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Prolight Equinox Fusion Orbit MKII (Prolight_Equinox Fusion Orbit MKII.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Fusion Orbit MKII" ShortName="Fsn Orbit2" Company="Prolight" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>74d21e76-6de4-4925-b611-d21017b35b57</Thumbnail>
  <History Date="31-10-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="30-03-23" Author="Nic Morris" Comment="Created from Prolight Equinox Fusion Orbit (identical)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="046eac01-2069-4d5d-9fbc-3b75208a0bfe" />
  <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="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="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="10~255" />
    </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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Ring_Macro" Name="Ring Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Ring_Macro_Spd" Name="Ring Macro 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="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="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="16~64" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="65~114" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="115~164" />
      <Function ID="5" Name="Show 4 (forward facing show)" Display="'Show 4 (forward facing show)'" Dmx="165~214" />
      <Function ID="6" Name="Show 5 (no strobe)" Display="'Show 5 (no strobe)'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Sound" Name="Sound" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~75" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="76~135" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="136~195" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="196~255" />
    </Attribute>
    <Attribute ID="Beam_Strobe" Name="Beam Strobe" 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="10~255" />
    </Attribute>
    <Attribute ID="Ring_Strobe" Name="Ring Strobe" 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="10~255" />
    </Attribute>
    <Attribute ID="Beam_Col_Mac" Name="Beam Col Mac" 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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Ring_Col_Mac" Name="Ring Col Mac" 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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Ring_Master" Name="Ring Master" 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="2 DMX" Channels="2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="38eedb51-a5b7-4ea3-8dff-4fa74e6dfe11" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="52" />
      <Attribute ID="Sound" ChannelOffset="2" Wheel="53" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="68a66bc3-a5b7-46c5-a414-3d35bcf19ed1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="P/T_Macro" ChannelOffset="1" Wheel="24" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Ring_Macro" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Ring_Macro_Spd" ChannelOffset="7" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="2" ModeLink="DM cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell2" Name="Ring" ChannelOffset="4" ModeLink="DM cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c8662194-0a9c-43f8-9ec9-2beebc1f2c1f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Show" ChannelOffset="15" Wheel="52" />
        <Attribute ID="Sound" ChannelOffset="16" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="4" ModeLink="Beam cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell2" Name="Ring" ChannelOffset="10" ModeLink="Ring cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="37 DMX" Channels="37">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9065f519-8cbe-4abe-80ed-47281c1159bd" />
    <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="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Beam_Strobe" ChannelOffset="7" Wheel="6" />
        <Attribute ID="Beam_Col_Mac" ChannelOffset="8" Wheel="8" />
        <Attribute ID="Ring_Master" ChannelOffset="13" Wheel="4" />
        <Attribute ID="Ring_Strobe" ChannelOffset="14" Wheel="34" />
        <Attribute ID="Ring_Col_Mac" ChannelOffset="15" Wheel="9" />
        <Attribute ID="Ring_Macro" ChannelOffset="16" Wheel="22" />
        <Attribute ID="Ring_Macro_Spd" ChannelOffset="17" Wheel="23" />
        <Attribute ID="Show" ChannelOffset="36" Wheel="52" />
