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American DJ Focus Spot 2X (American DJ_Focus Spot 2X.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Focus Spot 2X" ShortName="FocusSp 2X" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6a0d45c2-90b3-4878-9e7a-ebe52e88c5cf</Thumbnail>
  <History Date="08-12-16" Author="Nic Morris" Comment="Created" />
  <History Date="04-01-17" Author="Nic Morris" Comment="Created from American DJ Focus Spot One" />
  <History Date="05-01-17" Author="Nic Morris" Comment="Temporarily changed UV attribute ID to UV1 to solve patch exception." />
  <History Date="26-11-19" Author="Nic Morris" Comment="Created from American DJ Focus Spot Two" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="93f6b15d-36d3-48c4-97f1-a9ec00c8c516" />
  <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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="5" Lowlight="3" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="10" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="5~29" Colour="255,0,0" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="30~44" Colour="0,0,255" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="45~59" Colour="0,255,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="60~74" Colour="255,255,0" />
      <Function ID="6" Name="Pink" Display="'Pink'" Dmx="75~89" Colour="255,150,150" />
      <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="90~104" Colour="0,0,180" />
      <Function ID="8" Name="Light Green" Display="'Light Green'" Dmx="105~119" Colour="0,180,0" />
      <Function ID="9" Name="Light Yellow" Display="'Light Yellow'" Dmx="120~127" Colour="180,180,0" />
      <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="255,255,255" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="255,255,255" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="194~255" Colour="0,0,0" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>3b88d5af-1d78-443e-8edd-41a23577d8f5</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~18" WheelPosition="1">
        <Swatch>fd1938cc-5102-4c1f-865a-45e8e4476f0c</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="19~27" WheelPosition="2">
        <Swatch>824f8d2b-e0f6-4c05-ac9b-06ad1c2669d2</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~36" WheelPosition="3">
        <Swatch>c753e008-9490-484c-84d8-7b032f5d5d10</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="37~45" WheelPosition="4">
        <Swatch>2608b721-9d4c-4255-856d-9926176b742b</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="46~55" WheelPosition="5">
        <Swatch>dc0a6a52-cff3-45c2-a528-cc082decd590</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="56~63" WheelPosition="6">
        <Swatch>b018cc9c-f76f-40bf-af00-2688c7cbd103</Swatch>
      </Function>
      <Function ID="8" Name="Open Shake" Display="'Open Shake  %.f%%',0~100" Dmx="64~73" WheelPosition="0">
        <Swatch>3b88d5af-1d78-443e-8edd-41a23577d8f5</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="74~82" WheelPosition="1">
        <Swatch>fd1938cc-5102-4c1f-865a-45e8e4476f0c</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="83~91" WheelPosition="2">
        <Swatch>824f8d2b-e0f6-4c05-ac9b-06ad1c2669d2</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="92~100" WheelPosition="3">
        <Swatch>c753e008-9490-484c-84d8-7b032f5d5d10</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="101~110" WheelPosition="4">
