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Pearl River AQUA Marine 580 Beam (PR-2568) (Pearl River_AQUA Marine 580 Beam (PR-2568).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="AQUA Marine 580 Beam (PR-2568)" ShortName="AM 580 Bm" Company="Pearl River" Version="5">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>dbd28439-abf3-47f4-abea-5a3b0d19f819</Thumbnail>
  <History Date="13-03-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="06-11-19" Author="Nic Morris" Comment="Updated in line with latest charts (removes frost, adds CTO).  Added product thumbnail.  Added Atlabase ID's." Version="2" />
  <History Date="06-11-19" Author="Nic Morris" Comment="Added gobo swatches" Version="3" />
  <History Date="04-03-20" Author="Nic Morris" Comment="Created from Pearl River Aqua 580 Beam (PR-2569)" Version="4" />
  <History Date="06-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="50a199d6-baa0-43a2-8787-972ba3fccb80" />
  <Control>
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      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="226~246" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
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    </Attribute>
    <Attribute ID="CMY_Macro" Name="CMY Macro" Description="" Group="C">
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      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Prism_1" Name="Prism 1" 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="17~127" />
      <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
    </Attribute>
    <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism 3" Display="'Prism 3'" Dmx="17~128" />
      <Function ID="3" Name="Frost" Display="'Frost'" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <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="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="Display On" Display="'Display On'" Dmx="20~24" />
      <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" />
      <Function ID="4" Name="Lamp Half Power" Display="'Lamp Half Power'" Dmx="35~39" />
      <Function ID="5" Name="Lamp Full Power" Display="'Lamp Full Power'" Dmx="40~44" />
      <Function ID="6" Name="P/T Speed Mode" Display="'P/T Speed Mode'" Dmx="90~94" />
      <Function ID="7" Name="P/T Time Mode" Display="'P/T Time Mode'" Dmx="95~99" />
      <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" />
      <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="10" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" />
      <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" />
      <Function ID="12" Name="Reset Intensity" Display="'Reset Intensity'" Dmx="170~179" />
      <Function ID="13" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" />
      <Function ID="14" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="15" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Diffuser" Display="'Diffuser'" Dmx="1542~6168" Colour="255,255,255" />