        <Attribute ID="Sound" ChannelOffset="37" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="6" ModeLink="DRGBW cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell2" Name="Ring 1" ChannelOffset="18" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Ring 2" ChannelOffset="21" ModeLink="RGB cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Ring 3" ChannelOffset="24" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Ring 4" ChannelOffset="27" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Ring 5" ChannelOffset="30" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Ring 6" ChannelOffset="33" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="DM cell" Channels="2" 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="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="Beam cell" Channels="6" 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="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="Ring cell" Channels="5" 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="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="DRGBW cell" Channels="5" 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="210" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" 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="210" 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="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="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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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0zDEAaoAtWDAlDmH9gmmV8OeEYWcS2O+IsabttarZa1Ig1pFU9lUpSnUF8ZmZmqDBQ+Kd3Xn7FB2Ku/VPvf//7j5zpv2FUT++KADqqH7iQs8GX9F+9+957N6I9u9Zg8GP2PJ/fRm7Ro5pXp6Dpk1NvMcMNaHLxcXKP76cWo7IjMaG4JQTsUIHO6nj1wkl6Q+MkbRp2aXa6QTkG5+8yEB4SRCQGaKJpBrockYCwrV+HhcgBUkx6nAGy6NgC2ujwtgObFtpNAco07yeGoKWqR4vMzk+WFnS7N5RwWzKjDWPGW6qfASX5pNBqKW0ZOrW8u9aecZLp+rLxuC/sG2Dd6TgC3pA/XD75wAKI35cWF88aHxs/cNlll735+uuv/8xp/wNG9YypCKCj+oHqQx/60HuLpdJVX/vqHTamaLsMOtCP60GSWekEJYoBecyeWwzOQaJJfqxF2YMPk51MUsx2qVKvCjCnUhlKJGIiDcAy95zjR+llsydo3ZokWQA+fi/eFW12XVkMnCOVA91mRjvFUJxjZC0yUCLYH/5qmONKWEBkcF7seNIIA80k4WRonkG9EdQoVSPK8zmhuVimRr1M08fnBNQBrghPArB2mbNi+PF4TMDa89TsQ9NabhplVGdjt7vRPIfHzbxEuEPwmQHysAAmmVF3vI5z6NCRTzNIDzBI33gG/6RRPY0rAuio/q8K0aHr16+/e+++xy6665vfohYzwUQSl+51IseisreBWXOOGlacmm2H7DoDlFWnMTpIxbkp2rBunSz0BYs+s+0UjY+PM1h54p4Ye/gh+onjR2iYGXN9qU3x0RTV+fE6uvzaAW1DAwkfwzEGwsN8gx0iyftivBXmfJiBexQ50vzYCN8yDN51ZrOHbT6OIEEn6hVymx7FLJfSvMvq4gly+b1PBNPy/igAaS84G1asGLPqZORNlC1QL2b2dJuHGdMGpNVrlKYOgMZCIt7DT/hiK1xYWKTNmzfR1NTMx9/97ncffN/73vfl0/fXjOqZUhFAR/Vf1o4dO7Zv2LDh2/fcc1/ugQcfErsZChICFvvISVGDzmMwHZSJKIFnU8duMattEC0+QI1Og2IMVJA20pkMDQ8NUxZRc4xga6anaPvh/Qy4DJwMyPVaQImGT+P5JJ1YrFGNAW9Za8vI7Rjh90Tkc5Nvs3w7zoA9zeB5nO9fwNst8XbQpvcw+z0QT1Dc2UBHGzU+h7TJCWyK8fFWKzOUiLWp5i4KePpeW0sVBpwV+3VdR3crdh9T4GuLnKEqkC5DWWz0KQxz0hgt+wdyoyvRuFfA1ufnF+Q9N27cYM3OzN5y2WW/PnL99f+nehr/rFE9AyoC6Ki+b1111VVr0+nMQ3ffc29i165dVKlUwsAi6LzIy6h6aymIncXsMk+WD0Dyye/UKeWfpHZlluxYghaWFml0eJhSqTSNj41Smy/3rdlZGv/WNyjH4AaFtyg7DeixmSpNpuO0JRGnrzdbNBUorwVDOq3nW46BfjeD+dkMjIeZ6YJRQ82eJ8Wo8wyO0KkX3Bh13G00i4VBPiYHmnKzQq1OjY/zGNVbJWBr2EJuSnmfAdBJYdBwePQ6N7CgGAK3ALIKdrJk8dCwa0tOSNCelTukI2wai40AZjS8lEolOnz4CI2NjiQLA1v/mXfxitPxN43qmVMRQEf1fWt8fPz+u+++J3Hk6DFaXFzu6/hrtFvCCuvMnuOJzWTH09AAGAo7zKJrlOx8U3mFnY54hxOJJE2MjVM6maDZ4jL96H330gBf+ot3WWu6gD2Mdz1Qa4oGPciPF/nxLYT3IXqMb0sMzgf55y4G0Z9iEJxncF3Lv2MRcCsz70StTecxQ59O5MlOXUS+m2PwBIR7vO8y+Rb6xacFmMXxAe2CTwG27mhU4Oz2yBnWKd+LWlgU0tzzmFq8VGXLoiD2i7ZxPJdMJsVH7UrGiENbtmwSgK6k07R///6XveMd75i84YYbpp/sv2FUz9yKADqq71kMFn/7nQcemERw0NTUNINXJww1Mp7fdidBdu4VlMhuJgdeYxu2NzDGKsWW7qeOr6xosNalkikaKORFj12zazcNLZ0kl8EPckVDvyeAGoy4AsmDfyLY/2z+uYtvO0k5OUb1tmDcX+d9v5RB8WXJGPG700y1RTnXoWkG6FbqEnKzW8lyU5L/EcD61uS9ugMM2FNIiRZAhUxj5AsMooXM4ehBA2DBKyuMOrXUf8zvVpgtDe06EHnDLC7a4l5xxKpXKCT58bZcjWw7exvt27ePJiYmrEaj9Rf84l94Cv6UUT1DKwLoqJ6wrrrqqvWWbf2PxcUlmpubYxZY78tgNqlvvnsupQcuomSWQc9RYCXjpBplarcWVM6yBCAFlE4lKc6gVS0V6dJD+4Upw8/cCAIBZmjLWEhEByL4bsZSXYMPkQLnJVKPAxdH+D8nAwXsJ3jfJ3jbgY5P465NI+k4/bWXIGfk9RTPjZPNJw4bzS61Bnn1Kt9rkFs5EU5UUeOvulnTCphdHWFq9X3uwHTUkPJuiIUb2+A+I7StNzUArxYffWHNZsAAtG10M+LEUGd2PTw8Ig6PpaWlV73uda9L3XzzzfWn8m8b1TOnIoCO6gkrl8v9/e13fN2q15sibaxbt5Ze99pfoa989XZ66KGH5HIdzRdO+lmUHxmhhErgZ0AKmCHDtbBEDa9FpldPfMmJBJWYQV7cKtP5jSo1XZfKDN5IuJvh2yRDZoF3s+QrTfruAJY6khu8zq8YdOlnMwla2wwo0fRpruXTPR2PHuXbF/g4L+TX/1whRffyix8cfzalRp7Lx5ViJuuIJtzxHXIz42R5t6qeQ0ga7Xbodzbe526+dKA7HFdIHNrBYRYKu4Qa8o4veSHmEeWtDkQyAUCrxhcXnkHJ+qjVKjQ6NoKxWrS07DoXnH/hh/mFb3nK/8BRPSMqAuioTql3vetdg/VG/SUAlGJxWRa5Dh8+LNawxcUF2QbTsMVnXDifBgYtSYmDK67ZthiIYKebIttXmqzkNTMYlcoVkQwu2fcItRgAcYP+vIZvRd5fDWDuK2Z6lPf9CANbie/n+fZ7F7r0qov5mZ0e1ad526ZHOX7DSz1EjVq0i7cdZUD9VqlON+VHKbbubZTOpSmZcvnEwODIoF2tOnwy8ak6+xXq6Dzpdrspnwdgq5pUPM2endBiZxpT1F1LskO081kLGuFmfAWgnjdNOJCF8D4G/FEjI0PkMKMuFUs0PjZBmUxGOiw7fLJYWFh4LUUAHZWuCKCjOqWYPd94z733Wo1Gm0qlsgALAOtvP/l34aIZABoKbnJgI+ULCNcHc2aAaloC1DFbWfECDWa4hJ+em6OtayapfPgofbnj0+MMz1t5X2+JM1gxw15gJgz4x8LgYRkqSzTEt5fGLXr5lXznu/ye90Mz9qnRhntDWe+2Ix+a9zXL/z0YT9Oj636VhsZfSKmkS+k0FutsqvNxZXMMusVbqNick4aRwOZj9jrh5zbJdWqBUE2FwecOzPQWADIeC9RILl+js5FA5FfkVpOSSExXIrDd4HsmkxZpo1GCFp2nqelpuDgok86Iq2Nubm6QT5CbrrnmmsOn7Q8e1dO2IoCO6pSqVMq/hAYUtHGDPa+8xE8kEgIyaLhIZoYpnbQkhMhxAc4B1W1SAfsAObwggJOhRo16gmKVKu3lfcKqAI4JULuP6e0GgD5Jnj7lMFCWn8FiIHzPL39ljJwqA+njRO3FNrVbnnBXfjsaZHbsMVhvY+Cc5/e7fvy5lFz/J9LhGHNtcpmxdzrMapnZjw8v0977/0IODt2Psujpm8aSIARaLO4hI4T08YH1h52DgZIoWq1AOh5lTJfRqfXJCKCO1/javgfNGVo0gphGRkaYydcEsD1PMfZypUIDAwNydQK/dLVavYx3E00QjyoC6Kj667rrrvuFRx59NA7tFINYjSbb28bsMMNsNZsMkHEGn5RMK4lLP0YgvmKAWJsK/LhN6GMBILb1dBJvdloscgz7NCD5zwHtI9VggpxnrI7tZ+YJTzO0Z7x8cJCxbycfx+EYteoq+jObsiiGlkFmzwGT9UrHphsza6mxdgflEqPCZKHzYk5AaTlg5upTbfpvqN1YCkHVtG6r6hrmXAZnNx4XkAWo4vMCfD0ZZBvI3EKcnGytTwvz1j9R2CVAGouPJqEPi4S+XxMAdpyYPI6rCoA95BA8jpMC7jOTfulp/JNH9TSuCKCj6itmx7979NgxYX4AEHWZr4KBVIw9M0J0xzWajEJxBq24gKDN