        <Swatch>2608b721-9d4c-4255-856d-9926176b742b</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="111~119" WheelPosition="5">
        <Swatch>dc0a6a52-cff3-45c2-a528-cc082decd590</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="120~127" WheelPosition="6">
        <Swatch>b018cc9c-f76f-40bf-af00-2688c7cbd103</Swatch>
      </Function>
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="190~231" />
    </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="UV_Shutter" Name="UV Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="UV1" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 0" Display="'Show 0'" Dmx="1~20" />
      <Function ID="3" Name="Show 1" Display="'Show 1'" Dmx="21~40" />
      <Function ID="4" Name="Show 2" Display="'Show 2'" Dmx="41~60" />
      <Function ID="5" Name="Show 3" Display="'Show 3'" Dmx="61~80" />
      <Function ID="6" Name="Show 4" Display="'Show 4'" Dmx="81~100" />
      <Function ID="7" Name="Random" Display="'Random'" Dmx="101~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show 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="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </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="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="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" />
      <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" />
      <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" />
      <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" />
      <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="130~139" />
      <Function ID="9" Name="Reset Colour" Display="'Reset Colour'" Dmx="140~149" />
      <Function ID="10" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="150~159" />
      <Function ID="11" Name="Reset Effect" Display="'Reset Effect'" Dmx="160~169" />
      <Function ID="12" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="16~135" />
      <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="136~255" />
    </Attribute>
  </Control>
  <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="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="21302d66-e76c-464a-ba24-faf7086938c6" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="UV_Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="UV1" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Show" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Show_Spd" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="14" Wheel="26" />
      <Attribute ID="PT_Speed" ChannelOffset="15" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
      <Attribute ID="Prism" ChannelOffset="6" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <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="e01ab25a-b9b0-4ce7-9070-41c42ecfd39b" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="UV_Shutter" ChannelOffset="11" Wheel="5" />
      <Attribute ID="UV1" ChannelOffset="12" Wheel="9" />
      <Attribute ID="Show" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Show_Spd" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="16" Wheel="26" />