      <Function ID="3" Name="CTO C-Mix" Display="'CTO C-Mix %.2f%%',0.00~100.00" Dmx="6425~65535" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="Short, 22 DMX" Channels="22">
    <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="d07f983e-af6d-406d-93cc-49a6e33b9ca0" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="CMY_Macro" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Cyan" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" />
      <Attribute ID="Prism_1" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="14" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="15" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="16" Wheel="20" />
      <Attribute ID="Pan" ChannelOffset="17,18" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="19,20" Wheel="3" />
      <Attribute ID="Control" ChannelOffset="22" Wheel="28" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="37" />
      <Attribute ID="PT_Speed" ChannelOffset="21" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Standard, 26 DMX" Channels="26">
    <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="96fd5122-9e01-4cc7-9f1c-684e1e8e16dc" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Yellow" ChannelOffset="6" Wheel="12" />
      <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9,10" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="13,14" Wheel="18" />
      <Attribute ID="Prism_1" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="16" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="17" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="18" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="19,20" Wheel="20" />
      <Attribute ID="Pan" ChannelOffset="21,22" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="23,24" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="25" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="26" Wheel="28" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="37" />
    </Include>
  </Mode>
  <Mode Name="Extended, 30 DMX" Channels="30">
    <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="d8c931fe-d002-497e-9743-139bc9601ea4" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="CMY_Macro" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" />
      <Attribute ID="Yellow" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Magenta" ChannelOffset="9,10" Wheel="11" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="13,14" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="17,18" Wheel="18" />
      <Attribute ID="Prism_1" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="20" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="21" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="22" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" />
      <Attribute ID="Pan" ChannelOffset="25,26" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="27,28" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="29" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="30" Wheel="28" />