/5JaTHIZg8lr8XbOWtku3lFpb4Gn2OTWRErscSnLChcQ4cKAQ2MardryHhZNYmIKqW7FWImBfJG3bzjMfH1K8IPJixjM3vpzRDPHKfH3D9PflEdod+69lMk/Vzr7MGO20QioWrH4JOFTPnE/PXb/30i8qVq15OOBPkzajRGYDkBbgBKRoW6CmbT2Slu2yp6GtOOKfc6jlt8WNJbvSLR29R2qRUaH36IVnthwcsI7AZBNmzhOAJA5KnxVYUKkkKi3uLi86bT/4aN6WlYE0FH11ZEjh56HxSpP+5fNjD5xHnDZDCLtjqfByGOWzZfoZX68Bsy2qFrzRYv2Y5v4NRkGO4yLasAwIYtg3uKiLPqNYgI3DG8a+GO45A9UG3dGgzPY9DDfylMBFYZssfE5MUdYuvO/X0X0qhvJ79xLf/nAn9JffOdNlB7/FXWcWDhsBQLQtXqbctkSHdv5AQp0jKicaBhgMUmFQhudYr/4vOlUmlKZdDgCCwWZwvcCWVTEYIIaXzJ4vmrawQKjNLl0tBwiaXbyjAA1hGqT9ZFOp5gtN+Rqw9Ysvlarikcc+60yWPOVS+zyyy9/1rXXXvvd0/V3j+rpWRFARxUW3BtTUzMF+Js76BhU1+fkwIUgeqtMT6FataqAiwGvVizRcmYUSoOavg3MwsuSQxQMvJjsk7eKHIDHIHPcXp6nl/B+Ea4/EZBkaLw5maAHGy1aZnArog2aYKuzJGcDyknzAY+qG5LUKhEDWJtZNbPo279O7ZfeRFfteIQ+vfv3qbDlt2R2IXA28Bn4mbnX+MwBUK7N76DW0mOiN6MEjrWfWf5nBWFQkgB0JkNDwyPk8feAzysnBAwkYADF4FuAbKPZlD5vkUvwVQS+eLzBrC05qSlGDWBHyYmOH0CjCtrd23ISVDY+pUtXZBL6YnPRtIT/Mr8sAuhVXhFARxUWA8Ubv/zlL6v2bEZaNHgkYglhigBpmRqCxTUdsSmLbLWDDIRbKJ4QWzG5juqis+I2tTb+DvmLt3XzlAFQzCgbgUqjm0NzCUES6dDGuENDDPAXZhO02PLo8baHIDsJ4b+34dGex6rCqi/m30ddm2a/SPSOu79Ajw98kIa3vVgmrQSYTduyqM3suc5A2GiUKN3+JLVLX1Vyiq8kFTTZwP9s7HNB0OnKE3ySGBgcEFknO1QQ6QFBT2D/8H7jJDQ8PExT0zPSwu0yY5dRV/LqQMZitRt13fIdSPaGkU5QuCpJMluGPo3nlpYWZdEVElI6ZUtDUDaXw0Lh807/v4Conm4VAXRUvfVTsHqJ+wB2M7Rz25oBwvMMIGFQ9gOly/rw0zX2kN/6SbKTmDrCTJMpb6BB2sueQ+5ZryHaf7MwSIgILQY72OMwqqrA7zFIspYn4HxW1qWhAQbIRb4/kKb8YoNOMhMGjVTSB7NpPp5/HRimvy+8iDqbr6TBwfMpgWCiDuYfkswlbJUbDPo1SjY/TUHlsxJrajr+hD/7Zs5g11pnMp0BuLC8ZbNZuYrAKyCbuDIFxhXwLOQHJOxoaXlZJA2TGQ3QhT7tt9t6v5Ys+qnJMW642Ao9emJykip8EsEorQLflotFxeB1C/3Jkyc3nf4/f1RPt4oAOqqwmCGe2+mghw+X6JitF1eeYN/SWnTA7LQhAfu2ZoTU/K4AYJwv5dMJBqQkZv6R6MUN3k/pvD+keGUfudMPkYcRUakU5d0YpRnM8gxYYNLQdsG+B+AdXu7IjEIgKhhzmxHyJy2HDvB7H40n6YNj6+mh7b9GsW2/R8PxQcry+6QgazAhrt51lscAACAASURBVFcs6hQ9AcpY5z8ZnP9BAaWvFgYhV0BOOHbkiCTQmRaTMEtDu1QgcbShGcuT/DjvDyAKa6GRLdBcAkbd7TzEa2OU4s9nuhMhnSAgCh2Xrj7RQSpqNBtUYkAeHR2TfS0z0Mf16K9MJmucJcOn968f1dOxIoCOKqxmszFOWjsFILvacaAuzy0BYiS/2aR/B3rVH+DncZk+SckMtGdLhrF6AC0GozaD2NKPv48KD9xA8UN3Cps8UBig5yzOS/t2gbebZmA6z3apWWsxG+W9M0BbLjN2W8gufYeP4+uja+ix7S+g5Yv/J7mp7ZS28hTnY0tg2jYW73AoTdUYEuvcQq3lDwoIG3AeGR0V8HQxlaXd6rMPmgwO01SDRTzj/wYwo6Oy3fYol8vS3OxJZGZQMp4Q6xxAVQUh8ZVBpyWyBbKuy+WSfEeWtuS5uivRsPJKtSyvG+Xjwk+MxQIThxyE42k0Gukz868gqqdTRQAdVVhzs7NpI8biv9CYkcQJoBJQ87yQLfp6jp/fKlKn9DnqTLyNYgyu8RSDc0IF6sNN4TFIdrJpmnnF2yk3fSnl7/pHun/6EM0yID+nUaMCA+UIgyGTXyrBrufxSaEwTqXhJN2a8+kL8RwVn/MSWnruz1PDGSW3niS3FSMLa5iSwRRQi+9XG5AHfHJqf0nN6Y8JOIsEw7Vm7RrRho8dPUIdPVsw7P4LuguE+gFmvDVqVGvCoo8eOSTTuYONG6lRr/JzVSou88kjlVTgzMCcYFDG9wMnBsqB40OfADqeSbLrTmYBs04mUkiwkxMIxn8BlJFwpxYePSoWi2Y4eVSruCKAjiqsYnHJNTE/AB+wRjDoYnGRatUKxRhkwCIB0KIQgN7y/dbcZ6i+4depGRQYeBg4kyqlotP2qWV1yE8zK87nqLbtZ6j5spdT8shuqjzybTq48+v0+ZkjqvuOHNFv04U8uVvOp4WtF1F16wXU3rydGAbJq7bJKvPZosQnhapPnaZHNbSV1yyKNYgyCQa1Xe+i5cNfDMOPcAWw/ZxzaH7+JB2dmpKFTzXQFV1+Vk9IUrcbEFcIi/MLwrYPHtxP7WaDrw5cmp46Rhdd/ByqlsuSbT25Zo1qeW+3qcwnGGj1vm4Tz2VytDA/L98TBhOYkVco/ITDA1cSiHCFpIQ0u2arodwy+niazdapIdRRrbqKADqqsDqe32WSRBKJCUCplEo0ODhAo8MDdN72bXTfzgelT0WCgBip27VZqh3dQcfTHyRnICaOhirvp2JjcGyHYnmHYkN8+T6QoHgyRp2R51P5oufQ4qvfTLRcIWfuJFm8Qz+dIW9wmBl0lhK5NA2mkzTkwJ7n876aVPWbDHjM6pstqtQZxOoOJWtxKlSmqPTwFVSde0Aze6Kx0THasnkL7dm7h5aXl4T9kwZiAKdkbPQMfQ3nEcpPnxYXTvL+a3TWWZsolYjTuQz0X/n6N2l0dIKK/H1Aymg0GrI/zGaENTFo+9J5iKwOuDWgLzfqDQFtbAtQ7nSUdxoLrhs3bqY6vwd80AD1GjP0QA8OgCUxqqgigI4qLKvnvwA6T3fagUavX7+eL/cP0pve+Ca6d+dD4jSQwCAktPHVe+nIv1Eito4eDt5II1sGqMhcvBKrMUB7lM4yq8wlKJNJUAzJcgAwBv96IsagHKfOKIMyg1uAlupsmuJ8G2JwHuFtk+hQ5OfAfmtMlX0G6k67QUGdj7HiU3z/XVR6/JPkN+cFYMFkLzz/Aspmc/Ttb98nLdSqoSQIu/1MEH8gkZ9+33eARbwyAzCeTzKLBnxPTR2nl7/85dT4j/+UExYab2ZmpuUnvhssAtqW1Q35t1QjDDzkqsW9pUdnKf0b55BmE4H9ZfE/o3swjgYcMpkfZEwlUa3yigA6qrBsy0a0W8zEsgU6UhSWs3yuQNvP2U7/dPNnmT23KZvJ6PjMjpIK+Gdj/yfIbs3S/vYvkr92hLwRV+SBbCZGg3zLpJlJxzABnKji2QJqvsxgZbBEK2E8RnYyTsm4QwN8yyf4IUz6BuNtYiGQwa1ZJL9Vo8SJA5S5/7NkLe4lJUUHNDkxSc977nMJsxMffPBBFcSPYCRbJgaqzyiLdco1YuYNel73ebBnyByJZEb83iMjE7RuzSR96tOflgU/LB7ixGQmpXRkWowTMmqEM5V1J6a8l+zPDATwZRu8hwJtiwYGBqm4vKxyPqQhxpETo997KRPVqq0IoKMKqzA4VGHUHJTuusCW3A1MOBkbn6Dde/ZIgJCEJMX4JwNTOpelakm5FbAYiFAk6+g/00DlAapar6Ni7lwGnTGZVRiPW5RmEE4lLLHtLUmfSGAG+YmWTVhIcy2x2cWl6YV3afu0xCeE2UaVmXOVEovHKP8fn6bYoYco8NRMRJxAXvzCFwpYfvk/v0zVSkUNpbXsMIkOtTKVD8+L5AHWqp9SHnAGUmbeGzZsoJPzS7Rm7SQlUnlKdywBWHiVBag9lWYHQEUoFF6LRUFoyb5OyXNk27bIHel0Got/EuIPQD9+/IScKMbGJsTBAQ96oA5Mt4hHtdorAuiowioU8icY0gZVC7TCTwvpauUyxRAxypfnWMiTAHoGoFqlLr5dDEJFUL2nQ+mDxYOUuesGKhRfRAtjb6T5dpKJNrRpm7IMwDk7oHgT/uS2SldiwCIAEhpKmG3W+H3mHJ+Kvi0dirGET8MLR8n/h78mZ+ddFLSbAmR5fu/nP++5ND4+Sd+48046evSIAKhyStiaOXeB2QQjKSuhkTuoG9ZM6vg97byAVxme6Mf27unX5kXWUYuCslCIzkuvpRkzMqrV4Flft45DwjDpeSgcYyIRo1w+r611SRocKIheXeP/wWMeT0b/rxlVBNBR9RTjySO2Y19gZjoFOmJTGLIZ1aQG+QnQdbw2g3eL8rmcgA4YtMgeuKxHtOgDX6XRAzsp/qM/TsELXkJTz34O7Utn+HUtapbr5C9ViEpVknEnELLRSu03qYqQUStFa6anyP3u3dS8+xv8U0kW8BRPjI3RJZdcwuCZpd27dtHXbv861etV0XexH7UIaOvmEeXZJhXTIVcEsvyJk0FgBrwCZBWQCwsWhqta3KFHh/Fz4fcEh4pqXfd0Zgm+EdNhSbo7MfBJB/c3BPThDMH3hBNaoZCjhYV5GQO2uLBAtdqocpPY8gmQ1xFJHFFFAB1Vtxic7k0lk78KjVnaoc2op8AMSw3UdGwV0CmX+qWlJbGRxRNJsvmSvykNHhS+plFapsbX/p2cr/8HZSfXUPqc86ixYQs1ckPMNF3yG2DRCuyIQc9pVcjFtO9jB6h2eD9VwUz5f8lEnC4470LatHGT5DM/+ugu2r//carX6pIwZ4KOLEuF5ZuBr6hwWhWZpNHQTKift7T1Ti0YttptSltWGBEdaE9z715UML8l35EJXQrCqd7q4wC84eDAa7BvyB1obgFAQ8MeHBxiFp3jk0A5/BvUqjW5Ksnn8k/NHzmqZ1RFAB1VWAxSO2NxV0AP+qqDXGS++YEaeaU0V1IMmQE8pjvp4AseiiXElgf7GIDJ73jSDSglaW8elU4co+D4UWGWEreJ0VDSqtjfai3/YzAbYvDauH4DrVu7jgaHBunQoUN021e+Khpzs1kPHRgAZcWare4+LOsUzdlkbvSm13Wruz2YOplhsTqI3+7xKJvt0O5drdeF1Rv5QsDaV+OxwJodJx5OV8E2aDeHtQ5TVQDYmPl41llbtQWvLTJSnH/yZ4kYdFQRQEfVrXq9fkIu93VuMphxKp0JJQ24GwAkAlKeQ/l8lpYxpqlWoQazvlQmJWzTaweSAOfpy344E5yY+qemAI50eBHJfySsnrdPJ1NibRsfHRVmubS0TLMn52j3vn2yaNdqNHSusupolKkmlh0Cc3fIK/WBbziSiszg1u50GGO76wV0AOro2JjIIGYqbDKRFFkDC6S4SsDj6ATctXePnFCyhSw/rrotsX3ccQWIsUvIHJ1OQ+QNgDreB4uFuI/FQzTSqG5Cj9L8fXfHcEW12isC6Kh6y4+53X8SqrlDXd77shCmFr8UmAW0Zs0kHT96WBotSsUlBi+HUsk0JQTEWuRp/y94t6P1XksDoqS7aUBVJg6bagxo5WqZpqenBIhlakmzKfkVtgZYOC4sjIzCAqClU0H+CzAz0oUaSRWE01NOafMmo0MHNDg8Ku+pxmNBfWlTB7MKkdXMVwk4DjTvIMMZrFjlPfPr44pxp1MpAWgUPqvER+tp31gUxHcmDSq5vORwqPfWJxi0vZeKEYOOKgLoqPrKBoCEpYHL0+OqJKPfCySpDpJHXM/tA+q2mnUJ8gdbxmJYKpVUOjQmpTAzhK4b+L6ehq1BMYy/UHa73sfN3EAUGGgyDh91lhl2UsLyJYuZ2SdYvWr+8HsO2+jAKx+TECIJPwIKyjGSAesu0IP1gy2jKaUwUKA2Ogb5hJB0E3LiiMdiYUoeWLCSN1TsqPI6t5TDg6zwhGY0buxzaGiQZmbmJMUOerPrJuW7RJi/YfWtVicC6KgigI6qW67rWuYSHBUYm3JIUH1hd8q9ZgmrDMGQn2vUKiKLiGRhw0HXoECCghyKIdje0iOiJJ/ZD1utrdAKLXqAgD4W1xBSlC8UaHR4mNatXUvr1m1ATjLd++37xEucyeZEepg7OSPyRxAy5aB7vLrAxmF3g85rgozMT/V5e9rcA3UsOObicpEB2RXW29Tvgc8DBT2w9eBZAV8vZN9wgJD6irQzww4BGicHTFRBnjSYc7MJ2SMtnwvb4H2wT1+P04pqdVcE0FH1lp3L5Xp+VQAk0629TphjEQTKySDMOlBt1NgW2myKb01MIcFgWbBgsGbtR4aM4cRdYZaS8Oba4aKbmm7tiu0MJwm0amcYyEbHRsWSNjE+Lo0eJ+fntE/ZkW1h9TNk3IBuN4C/m1gnNkDdLQi22rsoaJpK1E2dkBAOBSANkOjH+6kjxlQzZ4RIAUAx/kquCPg7cnWCnbLw6fgn1+3LmjbdhDhJ4DOiisWSuDoAzJA7zGfwcakS1aqvCKCj6iuwP6MxWzpUSDRjt5vIZmkGrdqe/R7GHYiObCxuAuxt6Mdq0Kua/0fhwp6aUhIXcHOcmLwXFh4xEgogmkqnJGMZk13A1hfqizQ3O6fGZ5Ev74/wIcPGu17lILyL9zGSBu7DVdGrWZ/SUa0/G/Rg5HjEEcrf6WjZoS0nKnRFolMxHi58+pKOZ6x+eH+AMK4k1MnE6rP94XvE5wNI4zWSUy3af9clsjIjJKrVWRFARxUWA1/ZOCEs05AiN81MlaqqGjL0gtZKWaHValA7nmRAaonPF+H3ihEqexsigQIr0CzcCvVf31dWvpaO58TYWOjAcJQ8smuXTLteXFwQWxoAF9svSXSnXswk1TRiO92mErVfxfShDwMIlV5shVKHeX9zDBDNxVYIjQZjrFpNw8OpBZscHxs6KLE/WOV8nbmBLOgK/w5Alu+PSBg0wHjlCQGvAdirE4Yj2/QCOMrvmrWjWsUVAXRUYe3fv38Rec9ymY/mikAFJgGCBWDNFBXqArO5dO+1siHUXqXdGV+0L04M2Q+YIfzUaIFuBbLAByaNpheAVL1u0dLykuxfOTk64uRQFj9fs1V9UqC2YvnyP0uN1OqoTOZOp3viUAzdldfhuVaPdt4tI0UocG2im1AGwvoMtDE5PjdQTgt4xWMM0ABgfC+pZEIWLsGofS2vqFmE3cjQ0KERfme+dC+azxLTLfTmpCEdilGt+ooAOqqwbr75Zu93fvs3tYuCJF8j0G3OVtju3HUkALSoR94wBXZaqZRELpFFR5E3GETRCk6qfVxykTH/MCA9Abvboxda33rymle2WpufgZBeP5QRAPjh1Bdf7dV146HOrdh394TSPe7uwihKtGV8TlwtIDyp6VEyGRe5QxYJAxI3h5ouo6x4mAiOXJEg3I+SO8z+e5tcevXvrt2vd1EzcnFEFQF0VCuKAYMx2VLpEoJ+1NVldRiQAhpbQPd75RaD+VarZdGTLaeHPZrdBWp6iZJOuh5p00TyRPXECZzdmYKmYQXgDwnCsszB6yklcGHoxcEuMIafPDxAXx9bW4dCYbaiY6vJ3jUdfKQWNR0yC6k4OeA1bky1dkuGiUU976E/4xN8tt6ThWHQfMURAXRUEUBH1V9a+7R6F/7UA2aRzw7D+kWW0L7p3u1NfkejURdnR8wsPOr3sLV8YhnuHGjPcg9Q9TLNU4G5a4lTbBgnBCUr2LrtGhKBOs6udBGQrVl5d2Gxq4FrNi2gzs+h9Zo6ShrB4p+lTgS5bEblbJgrCFLyREc7OaChYwEQR59KJmUajdrMOESsUO5Qn7Ejv3c/ovm8USdhVBFAR7WiPE8gTRAkUKqxLJyZEVEq+Ectysm4p0SijxWGmrSAsEfVSpkKAzExT1tarTAJn8YN0muH6wVnVHf6dvhI6MsO28YF4C3RnZX262l7oBM+v3L/nmar3fcPun7vgEQKyeWT8nRC2LijU+88AWFPgzq+C7PgZ64m/KBHpjnlEsMSFq+ch7r7UGvPygmiFlT5DBEx6KgigI6qvxgoPAZStxcdRIf1uxNHHEfbxaSrLnnKPnrZb6NZo3Q7K3ot9S2UyX/1PvXSo++bpNOeDpmgh1F2gdyUcWCox7DwZofOCMVq3VN0XuMqUZnQQc97CEyrKFV+reSJaP83Rle5MsIKnZAkFj8zk9B8HzKP0FayDyx2YNSntpLb+rqhX/MOQsA37ehPqOdEtcoqAuio+sqxnXClSiAvbFk2LFNPCwEAoUNQ3AddGcIw1F4WXK9Vycnm+LH+2E7TGKJfqBYIRenQGRjUBfqVTLTXHtddYAPAKVkCjB+AaeQDac0O/D7APPUnkaH5SippyQIjbHxgvJi8LQl8ji3gbVtd2xwKnm7VyNKSWNFYeELq2T/1gnU3+rT35CEaeQTPUVEE0FGtKLOgF+rFurOty/i0vS5QFjlFbCGydoOUwn1pYEWEJmQBgJbRYbulmG+v7VcBWVfWsKx+UOvtSVGA1s+CITsop4Ufdh32grMBdxVwdKqsgkNKJhMC7m1+PWbBOMKmPfIshyzPl+9FkvV8SeWX45WZhGDN8Dk3m5SWrI8e+54eHtDbSt/9GYjEES5g9tpWolq1FQF0VH3FrBjuOnWpr/24lmaK1MNk0YkM7RVtz9L+TciL7uZ2GBYtDRj8LDInUKohw+5htP4KFmxer352Yap34Wwlm+7qy6YUSCuJovcz6DVQMrqz6suxtcTghftAuJPjtARw2xrAOxLMVFedlcgckRjRjhysAXsTx2q0+e6xdb+X/gr0iU2Bt2H7OJT/l79fVD9cFQF0VH2VyWaM8iu/a0OGtGer0izP8mTKCZozkJEcYyCr1mqksppXABEcEEEnbNu2bVfAUILxibqg5H/v9mbDxo3FbyVb79el1XbSqQepw+v0sdVuZKrVw2xX4KEwbCWTdLymXAHgtQ5/zpg0vjhUb9RlRiNK6d0xPUXFEX2+LZ/PgPOpC6nd49WyTmizoyiLIyqpCKCj6qtkIhn0MkyUyAUiJXSjSPEYLvvReRhPpCiTTkkEqDBUywCkHQKR6K1wVwjwBbqxxJGJ3DgZtJrKngbG22wpYDMADP8x/NTQgGNuHNPHaWnhJC0vL/Xp3SvX1cQKqLNE4PDoO2dYFJ5IwKKRjhfKH2pvZJwdgUgOvlrkhEe5o9g5NOgOM21XtGf1+cx3Jcdtu2Ra2s13uXKoQBhAJQ8YDfoJThhRrcqKADqqvrJsywuzmE3HnU5nMywWAAKmmM1kyGsNUiI+I0wSWRc1YdGhE6EPkIA7yNbwfVs3eQS0tLQo4GYyLLp9hUYOsQjiCMLtjRsDE0jwHm5PWlzfZ+hhqCYGFIcBr3T/AqalFz29rkZNXThtY3EQx8FgDBeKjPKCA0QYb0scHSgwZVv3iMtJgR/zZJJMrwslCI+tt5TeTKFrJVSSIoSOiiKAjmpFMVttMIhkVKu1H7opjBxgNFX8jsB5gDIsZVinQ1ymmiJiWGP/whwwB5f/zUZLMqFtYaEOg5lHv/wrr6W9u/fIVJaZ6WnFSPk/lUpZMXEGspGREVlwxKipY8eOC7ib6o6wOhXXjGyAMt5p0wEYArl2kYhFzlFdg5K74doCxN3PYPEVQ0zr2qoV3iwU4iogxlcBaGARhWIFGHcXP1cco99tBlIbyijaCKCjigA6qlOqwggyjDvKBqYlCavXVaHAempmhs49+2yxnSm27EiGMtiuukwXLtnXFIfLeTU4tSljsEwzyV133U0vuPRSCeF/+SsmKZZIUqNRo067IwNj5+ZOUrlYpPUbNlCS3+OOr/wn3X7H7WHziNrPqd13BpxXLtKZJhOT9RHohhwj3RCkEX6mo9PwsNVKXzOAWZZA9VUC9tLhKwRbt0d6OnTfnNhWavNdSaVrwxMdmuyokTAqqQigo+qrRDJeMvfNLELXSYTPqwUs5TWGcor5fGpxS3mOEY4Eu5mJ4cQ/MWsFGYwnlGarokiVHj0zfZw+99lPkxtPSHQndO1CIS8jocSTjCxqBq3vPPCAZDFXqtVQnrCsbvC/OsYua5cE0R7JJQgsPaZLNesF1B04MDQ0LO3pkE5UGgmfXtoK/I3d0AOg66wPWTjElQBGb5lJK/y8E7OpKY0ypy56ho4YdaQ9Do9eq588FgVCRxUBdFT95druohFhlbyBAlZoe5yWAcxi1uGjx+nCCy6i7z78XWlEAdBhQa9Wq2ivsZI7usxVEJOBNyWMtFyuaP+vWnj02gy+8FeXi7Q4PxNa9brSgAJdS7NUBaYU7rsfmHv90d2fYRSpaRsPLDU4IB4nv1ajdCqjEvs8lR2NgmzRZPCGhIH3icfictKANIKTmACzBv62dCHGepwZvScoq+9+b1xrr/wREeioUBFAR9VXDF1Fo7UaFqlK5URIlkbPZXqZgXTN5Lj4gpUVLZD7rjR2GLCxBAR7m0uwHfRrBOPXaw09JUW3Qlu9wGXeKQiPA3htFiwNU+/3G/fHd/Z3DBoTod/ju7ZoeGSMSsWiHHcun1caM2+FUVReR01FUXMSY8ze6yJfWHBp4LPwbgDcoh3bCqRtnYTX7zDp3u89YXU/Z7dpJjSTRLWqKwLoqPqKwbVp2LFAmQYx1ZGnpATIG2GoDwPdkaPH6KKLnkX33nuPbIttkAWNkVFdtqvjSfXzMuMQejQylbMWZYIklZhNY0RW1zfcdY08UXOKKXW8vc0qvYC80n5nUuuUg8Mw/OLyssglQ0MjoqU7eiQXGmxcR7lWMFG8WVfTxNFpiJOKxIxC+vDUnEIMmsUZxKNu4L5ZlNQkWenRZCbTmAS//hQ7PnFFAB1VBNBRnVLSPWJiMT3t6VXg7Pek2pGEBGE7scDxQ6OjozQ3N6ufc/VkEz3JW7Nbhj3NXgOVOGeriFC4QMbHxqjGoF4uVfTr/D7A7fUT96bUmfZoUyubVszxq84/NU0FmrKlJ467jvJfJ+DnzubEMqjyMAJtn1NavIUxXF6b0pmM6ORo5/YtPbXbUR2TmD8Tc2JyAlKDak8tWKNFFQ+bZfrBWV8VRAAdVQTQUfUXA4UM+lPuArgX7FBCUODcdSOY+2ChBw8fogsvvIi+fsfXwo5AsGjfr/dY3GRaNbm8HzFNyBKdR44+EXSYkWbTaWl+gcujXCoxS+30tGB3vcTdnGeLvlcHIuQJw6pVmzYWGn3tr4YMoWx+JnC/UCiINKGiPXzxQQvDt1XnYImPB6OuWo0mpSdTNH9ynoKOukTwWmq8l/inwynfasxXb96HOdJQknkiZwe0dcuJADqqCKCj6i/L6gnE0EDVJaQAZU9atVUMp1q8ExbKbPngoUO0bds22rt3b7i4B9BCh6FZMFQukO70aytQcaYmaB/sFZLCQCFPI0NDIpOUymUq863f5tedom0aWkJvst4QgNyrSyvWLOw4ePazn/34BRdecPyxfft/cufO+wScYd9TkkVHgDoRh3vFN1+EnGCw+GcmwTSaDfkeVCehCoUKdB+mdBrCrtej41uhBk1mSI3u0DQ2PCu8UkEkylP4Z47qGVIRQEe1omzd2GbC8NVCnBkCq8A16GHVdshicUm/ds0WGh9fotnZWXlcYjdjngCZ8lSTdm1IbL2SHiQ72dUBRI60fKeZSadSGQZ4HUqEEVqVChWLRVpaLlKlUhUAFpaqfcphlnK4wKl+DhQK/sBg4cT69et2jU2MfymTTP7D8PCwW6m1j9+/8345ieQLgwK0uklE2h7lmPlD5nIp8WPHE0kJUbLUSmmY0Ifjb3b48cAhNXHGFgu4nMRISRpKre8BZylLG/ws0vO+Qm2/d8hsVKu3IoCOqq8Y5NrUw/RQfYl2kCU8M62kO4UaejQY8tGjR2nL1rOlyxBTSQCQkBrgeQZEAYghfQCEU6kEJZJ8w4goLNhZCqzEIWGpgbSOG5c267SbodHhEXFLSNs1s9zlpWUqM1BDrx6fWMvH0i5VyuV7+dgW4sn4LL/39PDg4MEbb7zxlqmpo31jst/3/msPfezGDycBpoWBYSVjWDqH2bI0dAaU5GOt8nuYdDo3HKOlXC3q5ITgqIRIG3Jiw1UHrgawmCpfpP4ubbuPRZNuL/f87mJhOFyAgsgHHVUE0FH1FwNoA80nAFej+qqOu66koGQNl0xMJgAcs/UCyYXu0PTMLF1wwYX04IMPkFnYQ/cg9onXxZCAJ115DMYdn9p2R4APjFcBeFzAvt1qUqndEjadzeUEnAHoMijAStL6fEEtMuoBrql0Jj84NPzShOsca7bqd9ZrtfunpqZu9X2/D5w/9rEbv/GJm/5qEzHII3gJJxDILOgChD6uJpZrT7OvZBcBUkgbDKQIbCI9/QSLjvBPA5zNoqeWUbpSjH5fqy/jWj1ixmN1t1P/TadST/WfOqpnQEUAHVVfMUC2AIiN53lfPgAAIABJREFUpgnj1wpsj8tAuTM6cimPNmgjfxiWjW68WiNF5517Pu3es1sA3mwng2SbDQFFdAmizIKjo5Pd1HRul5IpPQuQX1erVmUqdyKB16XltWDemHiC4xBZgcl/pbhk1xxnoxOLv6kwOP6mzVu20ef++RZ+abXYaDTLBw8dHfjcP39+uFEpSnZIlm8AVWmw1jo4IkWFGXdUl6AsGPKJBCy50WpJ6FOz3ZS8DYkkhdatPXT4jGD0GBgrMacUhMCsNlGCs9HiIfMEJmiJSGYlWpIH4kQMOqoIoKM6paph4luguu0EfGW2HwlggjX2OzpsZsUqitQ0jpQrZRofHaN8Pk/z83Oht9nY9Gq1usgeYNYZsa0lhSGrk4HaDtpyPO6qxca40qdt7U3GkRWlscQJG2McPYIL+0RnYKW4SAtzcZqbX0wcPHho7NFdu8ZOzs3JQicWBNMM8irSyVepdYBSaevW2njcFoaLUvMIOyJ9yMKkOE8UMYcG3dZOEmn5dh3RptX23Qk1QY830JyUjA9bZJXAuDtIp/1FtdorAuioVlbJ7k2FU4gpDNjScZpKh/a028DRTRpWj05N0iZ9YuoEDY+OilywvLQkg1YBvt1Bq4HIHlhcNI4PNIAgcAksXnRdZqfIvQh8pVsjHh/gi8cYA9VsQO3kAKgDNJegTZfLErB0YmqKTpyYol4vdSyWkBMHtGx8Vg9MOaauCgDwZpgA3geFk4D6/OrEAbDGZ5HsDb3MF3fVCQtBS6lUUvZTqVTI6r4tWUH/rEZpVTchT4EC8K4lMdKgo4oAOqoVxQy4bNwGKIUdvTnKXcQB2CriiEwMO9SkwbLNRBOAVC4/IB16i4vztLiwoGM+1T5kCLaWT5rNlgD28nJRtGowYUghAG7IGclUSu4DANUCXCAsG0y1oe14YNW4dVumg66EIsH/AP+UAC0Kx4J9ykkGdj9fLeQ5kr3REFZvWTEVqhSQ9lOrUVh4AJkcvrEQkjl5JLqt22SG367M3VCf29F2Q9nKNPPoWI7T8geP6mldEUBH1VcM0EV7RWynFRjp1Nfyg7LJmXAfA9xqsRCPq0YNkSQYgGBHA7Cl0llan83LlO/i8mLoj1Ydg0SmrduAGyQQSCGGrRuvMJ629b4Vq9eDbHuZvy5sA9AE0IOZG/sa9mcYM45PmHNHWezwfugUtLAAyQ+Yxc2O1xLmDjkGx+44MQFwkTVsJYc4ms1jH9i/AWPljXb6WtTVFUiiy6p7Ogp7p9dEtXorAuio+oqBpWicGiFbDnwdKN/N0lDWuq5XFyOjzKxA45FW/mlXAF15qNVz8BNPrNkgunW5VKSlxQWRDAyomW2JuguT4WgoaWwhWcCzLE8vKppuR9PWrbRohDHBS20kilhMtZ7LoFfNklWDS0cAHIVBuPhczVZTdGRpTuF9qQnegfihleauUvQC31jtAkrwPsIEkYDkPXF2s8PvbcWXHVC4IGk+o7oDXduKJI6oIoCOqr8YJJfNOCqUInTKlWvZZoyVoxe3DNtTsOR5bQEq5erwegDQzN6ztf6s/MGI2wALBVvFJBaAfH/bdr8sYNqjw+Ah0k4ISx3T8PCw5GIIy2eQhVgBDTsmNjlPwNlM3VZsVueB8PEgTwTSBD4XfprWcCXBKFYNIQLMHQ/WKw15LJaIy+xBCuNPYyKVyNH3XomsaDzRsvOKhhSdtCffoduhqFZ9RQAdVV8xKC3LrD/qyqBBd16qAh3LxGQCbHWaXKglm8GoejqJ44SX+r3B+ralgv9LpWWq1yqyAAgtWHRpacm2NPhST8dit83btHajjIUvk83S6OgYHT1yhAJ+zNfgriQKp+/4uoFPSkpQ8aiesGdIHqY7EguKYPcmBlW6F3k7E60KRh1LxcNgpY5OteufPN57MiMySX0qVc+4PMI56rKfoaGhE0/5Hzuqp31FAB1VX5VKpWPnbDu7duTosbRyXJDgiWROOOqfS9DT+g1mqhC7G6xvmKNka4j9Da9TbS++juaUJhAGuVq10gO8jsge8Dq7fAOjhpMjnUrTWVs208joqDgvBvIDzFxjsjAIx8bS8hKdPHlS9OoNGzfT3OwcVatVOQY1akB3Q+rxWDgG5RhJhq3spLeR8VaaYQOssSBowNpcAeBk0pZp3srah4Q7yb7m10GTxqRyNS3G1ycABbpducbWOr6y66l5iGqx0LZU6t7k5OTHTtsfPaqnbUUAHVVffehDH6pfccUVm84/b/vuxx47MOLJFGvT42YiQy1ZGBMnRdAFXgVgtk5y67JfPAegRmGRzSyiVctF6pVJFGjpmNMOs9RGjY4eOkC5XJrGRwb5Z06aVGJxVwBWdG/bEgkD0oPFgLpv3z4699xz6cGHHuJ9tPVQRe2iICtsasHNLG7iMwCswZR9v+tYMeCtHB/94f8tAW5bgBedhrGYLZ9NrHuOq6eU92dOm89mSd60HS4aSveh9pPj8bO3bvzb66+/9oun9y8f1dOxIoCO6pS6+uqrT77lLW/ZyqB68MDBo0OI3exodmku0QEsrQ4aPDTzs5UfGkFKnnKkqRhRbV+zPEsW1qSLjkGvVi3JWCzZW2g70/tGfgdve+TQNGEdciCXoWwmIfyz0+ooPRit1l5HdGUk3oGxNvlWrlRoYnxCNY9gb+h21NtClwYbN7qzmept5BLjdUaphUQSttwdPKt+ohsSdwDISXGGKPBFFKmlMzqaCPN37B693la50RIOpR6zLXXCMJ2W2Wy+9fznP/sNf/Hxj3/+tP7Bo3raVgTQUT1h3XTTTcU/+qM/Os91Y4/vefxATvKaBXkDzaSDHku0nnwS6AhRLQUEQVcukLQ6V3X8wWKHRTnqiSBVDFJlvgEQm/WattOpCdtLC4u0XKpROlOgmdmTylnBoItQpkoFYN+gSrkknuhHH32EtmzaTFPTJwS8RVJBYp4O7DdWPiXBxETGUB/DaNtmfU4l1ilXhlkADCT1Tix7tj7pkGLxlr4CgAUP+0QTDV5j65VGlefR5hNbTd4Dn7ZcXpaTxYXnn/f41rM2XPrRj3705On9S0f1dK4IoKP6nvXhD394lkH6bGape/c9fmCgI1NFNC4HQTepTebyYYRTKwz/EQA3Mwl1qD/8yAAoAKu2h+hGFzN12/iGm8qupzXvZDJLB48ep8Wlol5gtMIFNWHn4SQSL5Qg5udP0tatW2lkZIROnDghrFcxfFeHHHn6NUrCCLVxLdcYOcJY7PA4LHjK190UZo4TDppr8NlEHoEkwtsWy2XqMEDjxNRq1uSk4Iv2bYKRVNMMThrJRIae+9xLPvHZz3zq90/H3zSqZ1ZFAB3V9y2A9BVXXAG5Y++Djzw64uuwCEv7kQ0z9IMuOMrzRCoRjrpuZoAzYkIdR+mtfIHf11UXTh3x4SZphmFMi0vLZALzBZTNwQV6biJ1p3mbQvLcY4/to0wuT9u3baOHv/tdAUgsQgJ0sR8jccgEbwFqoxnbWnrwtQNEDwWwld6O7sg2s+RyuyzvpSQK9b0o2aWjF0+NbBOE3m5l5bPlWCbHR468+EWX/jaz5q8+dX/BqJ7JFQF0VP9lXX311QuXXXbZJssK7rrv/gefbRozjN/XpN0JQzThx2aF0FJxQZZ4qT2BV0ghvR5hFXLvaJatMjfgi15eXhJHx4UXXURrJidFu4WkgAVCgCBGUGGqSalUYdAsi3MDgOrpvGa0iufzA1StNWhyzRo6cvgwv64lYUuSZY1wfO2L7p3w3e/vVmXCoXCc2K9JjDYlrJxZswpQMq9TW6iBuxg0m8IJx8vncrefd945b7/lllt2PyV/sKh+aCoC6Kj+r+r666+Hb+3iV77ylYnx8fGLGY+2MBG8iAHx2aVSee3y8vJIsViMMXCincX2vSDWarUT5XLFwaKfo50M0lWnMdCEK8l0Fb346LpKrx4bG6e16zbQwECBhgaHKM9MGI0osLEhRB8ngnoD4IxQpDlaWJgXEIzHm/x4U8KY0AQj+RhuTPJA1m/cQEcPH2SQtML3VNZAHIfTw8D98BxjFkS7zTJ64on+AHi8zVcGsAzidYaBG9CXDkY+5uGRkfnzt5/zl8ePH91x//33t0/7HzCqZ2RFAB3VD1S33nprk3/cq2+f+a+2/8M//MPz9u7d9y+7du3azvxTLY5pa56AnrbmmdZxALhWTsS+Zpi1dB52PEmw62hnCNgyBUY6iIt0UavVNIG1w+Y9AD6YdjbLYD80SvPzs6RwuWu1Q3UXNkkfH+nn7PB4cd80okDOgAaNDkoBe1np9MNQpXw+R5e+4IV01llbj42NjXzT9zuH5+fPQQj20pP3F4nqh7kigI7qSa0dO3ZsGxgYeE0mk/kxBrwt559/4ejw8FiCmXDw8MMPW9Bv4awQBwe8y9SVOAQgLZWvTDqcyZPhrE2KI1ku0aAWAx/S6KSbD+l3umHE1wNjAeoY1tpstqXTkUgxYbST4/02nbWVqtWK3Hq91yhjpTu1urKFTCL31MmiI23kDo1PMttfO0lr1qxltj8gMgccI7nCACUTCF1y19cb7V8rFAZ+bfv2NX/9yb/7VKtWq840G41H2+3WFx588DufvPnmm70neOOoVnlFAB3Vf6sAyKOjo7+bTmdels8XzrroomfHDh06SAcPHqLHH3+cZmZmxKoGaEOjCW8nbgkF1MqO1uw0qNEAm3bJZfCG2wNsGM0j2A6B/qVikVLz8xKy7yDESLRjomqtQs1GXYbIVqplsbj5WoZo1ANqxmpU48c7HQX0atSfYvDKyRF0G0Z0azqO1wyENQuHynlhFhAdGhooMCivpfMvOF+yq8HS8dlU92GHutGrelkz8KhcWuBjKUKKwcysDfyeGyw7/oqfffnP/8UNH/7o5x7bt+fXb7rppkj+iCqsCKCj+oHqyiuvHJ+YmHgLg9LPMVidt3btutT09DRNT8+I1Uyx44B279knYflq2okTNnCY4CHow4kkSXMHygQXIby/1awL4FUrKpMDMwDjCQyLTYjnGQD9I5dcLGD4IxdfSEeOTtHO+3fSuvXr6fH9+2lkeESYbjqVpN/49TfRV++4g5jF065de2l6Zoqe9awLac/evQLsrWZDjglWOBWL6oWNLIZdO7rhBI0ppkUcPyu1Gj366G65D5lldHSYtm7dpgHfEuthIPMNg3CclskPgTQC5wuWUGdmp5xkOvurW8654Jc/9rGPf/bEieNvve6668pn8u8c1dOjIoCO6r+sD3zgA88aHh5+L4PWi7Zt2zaEyd3wFgOMkUkhLJgBp91qCwiB9SIbQ032bolmC4BypXHDPcVap4L71YIbAB0sGGCppmejamEKHuSMbCJFjVaHbCugGrPwUrkqoUOxVIYy2TwNj47R0tKiMPRm06Op49MMpi06zicMNMlU+fhKxSUZSmusdr0lTSdWr4tDZZJ4OiQJDBlDATod1ckIcAbLP+uss8RnPTw0THE93LabUa0+K14L7Ryeauy9zicIfJ+4MtiyeQu6Xd60ZnLyDR/+8Ef/fX5+7rfR1Xma/sxRPQ0rAuiovmd95CMf+eN4MnVZJj84duDQUdFt0fAhLBfg1m4L0ACkobuCMbZ1OD8ex2DXXM4RzXhmdkbYpAJe5W4wdrZuBocVLsypjGd1HL2AjvdcXlygnd++Txbh5ufmaH5hSaxzJ04ck/0fOvCYsF4sHH7xi7fQ3NwM7dmzW47ftHCb9m31s5sb0l9BzzGp37sLh5Z2gTjyPpA5oEfX+KTlz59UzS+8XZvBuCnJd6TmNuruSVsiThH2tCQnsBpshXxSOeecc+jggZLtBc6rt207e/aGj3zk5vvuueeNkUa9OisC6KhOqeuvv/6ydsd/953fujtz/Phx5XmW0CRfN1x4qktF/x6ojpUw9Q2ADfDBpX4un1dpcYG22WnXhm0b1AtUMpzrhmDZy6zNflFweMCyZsCxWCyL9qxyNLww5B/g7/tKC/7mXXf1fTbF4JUTQ3UUBkqO0M01JvQznK2oG1hQJsHPeKTxO+SOQmFATkLF5SItLi7J52nyVUCH3yOZSFIeIU9ZNThAgqA8X9wsONHhpBHoXA8+3dEDDzwAJs2MOkMPf/ch3jz++nMvePYv8t/kw+985zuv8PsDs6P6Ia8IoKMK64YbbvjjVtu78su3fW3gCF92S7YE9TNLc99c/Iu1zDETwJVtDnP63FxMxZS2Pap3GrptW/uHe2I8VKC+JcBpvMPdhsTu7+YEgcaToeFhyjLgPfrII2EDSe+cQ1MmRa67H8OUu4MBTPu1cW+snGVopJfuoAArTJ5TWdMt8WEbIFeLmykB7Fw6T4lELBysC2nDtIYDnPF7Lp+VjshqtayT/hzatXsXbdq0mYE/x/tt0n33fCuRLwy988Mf/vPfv+aaa974rne9K0q6WyUVAXRUaOf+07bvv+sLX/z3/MzsnBrjpFmjb0KRNACr//Mxtrubx0GkFwHV72hMsRwdnMQ/A9PYEaZmGNnCEikkHk9S6Iu2nB7QhNQRCyeJA1PRkLK4vChJeSaFTmnXcb1dV7ZQ/mVLN450gVtt5+sAJEdnQNukMkH65zHqV1AYsG980XBpOCYfOhYuHCoHihsybOjp4sNulEWGGRgYpIX5eRl1lc6kaXFhSZ4vFPK0XCxK/jUkk71799KGDRt5+7wspC4vzdOtX/pSdmJizS0M0C9joL7tSfwnENXTtCKAXqXFoGXfeOON15Uq1bd+6cu3pY+fmJLHTUqd7/XLDV0oNr7lGLm6sUTN+4sL6GBhDB5ggGBHsi9ck66khqs6JlWuI3o1tNtCoSCgqrTtVjibsKsXO8q2ZjOgBoEK4e9rFbfMZ+r7jEamUD+dnrwPFYpvuhhxEjBauMqKdvT7+mLPUyFMfhjWj+NT019U6JHkUes8D+yzWq0LcxZHiz6ucrlCo6OjNDs7K99JOpWipcUlGhwclG2wqDo0NCQTzQH2eWbWx44e4e9jQrR2fATMSdy3bw+fw6w/55dsfxL/OUT1NK0IoFdhffSjH73q+v/vQ5d/7l++kDp67JhivSbzmHSzhm6DdnSinK2D5010KJo+wIw93rbVaOkxWAG1/A4DSUf7fynUh2VWoO/3Lfgp0OYbBgDwr8l0jtI5W0DedA/GwXA7bZEGANjVWo3v1xncOyJ5BCFb7gYT9VbXjdGTj2GuBigIh9SakVrGBmhcI4VClhYXF2loeEzcH5BkMFZrnlkw2tBxXJAqILmUyzXdzYj5hgVZABwfH5dt0aa+IIuHNm+b4yuBBQbnAVlUhN0PQL20VKRsJiNAjEXYweEBPmlVBdBxEmy1PWq04Fxpjz/V/0aienpUBNCrqK6++upX2E78U3fceefQ3n371IwRdN85rkgLOWayeAwAiNCiQIcJUU8LtKWB2PdV9CY4q6TO+V6Ym6yAk2TYrCUDXB01Z5DBVp0MAgFgYcgy+qohdjWGOs1u9YmBX1PjV+Cy32LGjrD9wuCwtFgHMikFksciNRi0ZSo4LG+hXtxdXCR9XFA5LL32aIvoYkkzChbsekHaaNBg9LDPjY2N0fHjx0QXltyPxQUG5wEG7gUBXgwLQIs5pr0AlIeGhoURI+oUv2MfYNNoUR8bHqHpmWkaYkDG/nED4GO/aOSB4wOSydDQuIov5Y9ZrSNDWo5W6dxuLHZG/gFFddorAuhVUh/4wDWfv+f+77zm0Ud3CRt2nVi44OXYrgJbqxvBicYNgJdlqYmxJmu5wWxZ2p31dsKQdbSmAfyVMq68D5mhsX7Iag1Dh04LgPdBo/m1OGGYrj7T2IETBRQDI0/g9clkgoZHRsnFSCrebx0dheWygKWk2nmeHtcV6PS5IDy2UCaBDm3FVGazBmklhZC8bm5ulgYKg7Ru7Xo6dOgQrVu3Thg1kvPyecWSwX7L/L6QJuDawHsj0N9cPYBV4zUTExMM3HMS/ISTFEAbIH6SwRkaNGQPfLY4n5Ba7Y4w5lZb6fKSUWIpDd9WM7iiWgUVAfQqKLRjP7b/8Gt2794nWjH1OBUo0CzaNf8/r6JEPU9duqOV2vfN4phe5gsB2JJAIuf74EWvRc5SYaMqplTypFVwflM2MbY6koYXI0KA8SJKFHMFHcvRC3ExHUnazYhWYfy4ChiksYlJAV8AdbG4RGUGU/iRlTVQ6emWzgIB61af3zBpT9vu/ND5sbS8KOB/9tnb6MCBx5k1j0gcKhb9YLHD4Froy2iOgY4M9gxpA92VAGXIGWDa0JdJn1jw2CQfJzT3devXKQuf51ObT1LLJcShuny4TjhPMVyMhWvFtyKAXiUVAfQqKP5//gwkAFdPmLZs0otutjA+ACUYIfKVW+12Vyu2DCsmUr9YIbhbdteK1mtL663eEH2/G7O/Igtab0uWlkRs2bdtKVte6I0WrRoadDt0jJgFOoTgp5h9Yr91mUtYVTKKY1O+MMQAuFGYd7lcYrY6I4ANYMaipRknSzLsNi4gDTYdaI+3KTToHDlymLZuPZsOHjwgTTjYBt8ZwBcTXADSBpzn5k7S2NioMGscG05E2H49M3Dc37x5s5yTwJbbnYBqDTTw4ORlyaKlALHIS2bhMwi/p2anFQH0KqkIoFdB8SVxzDcDUTXIgm2CteGSG+xTpm5r/VUscho45TVBz/0+n3HXNbESnL/f430t1OE9vchnKbYdPm917W+iGlvatqdPCmCgTQntL8pnUIH6SfEi423Qdl4slmS/WQbVicl1NNwGQ/dkcRN6sknXwzHIAqgea7VySguA+8CB/cKgAfY4BrhQisVlzZCXRZsGaOdzWWHlkD2GmVWDmbuxEbkaQVZ1o9GR+YleYIvODEC2w+EGlrB9WAmN8S+8fjGKTVSroiKAXh0VV1qu1oJtpf/OzEwLy5Rp1JaJ5uxnw72jqHqrmzHR/9j3+n3lfi0ySW9W6K+29HDVla+F5GBbhula6Ovoc10YyUQAG118DK7lSkmC+lXTSFosgCozpC5XC+hwzObyNDo+IawZbdbQgiHriByTIEII38qsDhwXFgehMaNwcjCLgNlsVhLtkqkkDRQGNAMvqM5BBuhGDYuhRmmxRVu2zMIkGWdLdxKNUn74KqJHUsJCpw2Ej2pVVATQq6AYVGKwg5lFQbDncrUki3uJeGJFMNApr31CMO59fiWAh9IHqXzmX37NL9Ku3Xvk0j7Bv+8/cEAWxUAPoe2KNiuLh47qNTTTTFa4McTNbHfZtXoOjgxb6cpg20JHLVkclNhQBmWwa0gJk5OTlE4xgCbTMvOwzEy3XqvJfrOZAj3v+duoyECNZpj5+Tlh4zhmbGs82WaQLN4XwIyFPQCzo9u40V6OxU4ENXUYmOst7WjRx2wWR5WMY2mzn/Y3WkZOUjq5b3T5gMIFQvwH3mwsFPqmMyeqH9qKAHoVFP8/cwLeXAPQ0EKLfDmeSD4xOH8/WWIlK36i6t12YnIt/cbvvJW+9KUv0QtecCk1GcC+defXaHxyHY2NDP//7V1pjFxVdj7vVXVV73u3e3G37Tbg3dgwxiyGAQSZJYqiyR/+RAmEQGAiFEQyUpwBEcTwZyZhEhAOwqPRhMUGJooISCwDTLANZo032m13e8Xtdrv3vauqq957uefce+69r9ogJ4MG2fUOKld31dvqFf29877zne+Q3GzHzh1w6y23wP333Qe333E7HD9xnEyQsMiHxbQjPcdoe+zH7FvaZ2NcFG5WcTDzd13NVyPn3Nd7mgAO1RclpSUiC07KoqD4D8/PyVNf0AUA9dgr17RAabII9u3dS9k4SuBqamu1yoO11AjIU7NZkSWnCZCRSvLpAhNT2m/Z/u7yRU6BssNdl/wpHEP3BOo/XBYtS3wLtDGFxkaYzZs314oXI6e7izwigC6AkBl0Rmt8cbK2pyxAbYDGf9FLGbPamZlZog70O19xU21z0ZzNyrVk8Q1nBFZUVAkQnAb0jr5207dFFn0cslg4E9n8jTffAsdO9sLf/f2Poe9sP6y9ahNkBGBes/EquO+H96oGmbgCZ09TG+bzMSvA2Ty/5urj44IfLoOFO+SJUbmCzSaoxMjFPOX5EcBMepYAu1aci3v/+j54+dcvyoGzhJQxeV7If0RXOHUrOQM43wE4FvDKZVWxz/4QuEwejRIGc6Q2FO8ufp8W3414vwoigL7oIwLoAggEaPZW5kaTfMTlYuDGa2+AvtN9gEW0np5DpFFub2uH2oYFlMEeOdQlMsopqKisgI4lS2D//v2GB1YcKVlqqkIfFiE/+PgzOHmkG+IlZbB25Sr46c/+CR566CH44P1d0NzSSkCFrm5TYuWG2hooScQhPS2pivGxETXZxFUsgGwwoSnhDMrAQjRJc7DqxHE4R3W0I51tgoTnARtdRkfHob29Xbal0z4CyMxlxXuDsGvXTnLMY/CWBUtUlUjgJdN9N2YuZHwuJelizq965szfUV8Gu+hpOQsvo86jxHkzPd18Nif62y2AiL7kAggEaClZU1BmNW+EuGPxGBOg1NO1D1raF6s5gS7U1tdDSVkZ9HT3QFv7IhgYHIDLr9wgsuATsPGGmyAutnH82BE4feoULLtsGRzuPqSBMCey8X/+ycO0/d+8+ToVz06fPgX33n2XyGLHYdWa9VBWWkJccH//Gbj+5lvJiB97v3+Teg82XHUNvPfu21L2Fkhr0wDC7nJaQm1QkD+3+rwqw3Ylh80gKWuS8kLS29sLy5YtF+cIvawd1e0Yg1QmJTsnFUDLmwUF9k6gdChszGRCAi+Tzy5x4uE2d2tZdcxs16q/EwfFia51LVWXIbl+ZDtaABEBdAGEyD4T1ILN3sYBA4sJqdZwoOOyFVBd2ygAt4dUEA6k6b3+gSFYtXol9PeegraFbbB753uU9SaLYgS6Ky//Fgyc6YeS4lLZhCLAxQ0kuLiqmJeaGhePCUAR79nekwRwn3zwW3AscHte7BeDKI24NLgS26o7AAAUYElEQVQHcrfLAduOMugSwILJKnU4rqXbo083z/xfL6okFLjdkyePw/LlK0iW5yggxo5L33Lt0+txkZIpHZrm7YbANt+6lGmLc2XTgfWaw3pzak/HdQKLTgmInoqiMCIC6MII8m5gICNQc53QbTUDyN7PPoGDnZ9DcWk53Prd78HxIz0CiNPgi0zyTN8ZWLN6Lezdtw8aGhth5vgUFKNET2S277zxOnznu38ogPcLuT2Lt04WF1E7OZkQqX0jBUIzAL0cydycuKu7GrGgFo9JIEOlic6cA3X8GvCARXrzml9CSapjfK1N9oxudp4u+GFmnU5LCR5eGLw5NIJCJYgnfT8sTTQDaJCXvHNGPV/vorQagXrXmZ9tf9nv5N0X8J2CT9w1nrd0Oh1l0AUQEUAXQMTj8SJHTaOmTJK1zep9044NcPDgAQLEqvJS6OnqgunZFJw+dQKWLlsFZaWVsHv3bpKhXXXDzbD+SpE1D45AenoKvGwa9hz4HK5cu0oA+F7anvRzdiGZLIElSzqUK5tHBkEoX0NpGpAFaYwmbudomnYGWpsbYWJyBianp2FsYsIU1hRuGT7ZZJyY5bq64Mn8s+Kt1YRt1yrsaS5b5a+ykBhQu3aROF55fsQ5cwPtB6JDA770uQ5o/6By6eBLCqqOdT00/LnZ5DkybuDMWXHfSg8e+PMvAVFcnBEBdAGE+IOPu46Z/WcaQ8KFM/yzT8QTcM3134ZjR4/B6PgktLS2QC4zC0cPd8If/fGfQG1DDXy08z0oFdg6NZWC/Z99TH4T3//+92ByYhI69+/XXs3MD6PyAh3aKsrLyWRpeGgIWlpaoL6uDnCk1sTkJFTX1FBWPSzA33OTUFwWg4wA8YS4QKSyqVDWzMfMHLSkFSSWabaD6RV833e0Lpu7JenigZ16qrjpkxxOTjqpqamDkVRabCOn7VXl57HOKUjmgV5XBDf7S/MC+dpwDl1EZL23rgtYFIcIkthZpUb5zcVkVh1x0AUREUAXQIg/+IT1s+J82WHOgAP+fsWVG+CTj3ZDOjVDy40M9sN1N94IAwOD0Nd7Eg719MCm666DqckxGJ9Kw6LFHdC0oAH+Z28nrFq1gsCW2rEJWmSOikCIc/nQoL6pqVG1YidpynZtbTWts2TxIhgaHoGmWCPJ7xa1tcJUTRXM4qDaVNqSsYXUafq4yRtEetSB0UUH+j3+7OEuSbURBZS47JyaTG6kcjag8qDb0Mm1eA61H3XFUJDLC5rzDXZx0dEqDbkbx6hV7Lsc/d1FGXQhRQTQBRCo4mDpVkgnzHplS12Aaoq0amqRr+Xgw107ySQIO+Yu6eggY/k1a9dCRmSm+z/5kDK7ydFhAeYDIose18513LmMBbi5TJqmhGRzAgC9rDQ/QiAU2ISt2Llsjiw5a6qrAQ33JlGrjEZDAsjHrOyTlSihYp8F1DLUji2ud16xDsw6gcMcseSJc8rhjt5XQwoMb2EuAqzd4CYT5rmJcoH8MV9MqNipfh7fHPByPKzWSAY1qAdR4lxIEQF0AQRSHP45lBt2sCcGekswOKHGF6VmONEkm5uDRHEJtCyphz0fvg9+NgOfH+yCq6/eKNd3gEZgGUWG4lxVwQ4BC72aS5JJMgHCzry6+joqPPqebD5Z2rGEfk+K/eAypSXFMODZWWteSzlYyjrggbC+PAYn0BKPc/mMYCYuZxHIDDhQnAXbjMp1ZMei72suQr2OnLSr7hTUMXBWDxDOfG0gdpR7HrmFyotBSHxi382ojRrQ5nKoskuNdNAFEdGXXBhRxLfq/CeeD9XcWox+xiz8cqUvqdT/ip8/2PEeZAWqoZtbsrQCrrl2E3R1dkJtTTUByfRM2rRCq2KZ3JIP5aVlkE5loDiZgKrKStrukSNHoXVhK/kynzl7VmTZc7QtbJ8eHRuFsopyUiwYWYaiLRymZuSRMwmtPxWBLE/