      <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="22" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark On">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark Off">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark On">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark Off">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Light Yellow" Number="3" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Light Yellow" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="12" Name="Pink" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
    </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" />
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</Swatch>
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exTKXGEm5H9h63m15jm8gFMBOKs3gNL6kBzPcZ8NwlAWBDYoHG0MYouZIgeRxbCKhWBD8kOFFXcKGtyH2EwklHSEbndARwSffkcxIW29hJiYi8uU8iqi4bBzpkL/tlzMPHZgbYdIGGOszp3AgN+MEPfjDqsxKrMtnC67JJUMGam1Q+ijIN12rFdc71CN2BsTYRVh6pvYX24ho6QOW6NP3p6wdik1RyHDxKamPW1unIY/VJBCDGKtcU7YERYgyf+tSndp5DxBcduNqnWfKoAJAhcHmvMciBBkuGp3UtqUsiDXV4M/cfnXUhyUwAm+a7MO3zcGmiNJMFMIh2GZbXhHvDlfAWYMnRmGQj827w8AWC3HNb17/+9du/uUAWiCUqzTvLAGQOorNCdlxnKKsHYFyec33kIysXRMtbhXaTMfXI733ve73/FzQoYBM8TzGeuEecMES6Je65FK4ewAhXxwPkzgoKVQOXaNg4San4fy6FEVZRBWUEwIgOyyMaCNx2lvzYrBbMusXduBFRUkRt3BY3oNEPOR8jQMAdAksmo87z5je/ueUL7oP7kemXnI0BBG5Z+lpUCUjcYfRTsZTSH6weLqhjwudrABMUZIB1catM/IcmxwRHNSGnJsKVEwnhrrqrMZZycQ5W1xjndASFo+gluFyX+9Q0KRmdAyZibF1PmQwmIlTnzRZyKlYrwcCbe286yWiATeuMbeEMac6RD6GNn/zkJ1tLxrWNATmQ4jl4WSaliLgaHaA4D2CoWUpfBBhFlRKkZSY62nmim4LLQ/5ds+tiNW91q1tV+9ppOTcZ0rUANndd1Nqhs0T2Xsknitbcflg10aRuia7x4kYD9H7PBX6WCdFHK7LI6xkvieXXv/71K5obWUHRZKRKsviMNIj9OozRk570pPItL2yw8L6x9cpZLJjl/C1BERXVhLbhGMz/Pe95z1H1PLzLYIsYsxaKlgDrCU94Qvu3XJXI0qBwqwZNFprFKyeHVRSdxeptFhbApDJwMhPMkpWFdBYiR2m5gN0lfRl/yhBAMmkR/YoUgxog7rWmRKJ2GXk7/W8UJ0SnCMBaPpfFa4IHaSHVkbI8JFLnHUrejP1o08bLUAvid1SGAUgCA7DwoM4bTzIKYNONSJbiYdEL9wTlNVESobH4E3c3JN4rmQpk+ZxcmxukheRtb3tbS4RxKoJTcYFluwouQ/tCQ2m4icaBnEsgoHRVW+CaeeQYgPWVc1hK7lQEHddIiYL0c0EAXxMTrtjPNUrvZCsHALWUDxoAWMZEA2IJLiBX3JZayYKbUdYo4WUR2RYAI/s213f4mA1Xxlowy12WNiLBh+R13AiUR99VFqtu8ApgQ7SHAgCuDggAQJE7hOUxiXgEARwWNCYpeISSUBYJS64iNJx2ApiJZl25kKEV1EMAG1oQG3VQQIktBlxHWC90AvhqAlAsraCAm410BNCwTBH0hKAEtlPgRnN0StAGVlzJLYtz4XSoQ+yVloXF7dieARZg4ladNz+VQYBN9+da0dtscPEkFkouhfvKEeH0s621CEsztArbhDLftI/1ay+w0WCWSzEaMXfT0hbcn7AdGQUaHRU5AUvbuaJYk8iaiFKth3SeaDLsk6G9uvy/tAYh6AJXhWNFzxeiHS3M8lhd9UYpG9ZbpEjZgmwDBCCVC2N4E0rM2gBZFt5BAjmS2CEoAvdc23wlPocuUMoO2RU2hvYnG2PBeld54jHyTW4c8S73kCDSDLgWDkG7uvq7CPcmO02zo30Y3+LugELoTSO1CUuiItyipVqtUskFCWZFgR0vMxEAbLkcwPUVtl2Lo9aJQPp6tVQuBBgscOTTBC3cW9Qby54t4jrdBwV23RHJBrhC8QjwGk/JaN2r5VpL3kC0XbbvUGLfUTYqEqkZxB6XHrE9Fmz0bl7bC7Cp9Rq1s6DWEzxqr732alMQOWFJDJBcDwACZF/+yAR4r4kxqCwjjcM7kHpuifVgIaLmJgvPMpXrE1kC1s33sx4WQkguihZVFvoAxjr1rY/sA1i0PoeLYWm5KYIrdVlzdVhjJJKOnFkXuPyNhkTuMARwWTIgygEQN8jKiSBLfkbpuXL8doZmyx2HrNiQBZtpjbqLpLFu2EQa0Fg5HYJIMtc0q6MXaUm4PrkyfErNEvfye7gN7g+nEWFpd+FynD83FeJh3DjtZgkleVlS/IcFGxJuqgtgfcvIuDEgwlcJxaN0QIto14QicevAkldBiaQzuACIkuKlrLQFyyGUkkss25JwNnOTC+UhPIHzd23xOSC9VqwTYNPdnOfaF5WZRVL5eCQcIHKvObAgqvw/oPVFYmqEBsdgyr2J/gCGphtomq38AczckvplWV8TGHAL3JN9wVwTK1auA6gJgMukZ4ltA7p2QlQtoAzAwoJwsZFY5Xq6uB2rAhw5wcuSRxafCJbQA9ZNd0kGF8sogMmBA8Vz/8alVHbjzsKrxCyw6R4rdu2u3a/7LNjC3Yyyyci1g7kuJ1SGXgqBya5llEPkiQAL2PA5Lo+1QvZNIDB7neaznCxobIdJ/M78AzMNFkFK8o5Z2FFbLhbdrF2uxHWgDNGjJUCRCgDIKGPVhMJkcOGgqV9+CVwsp/PHIhWf49rKc0t+u8+8ixAxZpQfuGZdYNwhsLJyL6pJB8CmDznoXpg4o8i402haLHGYS0NKOqwTboCwdnUmyIdJObA8LBqXI8BgJQywbD23wO1xBd6TSapzi3RxIUArGwK7pFbMDtDVetMIi5fbbmKfCSAYu95SEJB78oEKUEXVIrtYJGwM7FubOV0sfhF0RdI0RLuOIAoHFfDgpdIXlYz9LHJ7