEa7kMF94/A2MOrjWQiBblC3hkdn9iXSSX/+IEHHnjxzB1BVW+FUgCt6jVramrqtvffcMMfffXQSwxOhi/8uyRzdE0jbvEmvRmf4cxjw3TANBKs7epGyAyaHqcFu5BkDsTGlVIJNm/ZErssqHRi154DM9OTyKD7+PdQkzov6bsRkAfr5AeqUPiwBUjLydrRwlwQyqaTdcW/RAnWIQN4ID9XeEAk8K/LAWFOHIhcDvIutzttPMlUoLRaglK5DOValU8ktAnpTE+4feu21fMuGDvU29f7lGUYD955552HzsTxUvXWLAXQql6zEFhW7/vWA88kMulrGghCHLUcICs2u2D6CWaS1NDBKXfUPk1uOo8cHb7wFesm+567nH/hstWNmPXy8iKzavFeMWTW1EMYHNkEHQT0vuIAT8lmz3AQsVgNokniDNos9IqZUpEWLEQIP+oNiWceRs0u0XxBxnzNX5NXIkIdf37krQbotJrcabiysgKreGKpVupQx8dIjtFNG7Zt3eHu3nHeVKFQeDKXzT6cTqd/fNttt6kAflX/30oBtKpfWdMnJj/2737/48e/8dU/5/W4MOgySIeWKxfFxMIYe3t5BgsCNV76k5zB7c+cmozs2PW4WYVkj1qjiWC3DAP9w8yiWVfmDA4TtkxMsBcZpB3tVVa32Fkh2a30PTNrjiJKpeYcyE5DiLRmYOhmGWO9rhzZ5Ui+ofbsGjHjSpmZMUsVzTZ0pdZN4K3jNu6+4qql/mLxK8VC4Zt79uxZPntHR9W/hFIArepXFrLBE/fee++ed7/n+k898+TPZTMI8OKYJ7tWDGTGcceI9DMH8jUIfezm8PClOgcgiVbwI0eOQLE4KF0VIoaUIDSaAh5EQoUUhCMbXrhOSxaPr2V9SBoMsUQdW+TkZBQIWTfuOA4063UoVyoIwhUoIxjXGi1OteP5hBSyRAuRNBigKxYWPafNMaGaYcDTTzwxaNn2/+zrL9z59mueaY2Pj69kM5njyWTqOXz6H1ZWyo899NBD7TN3lFS9lUsBtKrXrU984hO3pNLpdzRatbcfOXRITqYWnmQKHaIuQuH/lUH5tECoGTICWojMphUwABKg6vjimbkF2L68AP39AzLxDpgRi45ETf6rrQPm9cw5Al/t1VIFhGudieTy8DxoS4miUqkyGNcbDbbsebR4GZBzpA0dZMlklfPxxEFMn54TtmbaNxGrSnKNwRkdoh2c0u/qtYbWajmZ5ZWVjGWYW/C560zL+jQ1x1z77mu9dCpdHRgYWDJN85VMJvPI6urqQwq4Vf26pQBa1WnrP9x88zWWaT926OVfXvejv/8xL/xF4fiGIWb0RR42vq+JNDrOvdCFX7mBd2huIJNeZNTPPv8CvPtd72JA5Y4/y4zlCLGAGCclxbY5sXYn+/l4XZDcFB44bQcBmKSJVSiP0Hj5AAAafklEQVSTra1Wg3q9AR2vzbGnPbkCnH/BRXDVu3fCls1bIJfpwe/qwhe+8EVYWDoMFNQc9TvS/piWjdujgU2gbGm88GlyVgd1K2osx7BjJbYVrgE4PYegbuHm9a+srvRbpnnh6mrppiDw7/u3H/3oYl+x+Fg2m7z3rrvufvIsHlJVG6QUQKt6Q/Xxj//+++6+++6bP/mp/3LXK68c63/qiSeRFbdF3gWhtWZKV4VsBgE9biahn3wuL0Y8OW1mxaVKBfY+8zTsvuQySOdyvFio8cgrubIXrgUlEWsny1671WKbHgUNlUoIxni/hgxZsGIhk1AoKnm1k8kUDI9ugx27zoPf/sAN8LEPf4g/b+9TT8FTTz4Fzz//LKyuLuHrEmCAWMAUuR02gi9uPQIwBScRW2Zft2ZINi3mFeq4vwTQHD+aTIooUvwhv7joUAQQrmgZ+RRyOuDQ9Mzsx/DK4mMf+cjvOblcfl8qlb77a1/78785i4dW1TlcCqBVveG65ZZb7seb+2+//faJD3/4xi/UW52P/uDRv2WbmaF77Mxg6YP0Z41m/hkSoMXYrAICcb2uQdvpUGIoLCyuwM9rT8IFu3bC2NgmoEG1BOJNZNrUtEINHuWyWLgrV2scf9pljRj4ZEDasg9dmclsIDMXKXMeMl7XbTNjb9SWwerWYWd/AgYHh2DvE4/DP73wAiwtr0Amk4F0Ki0abDjVzhAWQQJhQwb5S8mGmLHFedAWAzIHMJkGj9MSVw6GkHRY2jHEyQaAn486GO1QSEM0WQYfSpQrtWvxRHXtjb97UzuVsL/x8MMP33JWD7Cqc64UQKt6Q3XHHXdcjSzwD1ZKK++Ym52/YGlxJUP2OerkC0CMv6JFOGLTgU+LgaLlOuBEOl0Cn/A+42U/MmmPvcWlSh0e3/s0uZkZ8Ai8KHTf9R1mzkE3ZEAOfI8bXbp060eRokJCgRSyYPJN0wgpN4Su1pE2Pg06LRNm5xfhCfyOvkIBJk9MQrXW4KS6dCrFyoyYqGLEE8gJoGkbOQHPsoWcQexYl9p0LN/oMs3PiK8YxD5q8Wv4WoKvMERiHskn+Z4snrpCKPT18YCCerWS2n/w0B/jixVAq3pVKYBW9bqFwHzJwMDAzw4e/OXAiRPTAiARjFiTRdACyVx1ucBHV/cGTxixYXF6ErZNTHA3ILdlc7s2dSRGi3kheL7LreJuV/ipuz6lzIX8A5xzIfI/IqvbWkm1mhPqEFBDCwIbWa+ZxO8PGWBtO8lt5fT9+395lOWIxdUSyyWkGRMT1lnWMPk5MXFFZ2eKGEAAPEVG6Opy4TMGZQnSkYyjR8xZi8GbYk1T6QyCsI0ngwTvS6PRgKmjh6HlOrB15wV8YmrUyV+t1g9VnVoKoFW9bu3ctevv7rnnawM0bJU5IIcnGZzPsTo3D4ViEexEOu4qJHCipLljx4/D3OwM7Ny2DRIJ0oSTwrPMXuoo70JMXWk7DjiuB412E1r1BjhBW8w/DIQWTbGmkWeOmG4o3SKmiawbwS+ZSEDCsCDUk3IBzxRTUQyTp6LQ+6rNJpgusfqAk/hsOyXzmjV2azAU61FYf8CLi5o84TC7lhNliGFrchGUgVum1xHQk56dyWYhm06Bha8jj3er1YBqeRlmphtQb+D+NRvw9C/2wWVXXw2F0gqemLrQrDWdsdHRi8/2sVZ17pUCaFWvW8gmh5utZtwJSAC4srwIx44dgZ6ePPQPjoi0OmS7zD4RuI5PHWNwJkzl/Iyo05AW2tgJEUV9kpicgGwmA8LDrK2FIfnCs0zg3UTgrpTKyKpdfIcpOhVNHZLkqDCttfmAxOrxcdNMMDMl3zKxWEO38HNwOzptMZAWgO1+AmAZXgXwkq1O02N2zLKMFunQQqoQi4mCcWcyPVDIZfg7SGd2cFtbzRbMl0s8pNZzfbxtw9LCHJyYnsb7Xdi6ZQv0jwzB7ksugd5cD1h4jjgxM6MvLS3Nn90jrepcLAXQql63ECz9MOwiIUzwItn0zCQsLi7AwPAwTGzejo8ZslFE44W1k7PTcHJuDuR0K15A47syg5mYrXBEALPxqLR1ydEyTQN6Ml1muaRVT+LvtBhJIEnh/Cwt8H1D3uoyjpQ6A11kzzb3MYpwf42Zui6tcJEmvt5lQqDMLg0J0LqUKejMQpJHJpPiSS8pXiAU7NjtOMiOy3wSEdnTAb+evN3cFs+uFTrBtKFcrfPn9vYNwO7LdoODJ4sFHqPlQ7PV6dTrddUiruqUUgCt6nWr6zpHPC+4xLZc6B3sRzCbQBa4DUFTSBS+jOI0EXwWF+dgbnGeNWkqAkcaGRXK2YKaQYt5JjsmNH1daJEEUcFshbxAFYYGLzZOTZ/kxUOysTEYRwuOhrgP0fvl6BL6HDcUi5f0HWSbo5MLSxZsndNimQKk35olC0OcPOxkAnoLebxCyILNejRw4wul7a00Ggyq3AyDfwP2Qksd28TvSPf0QHVllU8I1LYumm90HpKLW8FXIpRZ3d9XhL7eArgI0oeO1Lqu63bP8KFVtQFKAbSq162F+fkv/dZ17/32zx/7MSwvLXMcqGC+XREshEBlJUxm1csITOTO4HANEG3StKhIHmkC81azAn39fSLcXzeFRQ2iiFCZp6yJDkKEVegiOB+bPA7tdmdNAwYx2oqBWr6SpQmQE8f5hQicErdDZrEufzbp4EkaLmCK7yU2T37pbLYH2XqawZjGdJG8QiO9qpUyj+DyQ2HDEwBvQwJf02q3wLBC/jyxWKnBxRddxJ/zxN69PJyA2bgMaaLJupTwZ9kmb1OlUuO2cl2Odtm3b593No6vqnO7FECret369Kc//eB9337w/sd+8hODACuB7JK0Z56aEujcwt1utiGd7oGhAeEjpnwLyrEAnl5dBdNOM5elqSeddhM8R4AUW+5si5PpSLJIZ3PcAMJRo90QTkwew9c7YuYgyOG0FHmKJ4EUAqEfTfsGMSGFHBfsSZaLeayNG6LpJIUgPDg4CIN9/WDpGuvGIAcFkG5cq1ZjiYKK3Rq6YMVG8P/kgMSTXKSFjhRofH61tMr6/PDQEEwj65cbJyNFTA71pxMTSTaDg3kw8D2NRpNyQV46c0dU1UYqBdCqTluVSrmNgJpt4WU7IWlQLTPrpCpVSpDNZKWvOYAcgiyBbrPVYnljabWKzLTBl/b1ZhOm8THSrcl5kc1mIZfrgVQqy37pblCNEji4iaWJzJkA19ATeGIwkLlacPjwYbyfhmHb5g4/oXMbovdbD1lfJv9yOpODsbExmNgyztO86THqRCQ2feTIUTj8ystw9TXX8rYEbOUjK5wtOwGF7NHtCpfJ+uncVDydG0GWFidZv8btuHDXDkik0rA4M8PfOT0zC9F4LE0oLSTAM3snYK/XW7jvOSiSF3p2Nnd2jqyqc70UQKs6bQ0U+0sILNmkprOLI5XKQMd12UJW7O3lBLkOywgIdJYGWTPN3l+SCkgaIN8zJcSlUknIILAbvPgG0HK6UDk5B4NDA3By6iT0bbkabriyDo/tLYHTceNMj6Stw9DQKLyMwJrN5aFQyAuGC1rc9adpwiaXTqfwJwObRocZmBdnZ/F5i5m/yTo0wONP/B+OPX3v9R/g11OzDbkyOFJU1+L28kD3WW+GaCgAlcwGCXgggMDsob4izM3g9iNDp8XCQ7id7KOWQwn4Jwy4EYfax2nnLfy7uO0WnjRC+tsdPXtHV9W5XAqgVb2BCk729w9sXl5Z5iU9stiNjY1CsVBk4EogOy2MjjBQtzstbrygBTXhdRbeaMvUWHMOGNx8vtynxxJ2GlwE44HBAfA7J+HZ51zodIQcy5IFFjFtiv8cHSpAu52FZDoLPbkM5NJpznFuNupscaO4UCpqcpn0ZvB9OUhR1obu4uvqUKvXINeTg3x/P4zv2oXPZ0SWiGHIobQQzyYMWeoQ63ZhEM0M598gmk1omQJsV5ZXYNv550ESQffF/S/CzvPOh6XlJdbJtTjlDyBJcxulvTCBVxDkDHGQ1eP+7Tujh1PVhikF0KpOW06n9ZIfBO+EUAxEpQkjdH/b9p3MhiPfMk33ziCjHhoYZNmAbHGtdhtc12EAJV+z67mgy4nb9BnkhGB/M6G71oVFJ2DJgBpJkgigYwj8FLQ0NjSEQOlBLpPhBbb5uVmYXVzk+X9kZSOXh8GTxC2ODyV/NDkqij1ZcBHck6k09OC2+cj8b/rgjUKj5rVCfW1GYSQza2u/UPs6adEQTVuRGrWYjSgnAuDzIe7rS5OT0FMcYPsdt3hL+iwWPvHWjjoNDR4gsLJSYUug5wXNM3xIVW2QUgCt6rRVKlV+eOMHb/xPD9x/PxSKvWBYNnfAifmAAoAo5IiYcZcmriABJi03k05BFlkuNY+Q/EAdfGxZY0YqMjpowYy8xc/90z/C+JbNkl0DZJI2grqLtxYUetLQqleZlc8gELaRcRNrJo2bOhwdBETB1nVIpzQYH98EvQjkhL+O0wI7mYZOvQGzcydhZGRMMmJqLTe5YUXGTMdRpkIwFo4SOvkYmhwGACKfjhoPY8+09F47uP9Xvf1tMLFpE7z88stwcnY2bkNnUMb3pVNJIXfge7N4wgDLgrnlFv59l/Nn6dCqOsdLAbSq01ar1To0PDbeNBOJjI2X8SNbxiFot8QwWDJrIKiGCHa+gQBH7g1pLzYME6Ih2rwISINlDRHfScyVYI8WzbrIqtP5Xqh3PNaC8/kc68X5wRS8+MILsAPZcLlSRQbeZiZOJ4F8LgttrwtpPAEkbJMjR5nP4tevLK8yMx9C1l1EoCZ234O3VjIpFgBlTwzPUwR9bUd5oVEuPMp2GQblWH8WwwMCbmIxxP6HAtQ9alqZX4AfvngAGnjVwMBMUaVS0yarIVkURWSJBkt4FWKaws2SymR2naljqWpjlQJoVaetbrfbDIOuRT5iGhXVn0XC15OTsgTFfoqFQEqTC1hiFcyTnuMwfmamQk8WDSJClw14CrdodNm1dYLdH/Mnp2F+8ghs2boNkPwiS3Zg/4EDcOXuK6DaaCDbTkOj1WDtmRis7/kI3B5/LvmYe0jW6M1BsdADRuBBrVwCM5GEFjL1kydPwPDwGL8uNGRmdTShJQ5AEvssFviodV36s0MRnkTNMj3ZDD6A+08jtFyXtffl5WVYDMRk8SCMMrFDmXAHbB0kCYijS+Vn0N/LyhUgV1UKh6rXLgXQqk5byKBLiDFPbt868b4DB/azV9lCpkulRXMBNR84Bto3uCkj5AU7HwEqwSOjQs5vFgxXeIcJEwMBsgie1F03v7gAP/vpY/z7K0eOwvXvfz9kM2nIDA3Crl27OEdjbn4e2o0q9CHLpokqTifEk4DGjSGke7faHdF80hNCKp2EVEKDVCoFCU7ek52HcqCAcGwARBNm2eIXrwbS8z53/PFJhUdyCVMzATCdIN7z3vfAltExeOSR70Kt5UiL4FoJL7WMMcX30IIl1cL8HBQvvBhanQaHOOVy2W+dsYOpakOVAmhVp62+vr7ds/ML73vpwEGeWeK26+DXPLwXwEDfANiJlJAsCLx8XwTUS1eETsAdLZKFkfUskPYz2eotF9Iop9n3hRNjebUMs3PzDOqHD7/C7Daf7+WA/b7hYe5aJODXdWr/9lmosK0kFPJZ1qx70jay7xb4+DyBZqPegMMHD/LoKzAD0Q2p6fF0cIj/q4n5iCC2z8YrAMrS0C0dOnUHdk1shqRpwKHJE/D8vn3wbPgLfN5Zm51I9rwgmjgeiLFctEv4dcO9vbA0fRSagYHgjO+hMWBO58Aj3/2bn575o6pqI5QCaFWnLc/znhmb2MbOiGw6D4lUAtKJNNi2CaurywjS/UCMk5wZwkPsc9NKGHbZ9cFt1TxdJYgv+6kIlFmPBmFbGx0bY53YcxxOq2PGLcd755AFa8iyM70JmEGmXa3UoF6rszOk63V5kRI0Fxm0A4btQJ+RQPZsQDqT4cVEMHw4/6KLwOSmFi1CY7nIJ39nZi1CnXbs2AGZbBpmTkxBpV4HzWmDlcjAK8ePs2+acjsWastQadRhGBk+LTwSLAe+mOpC/mnHbfMiJu3j6NAYjAwPwolj1FmZ5EEADa8903Wdq8/4AVW1YUoBtKrT1m233Rb86CePNX/nX9+YofwLao+mxTqn04HeQi8sLM4jQ61AQF13CNQJ04Q8RWlaKbCR8XocLkTNKh6Dm2DTIAKOQjEuithnFsH5Qzf9Ljy97x/Z4zw0OATLy0vsHx4cGIBlBGXyM9fxMXpPMmGy/q2JcFGOHO3JJCGJGOx3WlByOmwDbLXaYCZsOIxXAJdesVuCsRbPUGRpQsoaLFIg0p6cmYKVxSUE0wQ06zXI9xZxv7vQwM+ikw8F8ZdqVR7jRUN0A54U7nN2NTHoEIQePTQ8Aps3b4FUMsONKaNbd0C96RKDf/Zb9/3vtwe0wqpK1a8oBdCq3lA9u++ZD2zfuulPdSNxzbGjR+AI/mgI1IMIQOPIfBdWUnDw4AFYWlrkKSlspfM92DY6DkUE10JPHrII2tTiTa3ZLr6XWKfXDcDUQwTiRcjn82AnkvA7772O/dMEfBRo1HY73PlXq5SgOD4OGXwdWe0ILEnqZrYOwqdMoXA9mR5IZPPQ8UQ4f5InmTThossvE9KLUM5lK/aa/znk/DtB71dWSqBzep7OcaJms8GNLfHrQg9PGn2cctfuNLnxht6aR8Cm2Yo0SMCik0MT9wP/DsiUwbQQ7MuVINfbd9ef7fnT/4o/Z+VYqto4pQBa1Ruqz33uc3vx5h133HHHZTvP2/5Xm7ZM7KSW6RcO7IetmzfDSH8f9L/znXD4xAwcOXwQWWIdPAo2spBRp7LQBdJyEVSbLXZxUNs3ARktpFFu8rGTs+AdPcp5GJtGRqFQ7JdddyG0Ww4PkCVGvVKtMUN1PYffRx2Gog07YCcJLTY6Hp4gXOos9KBULrMVz0YG/fQv9sK111wrFA5i0EHkgRbdg7xMqIlgJAL7ymqZA5Z6ews8sJYClSgO1TY0tvyRsJxMp6CIoJywU7xY6bQ7uA1dvLqoS3uh0KbNRNJHoP95vpC/+S+++Y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</Swatch>
  </swatchLibrary>
</Fixture>