gjmlQtsHd88KcL3tjy4xfGv3j2UJPjWSSGSJH748aZVQ2fS4zqdC5zdu/uQDwPjn//vJ1zXouF3mT5/G9R3GBRwTQBRCyUcWoKuhnVTSzpWNYUBsam4CKsjKYmpkCvo1Hk/zikiRkRNaMrdwjQ0PiMagVE2gwhAXIE8ePhiVuSoqGGfLY+ATU19ZAG2p4cwFMlZdCe3ubpnA9AcpIJ5D1aVGcZv8FvpG4aUCzeHM7g2XAZq0x4x03ftjZab5aQi7jUpMKkIwtR2oJmqrlOior12dTZ7esmHO+RDbHnPGXe5boKqM+13zgdtY/34gKdeLJ4vP79qO4kCMC6AIIpDjMqCnrttz+SVEgJ44dgfVXboATPQfJhB6HpV654Wp49+03FAfK1K4yJTqH/jg/u0WJ39DQMExOTsMAdfM5kDncI6e7KF2v9EzOiWVmCBCbmpsok3ZpaK2jt62bPbQ0UI3j0kQ08yr80Qw9YQz4LU01MFirrDYIdKaK/DvLQjQoWxI5AtjA18A6j0qxfgZ9pg3oyqSdW70D61CtC5AuZAbWtvH4vAigCyAigC6AEMAUNw0aLg1MpVCADVxAxP+8LOz59BNYu249tLS0QVlFNez473cM0OhM1mSO2sdYhaY4QAIKFt1O9/VKI2TXJZMitDmVBkgxypinJiekgkGsS5OxU2maAIPWmrKoqYz7HdmGza3TLB0MhwFlSbmAAWsAC4D5oiVfY/WEy0U+fA/PlxtT+5fgH94dAixy0jEwXDFYywSWgVL+OQIyQnKs4i3wuopCYS7cZNmSk4/H4xXn/T9AFBdsRABdAMEAzSAbWAB2zttvkcke2PMZSEDyFZdsleNUUc11bQVCGKRtOVoumwWtv/Y8yIqMOTXLxcjAMtxXqgmXeAMaHkvdhy5n/oHkHeSRh4DSpm84A2UFCe6H2qNDahCl1HB4IrljWYKCWlZcLGKk07BojHyaxXxe0/5tlmOO2s6884OzZHPpY9oGLAmeeteR7e/is9bN/+KiuNgiAugCCPHH7coJ1zyJxGTRCAD4m69v301/XUgn4VgApsJkyhZNovHHJVUH5YFat+sq3pXBVUrYeGoLJ+i+Gu6aFRcKvAi4TpEEKus2n6HMVy3gOGREmhnJzyeLeJI2IGpDXWQMP2z8OtSlikCbMnqR4WcyWVoWbVpNQ8m882pUFk7+BYp5cB/mX0zC29CnmvNvB0Ln2Zxrw1u78XgE0AUQEUAXQJBhvQDonC9NiAiI2TcCVRqOr5fTnXl2M0XgGqFBABZva0DEcMSqrVr8/sP77ofamkro7DpEHswff7gbVq9ZQ/rnuXQaBgYGYHxinLr3KAQgB2h0r7NTo8zgCdt6X3q/jgYth9NOJUgDDZ4AdvGNi5v8edAulHkQXpaKhNQeHodY3JXa7jyQNsBtdNEh3tniOjQnrx9MmeRn1Y6SWgeGbw9tU+5FrF1zXl9+FBd0RABdAJHNZj1f2Wdidqh62oCbH0ImQBTMdyoelukHa5vsfUFLB4HOCjUAisfLL78M7YsW08WhvLyMnqtrG8RFokg818I6AXwfvb8Dug91weXrr4CNV10N27e9ABOTE7Be/I5zA7FxBptc0OIUC42aKtBHYsZr4aQU7DzE4a6OAFbr8sEHp+8NdHcgZ9b0mhyWTe57mIn7xrPEcd3w5wMeZmsVR/URfbXsTl8Z1M/zz7+1jAJpvstAbXpZcfFsOp3t/oodRHGRRATQBRC5nPizFuCIWSAW7LShT4jBsNug+aZfLkMFMwuEGVqYdjbgDGBD5+DZ0zA8eEZ35uHjjdf+S2JOzFUFObm9wcERePPNt/S07JLySiiurIaRiUnYtOkm6DywRwD0kCWVM8dNICeeNt14EyxdegkpUd5443Uac6UT5QBCYKez8BAzIX+JofdGztdFyEQiGRq1pdvIed8WBaJ5fu0VHY5wI4q54+D3HH7TOi4coxUEXtDatKCraUHjP27b9tx/nM/3HsWFHxFAF0B4XtZDW89EXNEbmP2Co4pv83ll13FMVkmv6vGlknKwE8DA8KsMeKyMwIwUlRg4nLWsvFy9FpDPNLZ8g1JL4Epn+3upmIhDZpEs/3j3Tnq/qCgJx7q78TPkZcQMbArwxCd6683XoblpIdTU1ciin900Yz10Nkz/mOw1pF920AXQJXC0zZL0hUyZUbNrnn3+5uuWmdEPzLM+b3k8vlxJqe58KC8rnm5rbf7PhQtbHnjyySdH/g9fexQXQUQAXQAhQMKz5w86zLUqXOB2Z63NNcpe/cxqX9IJ42vEDZjJJhyO61rZYUASOjdmaaYdKRXD5hf0XkYLUqz/JYsTBNAz09MCzMsUwMZgcnyUQDtp9WXM26ejU004dvQQJHuTNCbLXt7w645yn8tXYZhwaZIMFheljSkGFjOzWc9QO/pqMf84jBmS9ZrN11tkiMzAPdCaZ8zgXd9f2Nq859JLLnnsqaeeeOVc32kUhRERQBdEOAECdEIAHWqMsUMvroawuo4Z8oogHGM5HISBxlWctBYnMMY4dnlMhqEfAnKGQ3BltQa+GadJLQEkEglSTmDgsWViMaWqkNQBtlgHQaUA7gzoXVoKDqYZOEvGbDuTTtEnqaiohFQqBT6LP6zsN19iaGRw8vjwWPFBEj9cx2c/EMdcoFiXbNEb9vky5yKsxgCw82VTQMQmHTxXrc2Nnbs/2Hl5V+feyBUpigigCyFyuWx/Il5EWWtJSSmMjY5CVXkZKoRdEgyITJWkaJ6Uo8WwWOZYt+eBykJBMgIIXnpKtiVWCFSjiZQxS/DBlm1enl9DU34N2GrdzFyGfi+vqNBaZM/zaVtuLKaWc+dlvbqjUHyGsdERWLx4MVTW1UJfZgocsU0y68eNKP5YN65AeBt+oE2ICHx9T44HC3y5vuatA1NgNAArj9fN8+XQ4CwZDUtfp2yPAqBpMjiYF8+Jl5uDTddsOPj+Lj8C5ygoIoAugHj00UefGBkZeTU1k/pTkTKva22u692+ffvf3nnHnX8zm569SSwylognTvYPDPy4++gJur9HYMqJ7LYoHpdcdaDoWtcYLpH0DPXHnsqsCYS4yGiqcwyMdgESs0Xj6hYQkIfAMwjIm1lOgYkDezEb3tkeHOsSTzwyPAhtixZDSmyr97IqaBudoWKfpG9cDZw4nTxEewRs3i+vNjyYFi8qVFx1zbr54Cxf5EMO9IXNhNFjy336kJ3L5rK5OSedSruZuRRSLoG4eOYaG+pHqqoqnvi6v/8oLtyIALpAYsuWLSfF00/49xdeeAGffq4eFA8++OCanqPHf4Dddcj7OjmHGjWScQeuu2IddHYfg9GJCX/dujXP5HLepdPTM+05P2iYnpoqn5iciiPfTGCu+GMaFUXbihFnHYCxzwTmwRE4g8ACNaOOIB7Y8j/mbkJWZJDeWmW3WARdsWotDA8OCJBeAisOjMO0uAjYdAiowqHcFv2bJ3GTLeT4Ju7JU+QN2ahadxTMFYOmfCywDniPgb44MYVSXVWRbmtt3dbXd+qeTz/9NPs7fqVRFEBEAB2FDgE+jxcXJ38wOTMLxckkJMQD26AzuSy8tetjuh1f0Fg/8eqrr96bv64APnfz5s3LZ2dn12Wz3spYzOkYHh5pGRgcbJiYmq4RIFaRTs8VZ+fm6P+5wJV+HIhtmD3TyCkFfpIOYWkcqypktg2qOEnKCceaPiLWnxbHPTs7A4e7OqGuvlHJlE3Ga8BSgr8Ed191IwZgOAxc1ZVdjLE4mTbxHQE3w+gWmkAZ/huiG1NwZVcqmZqOJe17ly9b9q9PPPHz538PX2MUF1FEAB2Fjscee2z3Lbd+Bw4e7lG0hKNn9lGI19oWtp0917q+JKW71OMrY8OGDUWrV69uFKvc3NfX/2xDfQ0MDAzD+OQMlFeU+XPZXGp4aLgooNphkgqb2HwiOWksbMbAJhEkNeFTIbOxsQkyczmp987LzDnM2Cxfc8p0UVBLBR5PnXGJ6tEaagCLyrFHWrGqQ9IpeCFrbKg/3tGx6F9e2r59y5Huzryps1FEcX4RAXQUOhBkb7/9jp5D3UcvQzBEkMNiGVIVmEnH4kUCAOve/V33o27v+8TjuQceeGDX2NjY3ZVVVQuamlv2v/jiC0/5LO0Qcc899zTPzXnfChx/tZfzlyKtIrCxOZ1JNQwPjVQ6rlPs+Y6DDS5o4ZFKZySoAmjvEEOZGM229Hm2J4QrDYbKylH+hxw4Ztg48DasHjHB4E0FzrKS9KK2ha81NTX8aOvWrV/g+9sllRRFFP+viAA6ilA8++y/r7zrrnv+YnxybOP4+ERDLpstisXi2dqamgPxuPv4888/P/Z17u/xxx8/KZ7+gX/ftu250PtPP/10v3h6TT3OGQLEq2Kx2Lrxycml4tcaL+s1TU1PXxqPxa/o6x9oGx8fp/FZZBiFVqXIkyvL0piSG6IfR+CLjNkxlIdsVokpaWAMcLiLXcSUDT8uNC6oO7KoreWn27dv/8XXeW6iiCIC6ChCobLXrepxQYQA8QnxtEM9QvHwww9fv2/f5/82NT62cHh0LL30kkWvNDTUP1RRVf2zt9/Z8efkVicy7rjIkpOJBGQyOchmM1BSUqYGt8Z0ByHx2D7VNcWyRalLl3a80tra9KMtW7b0/d4/dBQFERFAR3FRxyOPPLJLPK3Of/222267s2PJ4j/bd+CAUxRPkBJjenpG6pE9nwqXSG1gQ4/UaJOe3F/Y0vz5ytXLH/vl1q2//gY+ThQFFhFAR1GQ8dJLL3l/eddfDQWB34hFPd+PEdWBXY5nz/aTYRJqsOOxmL9+7er729qb9v3ymWd2fdPHHUVhRQTQURRsVFdVHhaZcyN7lCDPHHNlIXEmlSbf6tbWlqnnnvvVk9/0sUZRmBEBdBQFG8XFJb91HPcG5JqReo/HE+CBlNvxcNalixft+aaPM4rCjQigoyjYcJzgF2tXr/iDQ93dS9GVKTuXTuY8z1VtMLnqyorTiUTs7m/6OKMo3Phf+yDerqCzWRkAAAAASUVORK5CYII=</Swatch>
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  </swatchLibrary>
</Fixture>