mKk9LKLLgmmxnPshB1wI7cp1SZOCS5h8N55X0HCfJgTpZuKD3JaCcHsPF4kEmzgAkMfhFpwT0ecqkdxc++MOpAsAHImWpFTaGpKa66D1Jqgrh+V7okZJKYAdVxrb6MfC5q4LgQjLRXmcIywoi86K5wZKlpJ1N05Z3D+As1zyapKnwcdiFdasi42TwArMrODsKwA2ffbP3vN+E3CxJCwWgJlQXCEE/0CAuRGRX24fofk+i3eYpFqYLG2ATwEVLWf5EFuWzU6CLBkuwvybgBzpcSHRQQqAYwBWs2DydX05vVwApzhAylr0pWdCpFwoYeQU1TqlK1Q4BDiR5kAFuM88Riy0ccsLUrwX4LhbayHdc1leUm1AV8pE7Iyyd4OdJ5bPVqpZMEnVuZ/9wxVFrVKRlvuTSkBUc5TiNbW2aKcJ4iwAkNcxqMBQi9QMms8BFtDQRoBlvbhjlg14DVh2lYrXrJooUooDGe+LBEnt+UJSLH0btISYUIEMq6GWOiTARTli/QIwGAeWWaQMXFwiIGXOSmFYoDIPJhKlSCwtDgxEXY/IKXNlfSJ/hqK4DmM/7WODGdh5V35vDWArNzkYKaxRLQQ3+comLgYAo9BKswHB6/iGi478jIFlASUnaW5NfJaFASTZfmBC6KNR0flEjXnXZhqOg8iWG/zcNlOT2sDjibV2n1K4+3BNQ9IFLlElcACGlIe/c3CCl1nXkFMplIYXkEz23Sx9bdENRdVBIvHsu/sE95Pb45IpZySfGRO5vmkmAHa6ATZ93uIuk4rQEhPNxbkhOaiyi8GA1BZ3Eiaf76dFtBGggsMYEHkdAxmbohBEVgafiQeGWj3T/4FMXVH0KA/G6sjrKCxHrTISu87BfQKl7+RqurYiJ3M+W6hNagomTO7Qvvf4YAYXjuna5OoopHFmdaUbIvvv/NIx7jOsEoU12erDlBpPrOXwjAE37L1dnRwhFJGiKPXV1idIgwC5tFMju8BQft5lacGsDK0uo3HRUQZiGdTSgIGWhBuRCjDBCGn5pIt8QXIyohcgk8eKCVYnxA9oCX5hcAweK8Q6cZk13kSz9TGZJC05AgAJTVyNW8bT8m49BsNSL0vjYjOQLhnTEl0TrpESDhF73Ap/DHCZeBaWFTapwGmsKE+IsXCfeYEKS8TaI/loQn64V4gEt/MCcJ9LZAyMoe+VwyxrzKVIIU0BBjsw9Nb4X4mC6vaCirTlsneTw/VEOwfX4wb03ItOaK5KfbmXaYjXRZMGk0UxEUhwlCy4PFGncBtYFbeF5/y9kLqs48kxqVXib/Ji3CezrXxl8GlZNPzhZM7huuOBDl0NfyZCdJU3Hx4jAhYT1EfsgYt15R18v/Hg0kyW1APFoWyRDpEojcRrJE3lzbT84FsUliJlnkXReB5eZ8ity1OyiL67lvHvkiIVAkMrATbdvGSn2gmYyK4BFoHQNAfOREO4KxPH/bAQwNbVpMiN0VpWjVWx6sVgm1R8jqZyBfy/QTWYfsdFSvelU5O1y3VQbTy0kEXM2yAZdBZTSkPiVtBRE2DEuWYFGKXpc42Snxlcok3KwVJRBi6RgkW3hqQp4EV3q88ADQ9g7NGLXJRHCdAA49cXyBhT/M98SW2U2f4u8f0iXEqa92JrZCdYis1TsgWzcK/6jOsx4TVx88DCeuBNbo5lU4owyTgFc1qLZEKbWRuDHRGn6AsAaCY+Jb+Gs7CWtK3SDLdiuZlURV49TQCHNdDlYXC7AEYU13Ob9BjpA5c1DVH6yuAyXvgnLhupnegCoSABcmPjNYV/Vi4S1ziY1Iwx9/m+tnUeiJLiekNrP0MosAoC5TReZQ/eVGAIltrVwxlgt6y9m0j6QSuQ4GG5/lUTkyE6ky4AGprG5UXHKqAJvWvawqXJhSmEcxehfayim5LPYemQXNl4QQPwVBYoLJNaUpS1NCEmFJ/pysyv5gPhNWdSotiBR94OBwMu4yESj2vFQb0euwfhg4i+ifZ6eAUKYIxxyT7OiGpI4hovVmvMU32d2xwaJ9fZFxAlgaUVAKu6xxB9VbGhBytCe3SgqjOWq4hDRJQGxyG0BhrmFJ9jPbhemliueDEQ/mfwBRJ4l0F3c6Iqg4v7IfEGTHetc/Ytue8SbpjyKJbjbjVZjSfgklikAcwiOXw1OnWNSw5g5LRw3EiaAg+vwHVSQtYplNfE922x6fvcH7rSNVdZjAcrxbrjbXPs4gRLbW6mBViDZDZ2u75PZJHHciDjtEBCUXeDXJcosNZ+q+aInAIWa2ZgEG0Dhjch++WTx2K/eGBDYKU3aD1+wWWyPBKt+IzMOpKM981icZRh3Acyjd/VoqvVABigsMA4n1JTLMULCXBRNkoVT+VF3qOYL8hhobhTbrCvp060LpLFz3CrPmtlvHy/6BJY+7ZCEAigOYIAy+dylSbJdjDVAPNvYcE8NOeM/LEIQgpCiO3DQyYxyJ7DBAtpRXOIOCvHuuSUhRs1uI4gojQVeFhD/VpIbg6NuVz8ixbmiJM1oGXCc65DWYpVFb12ubua+ByLwW3XyiVzPIhqmZTg4p5qzYquHYeVe1KURiW4U56AElGoIYvCbQIVa1XrWA2hNMbPHANVVx1SwGQupZ9cP3oUYGU1Aa0SROA+MPWhJYCxFrgWjiBJJ6qTClDfozkuBuGulU6yIM+sSdTqaGS4UwOUo0kXh7yybPgZzeT2WERaa5DyvlkRcSLlLBsO5RpdN+2Tq/MZk4Onja2tuSef9Z21zyjPDN13l4jsUAOTo8rALZbgooC+3z0JDgQvrGqkYoxp373wGCw6bsW6dOWtKJ28JddqTstUj8/JowGRuZJvM19d5zM3jFLHTozLALadMLhcHYR0SmA6AM6NKuQCm0lk5YZ2lsGduEQH4SqBDZDcgGy9JCML4hAdchEiKwerxX3aeTBEEpHlknYQCAA+18GVch1SJfiK75FN71qYkQUHkrfCL8s1gyZmKIioCXBJLUg844f4YrkWk5Kpa5pUqQYWeiyYjYN75t5rtITrM09Apd2cx8gZAZYILQF+wERzyucjDUnP4pmWcgXArtKVp8oCyYAYeyoAHHcq6mOxTPrQo+aC7DvcoEGiLUwwwIkyJT65WzzNgach8ZKu+RF4XKkAwgQBGpAJ4d00dyePhOdE5aFPkG4AY2Fymw/pah/qE/fG7VMa4Krtneo1AQtrwhKM2SOCpzEWeCu+W3KrcH2iPgpYLr3jfgFJOj6+fxUAACAASURBVMSYz5JQzSIlwiL3PJ237XLcorlAPmjb/MzqsQJwOiIczDqTS0vwBL6dhZOT6uIMXpecjb4x+RzgMHBAJ8IDKmDk8vz0usnA4Xw/90KDtQAp2krKcjNqlJKWJgIAXV9t+8wsiG4t5we4YzZ2CTHpLKnvll5xfSW48CQk3DHUNuR8OBhrjCPXnvQmH4jnGfPYRMX4mFcUxbgZ13IDlD5hQAAU8Ll1tU3W3CHJPdCBsS1ssWBCt9OLCLiScle8WYRLxZ8csdugiwI20RBz7eK6AOf7he0O1sciDRsD0zbuxTIsmumQrJTi8D1cu+tGigFJdApsBprrYwXHamr5HElCW/taukthcSmGUL+2pTiaoMg89Mxx98Wisqx5oa3rMZZ4K/cX7eGAyBMBEuskb5mpRU2AiNWjROYGmHgBrVCAO2Z1e4foergigG3jL4RZxIBvcVPC4iB8JnNMUq4mbtgRS7bcBLDFmsW+xCCrkS1cFp8DKGDCQwALnzApsTRLshf3ALShTUqGpLbpXU24Y98L1MBfUyY0oW89gIoI6ydgiZ18RHkUC9ABK6oVOJN7NW+S4LWHzBMcEk0AHGMHSPgucA5t2b6AbLMEMOKLcgQYIsxWWgA6kRxzDYTz+G/ncMSmcm4Y4IDNz7Gb2YUw06wVl4RbCAi4A8VxE8EtChbmScJmGdO2o/TCKokGSx43JFIReCPLF10rxkaCFajMSSRTgQrnxD+lgaLYzBrJ6+GMwOPzgOznrOO6SrIcYF1Ce0x++cQyNxaAYekcfpeMy227vVfQWElHdGuISoENILirsZYHd9Ku48AJTTL3wl3gJVyJfNcs+bFZBLikElieGTbZbSNNblSFItrNpWHkpmo7LLLWMvlyc0CnzssycXNybGPrxqslLKz5ZlErCekWYL3snttkgvn98NGKnEJgh5XUDgMSQhu5VaYeHwt3y4wPAQ9n8H1RnAY4JBjYuIhy5XZN5O64KoEBi2BSBAV6nER2Sk9j9l8dK0J8uTiAdo2zCE8gTQOYFGFofaL8WH5w/FqKPBe+GPMncct6hgHxuiS4YEJCXkYg76/WyNYA1rtPt4kqE2k4DfIHsbQsgOfwGu0CjJJnuBCVe6BzwfhCuNtyQ7sQgEPwHVIXgCEgiSy+767t8UCkTOSVkG55N338rANrKfPPnS2w4LQVVlyCVofHPG4IWXdsaFGTBA4/AUW06ScQMQ5+CrK69uUohZKgKPm5441sOWjBajkgX8qyObpIJUQz2RHeIpZ4DPAhlsAR5lwAgZy7QeATNYoegZC25MjWd8ZiXgLozoWniH4EBOVqJJbWHg5SF9wnkAGdKFSZqeu5imPEPXCPiwJ1NQVwWB6HcS1BpEtj1v62MVJJdbUWrPebJAFjb9NZBKIFBOXeoSHIeeRTWDpgjFAZX4oaKAvBwkmwWhfI0sm243tMuAGM2iZRF1O/40pZOe4ygCyikx6QR8PRWDIaB5x9m/D2SZf1XCsxroBD+YCFhTcGYXm8xn3NG/UvIpW+snMA2FaV9y4J7dfjPfBo3pkFOeSza73jJk2yVB4GAIFFkjU/WzECDBbPwEb+x98RMHDtziGb7x5ElZHX4crjMTM0fmNbIDlE98QKUKIAS4CIFWJ5jNtYt7WhpVKS22rUDofSAOppmSexBvNovFB77H4IwIAHcGtEK05YoxxgZKG5rpOWS60ILGg7BVFPFfYXLb5zF7LnEdYmAh/XF5E3D7EWbmsW6Wtzwn27OmtQElSoVvQeBTBuhmblEgUrM1R33BgC+AbDgTyr9W0qgk9KOLO0OcMeD0Dl3ruUVtK5b7zjqbtlaxH+Crzoh4Csy1KjKfOuoOqTFQDj48vN42rCTJfbY6+lyER37QWxuQh3XXva22oJHoaXmpeYQwBj9UXwVjqx5mEocCZWs6snXx21ay+zsbIMYEoT2lw2VR+fhSbSOKkBPWIGY56Wms1ZVC1YxPzEkNUU51aKW8RTLQOYyv6mBi5VBJovusQBIuKUZ/Ma970KT/7dLMWiF8EKTsd64XeidnRGUDB2CVqXsHos4aoBbJFOilkFX3DhQBKAcUhfRHU/eMWIzWg3iqhYaH+W+F2g66BTzIeoEf+qtQv5zq7nEDAUeB7gSVtwjdyn13BBPwUXGhVr+1YQrnXRQvhqPbO7vZh4tB2iGW3GiGVU8AHIewyM922qwBkrJkppiGsW4Wq+W60lbqJhi1BE71IwkW8zrtENYTyNpb8ppf+x8Cy9YCEW5/QJIOqpE3XjbtIjwOinEt28e3OEAJiiXMsIay0k8eTXAElYnihuxuvc2KJoZxH08Efti5bFQ63ip6LwUHfqoiLqohxDuTGDr9YpWSufpiFQAjevIJ9XuH1rQB06Q5SiVE2kXdQ+u1qVAcvc8AzmypxSanMVzYKi1Ug5xFbt0U0750bAXfIrAIOKFmAinGisE7FxUazRAjvfLQlNYYppRmiJchDg4AzMOH9f9pabZC0o0dc/ptjtu0wIl9C3YrsmEr8qB9PNPAZFXk3lgPXS5SChq8FSCaoo/M4tsWorhNuMRoJ4sJbWKZzLvccYdwlAcbnhZcxz1JTDYPgfEM7SyVuRPwMYG9jWc5j6WJwxi0QtMVfckUx/R1JR8rPL1y+7osYKqn9qW9EsKJc1FB0Ckr4ofWCK2lyv5PBQx2gpui0UwU3YLIFDPJdR1GWVlN9ZWa00ko9diWUFfBbK/XG12qGUsoYmlUdRwstP4QA6BF8nK+tm3ClwXpUVAoSOro1pQngvhoalDqrjYHBYRO3x7r1nrH4IYINb24kmwnVFJwQQBahoz5gVwzVhwpVyrAzS3wRQY3qaAFaDngFV+Gb5DLjuCUoya40wmgW5oHlcfYBaOUraxCTHDkO6QDQglquvtVSrl/pu77WewHezutqTKBjXNQbsQCeidmhJIkpP7kcdVypD5wrLN7QdUwjKYl4d5VbuIZoIrBPouqywYMtE4s1EuSCmFtLHWJ8hiUW6gMTXi75o+lhrgexa/8fSGDhaqP6lS0Kdct62FxPMJQLsyKe/dgpSzVVKUFrryPXLJQFa7DqYBaAAW/4Rt9L6zbIp3lu1zmJQHJ+zmGYWuiLgKBtFWTrdKhoHgM2CEL/PWxw3H4DcEdy0Fuzk8lWmXgPcokKrwjI5tNLMMkA0zaBb3mXyc4s2vgBUJmasxVHULuuO+ue5MSDIm7yFWGxBAfIy/yFhzRB/yV/cjMuMp5To1BUYlG1QrLb/OYw/q6Ct3P3zEn73HiBj2YDO2M4aiZsT7Um5RUk6hDvFW9GDPvdaCgXvCYZOrgJsXjSbdCBimdyAAZg1CUobTAguVS4ERTqBALHueQrYCgFUzYbOnR/qadGIvy35kmaoCddQLpYdK6yZvnlL1LhJ1oxL58a0V7Notc5anMw9OgBTe5G26liC5iC4naDMsUglA0hwP0c8UEzA4N65etSItRP8lIl42YMekNcBNmYvhljTGO4OKWfO58mqix4lLA0i91LWOEVj3Ihe91mfTMH8K3iLPqURQgJcLIaW6i4RpcWuQvOKa3cOK40AjgJrCedeuEEpjq7dcdw7IAo+5MSAzXI0uSsBlfJebAMKuFIkeKDfF2lBwmHNaV5Lyr0CWXSBxGr0HmkBZqMErHpp995aeM21QThA0RjtGYsUn2mF0hQ+xQ2VxJNPZ624QQk/WkJ7AFBwMfQwUeLcCDf3BlwRPACXvnx8yyT3bX3k2voAhgCP2X2HpsfW7JbVsWYCJyBn4bQSWbDSpaAmPFI1rLqeN24znhBsbHArBzDKfQGaNabSKEPbtY8R7rW2+KdDDPZJWzQ39PdGoySXlh5ow8/TLJwFqABKOLpo5t1g0DbbPOnxqu1Iza0i7bQ9Jk4EhCQj49wAd9cntBunwq+4PxaqBBe3B1x94BDYDK14FwxpwR4Ttca2l6LEsGYEt6RMlNdClaE99V07jufgulg1K9sznRCYGTOHeQtvI1hAYTbA6qOvw1aUimTxlgDGJ5uIRSW0CqgQ9cjGl8KCWN5v0G3R6OZNrs8JNvAW1yTHZAeePotjkIXOyCrXVLNc8kzczFDE6HrdQx+34YZYEtc+Vlgz3w/4QBLJZdzK5LO68mNjVj7FwmT3ZowBKp5pFMI7hHWzRhTN4BWADZdVclqDhoE2MxxXYel0dYfpWYXVo5luElHv6tJ0QxaHirJYmdjTVPRiJZNWFC4EmBBiC02HBtwAGjQ1wi5w0WZcb2h/eBLbhPd1vIrocChLyWax8K5LBCzB6v7igaLAoPtW1Czw0H3bp1AhFNC9O3AzUSjlVF4qgzb/Z71ja3eKxvXyVDjXmN2IRki7HD8AtnJDhhlErgyYHKKOvpYf1oOFMajhy2mbzxoQms11AqBOARo3puAaD3IQWks75Ec3c5W4jnNyQfGYvSFRAyR92i3AAUSR7zzBQDxFjTWTaI3NhhHq2HSPNTMWY60MC8XSO+QLnZsL7UqGS0sIJBy4tlVa3Cmeu0CXa4upDDAkYlQDEY1gaWiAhKBIq+sJHyGCAoQ9WyuaZP8GJDfXzgCAO6xtRFKKcNq+Ec7jugArP5oOuOIBpTLtY/eYILEWoA/gAh2clSIMAYyrlwwuLVJYMxaERc+PR1b+oZAUw/rLMQ/wktrgBVxX5NV8XlBFEZ2/a74EHxYQOwBUvg7gYrX9SOsGS/8DmL00m8lh0nbo+gTTbYBEZsz3mKfFylsh7CwLbhWCH0XGOjfFGTwTNTJKaUFJs/W4c0/AFAs/gY2L0fJCALtrk9/Y679YNNrmgdzDkGtG2oGYO+p7jjeXL30gv1d7Vjggs+A4HbebC//KPSbY6ir31Ld5iiyAgjb3DbyAG5vQmQ+KjasBW1jpmgBhbM8FoBTDNVjFD3A92zB8Aab8kvvBtFEsAxh3A+2Qb1C6Vl+XAkwmFA+KLLvUQmycVm6DjtiKxnQijBWEWEenwTKYwv/YE4KLZq3iOdeA6/9dLoYLKt06t02JxjQS4i9csOg259pKkYZQN+V+pFtq6SDXKG8ntRAbuoSYcODjNQCaC+2yKMpUcmJ4p3M4AIQymBtbHcgUUE5z4pzlDpelwIMMgIMo85ljXqEY26W9rjLA2Pf24dAsgwvADcbWIEVaBkYElLdbgn6FXBwgtiIKoe2sjoEYyy9YJhMplwQEBphVjTYjQIkHlhKWQv6pa8mVJK/SjRRIllg63/GwgWWiq0BqgQKxwH0bs7l2li6epka5asKaSayy8oCWUxACJwBide1vS9FqAQZ+yEAIuuLZnLHpnfnSVmTOpFkcKI9z9myLuUwkXFlailNs1LLEFTLA+DCZ0/PqZXJjQwIUOIUBoMVhrYASaXfR8eS0LAZPMpDFmSXyMrC0hWkncljcdWw3BVxcQICLazOJfWkGPXAsQ7nBXOwEOOa53sTnuVQWTFmoSySQ8RvA8hnX18er1C9ZMx0SlDRHhNIoXKbv5MIyDQkxR6yWfBnwGHdkn/uNFfGUFEi4UaD2f5HsmKeAaD4t9umFoaULWQKYZ8s0F2+U1w1tXY6kM7P6naQa8g0Dp/xV7TFyCLGdC7ueZtsnblQyMgALXEw1TkMCXLSTxIMO+iwQTmQgTWCZKO3jJjWRx5MKMSl9ACMmJZ7GhsvgXWUxXeCk+MwFSZNIOwBbac2IagOQ2gGSu69FfoDtszyMaBHxD4+i2B2bMLO+PApQChbsVYZeGOvazkj4WDF274/nFJGyJ//o5ljXtSeXm5BQFNVEUxw3ZaN/7SnMca3XyABxuazPPAVZ5zd4MbAsE7PfBS7JTxM9FCxwjQattnAitjQYu80Td0+TuSGTMbTlpmvnUqUC4tnbuZtDbgq4KID/qaVGNwbuFQ9qCGGFKbYx4A5RiFqXCQABocBLbtH585wBXYDNfLk2YykYY918h7qx7xNA5O0cpnJ0/qMEGN95yoknnrilC/FlsXIlHtcXgqPIryCIXRucAGFszDtP23U8CMqARmYap3KDsuGk5FxcgiRt11NyQ/ArWgyMtR56aRgy8tk8rUVmxXBKrmjMnq7SMWqQ0gGU1nhSJMJtIeYAxfWJgBW05bhMMjBym2XgZc64QediUSlerSzE9UvtxPywomVC1hihSjpjAFLPnAN94K5dSyj5VJDPZbmaZQDzpNLmS45rLM46UZooykCFtXIBXufzTWhXv5BJkUiVj5q31UVrjZxQbLVJaDErGT6/BBcRGY0p27AelISG1or2sbR/lqd8cBcAZlKce0znB5Is0WlMY2O5AJnPi/JyfozFoazuW37KxJvsUtAV5J9ncU3ccU1EgiJbqSNAy9vEh8QmwyHxrPSKHJefdktqy9Y87Xxdufku0yv52beKmPWAcDxrTPSFeOIZ0eIbQkO4jpzOkHR1DQHYGrgMKPNPRIdd7o01jGd1lx2mhMuIPN+YMk2IMovMPL4YT/QdIyJL94zw40i+H3knwTVZO5xSZj4e/EUxuDLWmjurbbEFoBKuQMuidWXm1SS9VzQtZaTNiehpm6H37nXlCzWA8RdCp2WVaRfYlbIALFGkCxvz0AKDKW9E8/C9DDCpEYObn8BmcEWL0ZZbA5dBxBVcCyDSRGS2Jj6ng8H5amUjLj/utbZPapdwRawYF821u8cxXQtIMtAINnScSB1w3RSGABn+w5JJ+7hXSWQKzzUbi9ivFQhrgrOJGH0G5ehy/b7TXCL2zoXPjQzIYGYF11gBsGaC/t24wqOaXx+XX3cDJr8UZlruZ6jFhHCp0gI0ye8GVEaZcL+sD+uXSScAcDmx60wNXDLKQOU93AguJJHZJdEpgluwcqIonwuSLb8TEgATDLAkNYuXRbIYwLhI140DEYBn3YI7lsIauQfgYT1ZMpY2WzLc03gDGWWO55uLSh0ABBQUtvYgLLTD+OKIqgG+o5Z/pHiK7OU2VwNyFOyUL3at7D6yOfiapTpO9JFHaMtEu9iOx7ktE+BhrUQ2UXPkw9UNgYK1oLWsVBYayX1EGFwDl4EVUQpGpBaAiwZ2JTBFpJa4kQAUMs31x984UUhEYq7bBA8BTIMf0HLRLGoATA7Pteux77JqwCzZaWwpILrB7Rk3IhoHcqkNOTfE3JxIYUQu0L2L9n2mjDRDABjfw/vG1jcHxAQdWftHFWANEn/UgELL6BJ7lBylHQYNGGjSmOy7rHCUJIgcGqulLkZ0Ihj4snwEXEAd31EDFzNvwPEEyUHWQ/jcVXMkojbC7Id7dE95H/1cZ42GRHm9MYsgKIOxwWVisYeSEGtNOaUGKGaXyL4DBl7lXuTUWCMrxuN6jClFAkYAZIm5Y1aJaxWYcLmUQZTY9bQPVlUqR04TJ12gc+LtMFP7R9/eFNRmWXgSCwzGiElSzlDVj8q9SMaNh5sQvTDT5fOwuUoRTQZXztATAGEVpU7kaHBEe7eyeLl/y4RGdwXXh0gTLt1EsJ6sWlga4jwk70kmvxUPPAhxX1wxQGVxTwDGxamHAjWr5Rpdj4nvW6EuwMEfY4FKKAUqYkykMFh7HRhcZNALzQisWbRHR4+XNIj31ToofNa1qrzgZr5zjtXch3X9oxNgzY18tvlya5t2nOWb8BnahmsFUTYoyGJstOtG8SAAzHwLaPCXvCK7TKKGqBhEcZw7YC2Y+rwIgWXKdTUTFIMcWwOIwlimHJzknbMD5CxFdp1EWzLSXAIMjxJ9Oq88IUIur+ja0AIpHNFzuEr5JoFPBh0FY91j+WAJMmMVzxKIVI57pXD+jrGhJCJa5N24drWAmzfgN2bmzvtHtlWfCCtd/xzaXefQyUiARSbZgOfeLhzJQIQ7MikGmMZkiew70x/SBS4TxoUSbjR4GtDFShoWFPCif1/qIAraJiiuR+DiM9HhqqMgXEpeKBE7O5eCcJuc3NXgdzzJPar5iQBZL9ZQQhVFQLTjUXi+HyDkrPIDLdyP+4j+MCBz7dxZF8h4A/fGEgkEIvLGlUWo8Rynrn4wc6dGrI7se7j2ATm075+9AGtu4iNjrBh+hSsw0VlYFBYiXCIXhUeVloBJlnnOJZsa5yLIKctH1OCih8vA5bwd7uEcsfpI2iB6z/AOhDoe/yyrHdqan/Ca90uNVUClRAtLme6gGKFEJiuSp9wQ2qCNBpgkU4EAD2JVnSsCFK9TCtQi8o/BxTLIYgfwAFm4TMEPGhE5SdZM9t6YUNCuNRJEvo17dY3GruPBs6zXRzpPMhm3P1inFUM+EXi8KmuEGzfBBiEmCd9incqCKXABUV5p3AUuBVguFBhotqgPLwIWljMk2rdlyeMRhXmlemzwwk1xfbkTNbuQnFIoeWIWUWkJMOWncJMmyzYM8ZAqAQ6rRimBjbA4gBIF/bCegiLvlcSNfVeBDP1g8Vg/48Eq4ZR5D1iRJqXDA1nOENUL1+P7WdKuhdbmVCBhzkTQFem1XmQQYFMrJoG2lARzc8DjRstFssJ6AxXWyEWKbnCP0iwreYhMx4BLSYM202rfaUKjx1y4HcTUtQGWQVe7I2qO8V4arzWFhOvNe1rkCLJWLFb7K7eUrLlO9xZuMnrYTCZR+I/CsbKWTLk0i2DEtXOXvEHckyjZeHhfBBqoAdA7B5C5L1YLVTDWIcDBOioFAWSkfFgzwBOtuoY+a9axNcOxQ9aLjN3h8MDmuHlznBFHkXOJfvUsCp9AEN0YXIqUhsEshdk2+Jlcd4GLC2MBabPJcs74/njSa4hAwmCxEjocIpIL4bY1CJLozMy9//m+sluIyNKkBsBEqyYqVh+VAijhJkV9Ahs8DK9RwGb58DDfSXH8jndJ2Uiw5qy8a2Tt3G8oKvphPHiQ4J7RIp5BRlh+lML85LZu3Iw144nyOIUAeWWnaSg9sHrThYwCWIPUbzU3Ijw7wEDXwMVauJCo3XkfN1HyLaIjQnifJ7ALXLTHa9H4p1MgmiHVJfMiXPwpcmDRRmKCMwCCRMcjCEnuLc9Z/HCROFksv5MPK9dT+kxthxnuTuQI5CwJgLBQhEvkqnVt8ARcvM/HCm+uyb0i6iHGRxkr768Rhe4xIEPyAZtFl0oJoSS8AGsm9ZGtGZdbKZcdARPlizWZZY/WQ5pjj4ZDbMVdxUQAAO0on5FII2rg8lm5qAwu5JtmluDCn2hxtITIuAulQ1ir7K4Qfi4SgFk12q2lOCRyUSQ2EOFaMtfKYIx8GoCU7d5ZgE9xuNzaU1KUWwv+wkUqSrsORJsVBxj3IS3gb66fYopuAUwng7EJkb7gknPvfxfI8F8AzdQEveABwmXm9m6kPqyZiJ4XqJSLdBAc0jkYhYwGWIPYPzQTtn8zIUfTMgMhWSnkri1eYNLLtmtEVcidmw5ZLpMei0CzGMQoRclNibIiwkNU83MTWap4AltElgYxVwgQ3iDP8V6gCK7D/WUgDTz0vBUVDpMiyqvtHQscATDvEbVGdwJLxPJTCkFRLPCQ65LXo3gsCpeeS1+sNkUIF0+ATHAVnIzgdJRHxFhWIUTtggBWNff5hTUTOTpPpVqzPywMDsxUZt1lWhffMSeccMJuJkOppisZJ3sMNGpvxKDGYoOQrjwXMTiRDJU7425iy0eWDVeJmw9iT1i0yKVF605IuAVRZWT0M8EXQeaIKtZD5i6SsuwS19DVYs0aGaOwIq47AOY6pVxEsiwWa81txhpS7t53ew0Yov0IUZexV97KXgInMy8UOxo83bPxYiHLIIvL1KotKMuVjPiOigiV+zs5C5kJYM1gntpMwL7NrzdoXGPvBp/Qr7rvBnEcg5XzSmG5auBCcLmHeB/3G/1JRJ9V7jfDNYI30FaWR8szK5CufalzVRogNDq3h8dONfkzJD9ap3y4QdxTjQ4QFhOIo8DufiMSpaBcEDcG2JREVQA4cDKEPB7Tp7xEKcLact8snpxe7gNj1YCG1YyGR+CJ4Ki0ZFymaygBVhGrpfc9dcZNLGbeJ785/0+bi92v+RWZ6d2pzg3mVcohXYSecH2SgWEZ5Wpym5CoM1ZqEyRZIpMgyVwKscomWyODHqDM0VkfwDqSi8sEAY6txbvE5AXAAJQLimQxS4Xkc82AhDuhIABEcaJsJm1BeVCSmGOu0xgqTeU6KToBqBlk8mCUgVKXIIvGgx7xhfuZ+8EBKWSuBzE0X/TGZvJ2aX69+6yf7QOXTgJaG5Eo040LhERCMZtvOaUYMC6HW+PquIsseffszF1yRJgJfn5cYQZqmZQMTqcUJYVTW6hLaaLlhuA/+Jf7kLZgWeI+/cQt8Tk/EfEIqPArfCmvWhIV4lEAlK+tBjKBBeViDeOpLriyIG1AXmPOh95Uk0We9CE/oIF727Ef6AMXSyBfFtyBxiO+edBocCa7uIaeqBC8j7AQ2ZUBS2gpKxHujJvKrjYnTAElriVn97uKxYIPqZla4yVOFXkv4n1cZSxMAT6JU+dw3VyW5WJR/M/99Cyf78hdLcZUh67yU5YayIBdoIGToRLmYmC/CemI/g3ZemRugDWT9sdm8sXHutUGl3/3gSu6OWOBhVyTXFCuEoiGcsoB+VXXC+ECuU8TFBnzEKCMSBcoIxItwZAJfM5e9+3DkdMkANrV2Sv/FgAj0gABMDk+E85CEQBgqbl7RJ7liSibKzSOkqY5YcoiUpy8SIYAmUqJlqQAGU8hZzhC9FWvM9dj3lyThZ5V1HzxVxqQKee/oe99feDiDuVvIlQGEBFjuYBB9JXdTyb2JCcfywgoa3suyEdGnwBXLmbn5ru8mVspGYi4WNfWnu4p10ulSQAykpisbwCM4JnORflwTFw2olmuWJpIZJnHBHc1JmW7uAgXyHiIfM8jZB9zPMsHSln4YVhTPnat5teDav8HGFFgDVw4laxyFJu5Q3WxrOkEf4r6IeEOcteqWl1EiMClU1OykLUC4FjGFp0PITlvBRxZ8nK1vodMZIDVlnyFsDaO3GvGlUdxmlXhvsLlSzdQdLt5JwAAB95JREFUGqBh4eT2cpJZghZhB5pYlIEz4p7AlCsSBMi4WuArl6F1yLPm5V1ZVutpawdP1q9C2r38h1JJ2WsfIoOtNyxEAjEWgYTgQaxXCBA6Z46aZMfzyhcTIk9kEljPeOIY15O7OfIOymU9Ma/nzLs0loXtvMfr0HYDFCkDjBtkicPiSlNkTmksAIwg9oKD7Ma9F/ByrZDL5k5FluX2Df5WB+VeB57CplPh4N6bGSmrArBpfox9x4CXzI/BiF6lUliVnG5ARGt7OgBhtiYy1jm/JZzvWmhbrs3EQ0Joe9bk8uFRmfjmrtu+h0xx62XzYRY5QemTEJaRIsTKIQtGcLjYtiCXiCSoFcvLkhylFAlGCYzIO7LewFRuSwVkAFjuhZbExiV7zprv6pJVe17kdPMUSS8hT2ufkUqlnthNOYQ7y5V7E8iSlUlMFia6PglLkkFJDPiYkg7Jq2xcW+49LzP0eVfDTPLLa8yLe92HclDXI2245EijhAhIAmDmlBsU8eJYYb1CgMi4ldsrGTvKlC2yoIfFMz5ldaInqYoz7Jw3L1lUVg1gZFqvlBXVZ3tpbks2382q1xEaSmtzickAlCuouQ1Ngtn10eA8OaxQpCaGRNSUg4KyftqVxSe1FdMh5QJW/LELYO6ZVco7eAMLixXRJ+VTtUD+ywWvrkkSVstRtqroApC6x3zdAIkmRFJXE4BgoWP1EPa/6yx1xjGyqgAjzQX+uAGMMKYFGRLMpQnT3TxwlRZHWUkQgMwHR+Eu8yIIliHahUOcc+zK68xtSN4uSTokNjsJyf34uRZZPgKvBFhXySiEdSq3iKdIgp2QvkhPyoVVKtMRXU/aFbnqo4vV9B07ZvvCm5q73oufQ1YdYKQEGcIc6yK7BB+SXETYDVZeO8jC5Yx9SMcGHFUpo9icr6o1DHZNWNnyXW7uMkT0JVx9JltFmfjY4XmM6CaWkY/OD8lUqZ4abfJaufdHIWsGLrImACMJZPIHVx56P6FdtdXISGkm9oQmj318X/TFZ8klohpxz5axrxeslL7NYQi3Lr+V+7mcX/Ay9gGqeJ8IlOvzGTRhzqew4Fy7rhW4yJoBjExBhpHqad5+6P01QexZr1KUkcaKICPv2IzvZQDVeuozJ8wLPrhTFjWshYhRsBBVB1EawPatkubay82CRYMy92Mf8SJxXds4bwYRLe682pyrlDUFGJkSfyATX9cTYj2iu6BckKDLYZbBLTs6cJwMoBpv6trbS7ZfX1VObsq257KWlvI+gOm2jf0rQiRGVRnkrzaAGLw9VzNa7JI1BxiZpjC0N2isr2b8ayIqqj34KnjaWCnD+hzOk5IfSp5Ghl6ZqOR+LFROY3h/TmV0LQIJYf1k28tHESP6GwBgCrgHr1aea0g2CMDI9IYe2gANcdK0NVggF/WU+0GY+FjVPVbKFEiOTrm7skMiWy+JyuxeSZkLK8Fec7mlaC0qAabgP3ZnxDlEuLvPapR/ZpENBrCQae1SG4BsX2erj0WxtT59EzPrfq8Ky1IcAgiAyotkpSDKfU5zJr62s3Ip5bMY7dw4JCI/KY6cAqFMosHcJbJKomSxbtHC9TyywQFGpl0YKsOYuqXNKzpjTXKsyg5BgKP3fhZRn5N7ckhQ5oirZm0yYGrbBQyJiDUHAjVxb6JJgMois+8eF3labRIXoExwwCItN4vIRgEYmd7wPWw63Py0NmpZBtNmJHJKrJiWaRZNkbtri/WxUobztbxVXjtQexCB1/JaynIvWFYJcAcKym1iuQSYhK+ot7bz9Yyih36/De0SS9loAAuZukz1Swt7ly0BR6TjsXRrJWVbC8lNhLVHE5av1fY7FaAMAQzRx99KnilLvyDAcIB95+mhX23Z6AAj04UklhdZSGlJ9lYDH1k1qQEsN/FlFz2LsIx5S4Oa+B6lI/XaEG516Em8PcKU6m16y4aKEodkkwAYmQ7ImxugWWlrvbyVCKOeX7mI1LaXzDms2q46ZS21ttCjrBx0iZKYa8D7rJdE/vt2P+wQDWU8wCFrnTidVTYZgIVMB+hBDdDwMk1LK7e2XiVBxHXHlpIBgyeJQqUqEO948kbX+0NqlrEmWsXxywWELz1w7F4RG1o2OYCFTAfsVg0IbjRZvxfCTFt5jhENf7VnYOaOA3ys1u6dpZa1t3IonuezRmLPq0PHbKG0MWWTBVjIdABvthZA68q4d+1l3yW1lAKLpxS0BknTzQJYIZs8wEIS0DzPT2OYLOxCHA3XQahzLVKj41D0V4rUSRkNSnV07Rw4h+BYlisd1rfh7qYomw3AQqYDfOdm8lTALZnbe1I89mas6HPHlSyCsCbA7/JvszyfiMiJ2e8itoQisU36gqJ2e1RzHNm1D/2mLpsdwEKmA35IAzT9wNpV95z+HN+8NVmfeFVgXrTIbNHvmOc0jRAhquSz7pPjao9n2ZxkswVYyHQCJBaPacCmZ8a+TFacWwA5e51n44inPVgdrD57fPlIvM1ZNnuAZZlOjIcJvbUBm3S7JkeAAzYV6DXPq40UnMqe60Bl1fFnNkRv1saQ0xTAskwn7GPT4zEN4KTkd5gewKYIqb+5/kSC1RN5CplTRVSgsuPwp5vr691x5LQip1mAlTKd0A9Nj1Ya0OkktIxpm3RoDtty+tOS7qGylfKM7kQdiKdMf56cjpOa754tajgNyf8BGF6ZxoOk1BEAAAAASUVORK5CYII=</Swatch>
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