      <Attribute ID="CTO" ChannelOffset="11,12" Wheel="37" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Intensity">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Beam">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Half Power">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Full Power">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Speed Mode">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Time Mode">
      <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="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="19" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="20" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="21" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="22" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="23" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="24" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="25" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
    </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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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1vXVXrJr3FXAgV+6EPfWhWl7MtTjWq+G8hwUQN5557ZASDXSXx+oY3vGHeH7kGjFgEe9zjHtcOkcv5ys985jMtcfxNQDI7KhLCNrMx4qBSoGLYOpyFLMF4ZItCzhjYvNRd6ZyUIz/ZXdnenOH14hJOfTgTbO6QBwtISr/xjW9ceDLYkBKfSW3uuuuuvZe//OUrv2O4I34XItBqY0RTLShaLG0dqE3hWQTYUxyPC13oQis/s1F0NgV4naEaA+XY0CmximBzV48l2DqSr3PK7nciymt4Ts4aygQbhhgRUEre2sJIWc3InhkbHJASBuHlzcw8yBsecmpsBmg5FQS76izfuQvl/Cw1VVzqKeMuazAsDsVjRDAuvXTOqJJGMFYAtrRVSIwSDOZFIl9D7X7m/KN4V+nMiOPN+EicllObNYshD7KQOV88siiAAx6PLzpD47LFsKh6nPHIGL7rXe868uQbO7ym1stSHcg22iJQFk5CNugzeaTQ8ib0d5yeGW/0rXGLBON3L2RKmhSGGFgOfoqez5pgZfFfiWwQH3rooa0HRq186lOfGmgTMuL1GmbwUMuxTbxV5cqLRO0kklo5N2IxDQLveMc72iBxrhSZEXBqGwTbatbvPAgqFDLBRL15YLOcPFMmeMs6dMZ8QOSdfQKaI2rnQmaUOTzfpTwQizE9p9r3KpAr8qIZwhI8xfy7rbfeesWb97333nvvmZsoCVstnGBufm6lF4MR3S9tgmlQxn9GiUcJPUzSjX3FK15xzc8WPaapK1dKLT7/+c9vg9s2EgcnpC1pLDVWI5cwko1Uy1mOieUQrMRNbnKT1h6bhZHp5ig2DNQmPNdq8GUWxmm4DdSOmDnppJPGfp9pQPJ2gQnCHixr29R85Zxt4JznPGebMnvTm97Ue/rTnz7tpbUEW2idCRLFHIcMpbyzIJiSmwgnQC2XWKvvGjYeoAu5shXs+kUTTNqrC2zKnF+MwHKXtHbYPS/zhS984SwubUsEW2iBoS/Mm8xSBgbdpHEQucJALR2VK1OBlKtJ1lGQK1vhq1/96sLn4kepTkAtXJfRzvDvai628aI/YcKK1hKbL1yCAY+tJFjNC5oEZad2LdhZSk/R/Una6sWeyhiY95oXpLje/e53t/ZTgFdYFhWqIOkiGAnLE67db1W9ov/CODM66KuVYGsPo54zapHmiE1Ni7LAroQQRlahMGlIgYHskb20UU8BmQQO6CKBsinBgy0lshRYeMY1dA1mCedL0/KMvOBzIdi6GIupRmta8JBE5zPK7AH1kcMKVPZxxx030eexZ8JLC8zrgHjOCzOiDEfUPEihH17jOMlr9yTmiM3wFN8Lr5sTzUed5DwI3O4yyFq64WVYQeNt13yJUcBLo5ajcjSnnagvXeYkRq3JYhwgjDovQ1XYeYGaF8sTVLo9zrAT7+N1s8ZcCcZ9zm1kXWAX5NPMJgEDVV35KNeUMW0FJwloBkVtZBMyH3vssa10OOaY2ZwZVl5/BE1LaHYZh2BZMtY6pCbF3AgmH2hQSDmeEnIZCYhBTTty8uY3v/lIfYjlji9zhn4vBmTgyag5SlWiWtck0COgCXE9UjOzIljOggzCLW95y2oi30YkTUunJgdVa3nNSTE3gpkJ35V0ziOTfLEnP/nJU3/eqDc+w2fnCdFgVBMvTLBxVCjXsUnUuCFoBDXje6qTjx7KSYEUpKWMh+xHqP6uaLuCAgHsskTavfa7Bz949RRytmp0uEved/VOjoupCcZN596+5CUvWfVz6qHM0QWy16O2ahZ1SDVbZBjE43LMStOpnQ/jFgseffTRvfvd737VqLqwiJ9P4wBI0COoTSsVFjarsiD9jALFfqa+LqY20h4lwczT8LPDDjts1aGqJJrri9yq51lMp56aYJpU3VwVESVRugxQM7zALqwdLjUJJiFYDinYsVRilLFEff6o0OyrDLsrcazidVoPU1aCVGTAB8GkexA7wKN17aScMQCuKc9K000lk6IWjwOSIVwTmoCAWBcEA19GeKAkGF1OWuWcl6BgLKKZENrzZ4GuQO0guyyrR4uRY2i1WF2JchTS0572tFW/z6ZAGQydBHoGvKeAKyLV1CP1rK9AqIIkEpmX/gl4jTCE7+s9sqRGsIc85CHtv3WIz6LzC8EEPSaOhUW5sIFvJRBJ7CYTjBoCX/TRj370pB87MsoRmbm8uRyUMg5IJOUwZp92xdFySfKghPSoICWRiwbQuZ4bbDNE6nV4k8oKKkmxss6NTehvctc7u5MEJjDKHOuE+BWCMUImJlj0DUpWZ8QXokKzpxaBQR09M8p3tZBfq0mJUnXmRHRIXGq71rQxCKSAqgxhCJ9bmwOWh5/kg0onRU7fGLBHA9QKJMXJkN+pI76/XGWofF5kOF9l3lZg1rgpNWMExgzOVvozgtEFl5n0HWJIiJvswkO1xPNlLrP6rbnybkr0GQY4Ct6LGpgEXQcNcEIEX6MLiLTxOcIJEWAlVcv00TBEDbtFYoMyqMvFzu7+LHokqbAoOWeS+EwhlRq0qCEYMPqDYHLAMQutFkNDYgSz6dhjynqmwA8R7NShfzYAVB3WY7yotp2VUbONeD5Zehn7Le406ESzYRg0MI2ajM/jilsYoYio/2JvlBhl9BIpLNZHbRl5VHYoZek5i0F0Ym0IEAn9Zz7zma1HWLPFdLHb+DaOMEls6Ez6WryL47Pnnnu2/6aVpiTYqSHBpgJVg2AOJLCjtNWrVYdyl1jUl770pat+5su7EdOkbAZ5fRY6E5qUzJKyFq+jyoeNyMwlPjZWSbCclppVzfuJJ564QjDfy32veXvIxRxwjOA49lS2S238KdFKsFOmfZeouWJUHn744W0sKdzdsiFCMDLDMXlEuBsyTTSf2x47tsSwEAZvshw015WCycgJes5M9piZAjneN6vDsVRJMNqj3Z86C4LtsssureSKngMbFsFqZ4l3IavyWjn4mDhlJgTLF0XdsL8i6RySrAtiMW7WtEV6yEWCaL8qMWy+l+g9jwxJg4wWbhi4+JEisrmo+EgJCRMECVRdzKrLG6nZkciUYWNRlzxzqhOQjVZxHdkOHYSsym3+KQ392RCsxLC2sQBXmZsPo8SdhsHZjrpkLHjGKDuRhPH6IIjSlVHSJa47qnHFnLze62KYHVBVM2igWIFZGMic54KZIuT/YltMDtctHoZUMglRb5e/T60m32bgMJHgDH33LldvjImWYMLLws8T90YOSo4O2rniMJG5HzVkwVulymoVl26YaHwOLIIQxCiHIogJUfEIKtZE1bN5BiG/pxQOW8xiC88EZl3lSiUaMS7GFfdXmAZ5hE4Y56EqSTsqMvKguT6uq8mFFAsTwbSgCQmGUydv1tygvzc331GuExfFR0243atSIovvQZIp/90oZT3g5pl2UwvsAoKY8Z67rZGYTTisDNgNt+vDvVf+M4xgpbQsR0IhoHjVrCFZTV3mpDxCuR4eLYIBmzeX3zBFIpjaNRx5RgNpvo5bkSoiPiYiGDFqt7LD6HueRybOoABjbpgo/84xxnJoeZQS2FlUElLXQhN2tFyd4G5OtvOkSoK5TmRUYhw3VeghCOb3g2raxJOGhTPU0HcdxTwN5CXLgybcQ3E5YRME1I/AAcuNL/5tI1m3ruEsihpngFYlxQpICE40YZokobLsXHreTNPYITCoUiLbA/kmRC2Z2FhJMDeWukPAMlkboJKMyvQ3gTLgK+9IzbBPqMMI1EoG6+7292wpNl3MLy1Rq+/PQFqjCcaFa7JRx41B2QgI5ppssq7WM+pUwDWrSOPe2Z0qM7LXPUmvaB9tkjkINnGnghuhkiJUA7HLoI1o8aBSaDcwYjrZMQgDtmxmgPBY2R8+syvjr0GC1Io683zTvLej7cruIuAxHXHEEStVHve85z1b43+S2igEHrdS17WReuzG2vUNQvbm2bddBAtvMox8kl7+ku0Y07nBd57wxA9oOZUJxhcde8qhhZKPCy+FSgly+ZmBIl2Q+oiwQo74h9qpxa9iwUgX1QtOnK3ZDIiiYkCwlGOQ41qIl224LMFAFcGznvWs9jMYuVROLSVTVuZmWOxyUMooUKipOnfYjIwa8kTsWnYiEAZ/EM16IVcJa9c1BHkIcOl/BDNLs1E7RNrYKfTS/c4L5yYNOmWDOorgaM1oRzq7K38Glcvt57Hx8ixibnFHCOoNeS2yxVIMmYOi5WeVklIiW6Q/EuBmZ4iTlRWpXU0SApziYFHQRyqZpW/zlZWkGf7u8Y9/fPvvYd3hNo174B6T4oz33LzMyemagxuB1yCPDUpalR1LU5w7/gWc8o9cD6bkYeoajXwG9rDUD/IhmYOmcjVDiHpBWotStrRJNcWAE1KMqI80DQlAxamDN8vL78qgZNmNXdu9oaZAoFZRnxa1DC5/tjfj2l1Dliau0YikrvKafF1Rkzbs3mk0iYExNqDPywFl15SvK6PUDOwszlF2WPzM/ZsQK+UzmWD88ceu/dvRIXDKIwt0eU8kVtRlUa8IRk0J6rmxWV0ZsxmR6QAyOVov7CuxL14jiREq1M+Qt3YoaZl7rKli75d7BQ466KA24p+lmBId9mf0Yir2o07DsUFcRJA8Jkm8xyDkkqdhgdkcXyTlh2UrAkyFqFPLnjuCZoLFsTITYiW2kwkm+8tvnfi0D0TJea9a8JQLbFGoMbtfZQViUIfIabfnSlNDeUuCeR2pJOwQ/XwCnBaQurDwbpbX1VrZyomEtWQ3oorhxe9UZPh+5XxWhYpSNBaIVxspL5tF/MvCs0VJtWEJ7zwCfVhnj+AnMo+L/L6ZxMgWDpfrdF75hMChlUqCFYI5W6axw4i2iQ/EsgAZtRp0hLFobrwv4uZrVDDxOG4w1ROkowqFQcpWdpKJ2gkxjnD+76bpdSThLD51OcwTqo1zYpOQgJHKAjVrJcGQsBxXII5G2kWAk43YdXBDRiZ6OdCkxLD6fvevJr1r82QhnAqGv80wxRkG749ziqCsybdanQQLt19HSg158JuFjh1Lwoi7kExhUFuU+L1oeTlSm4oSIuCqU0FsohJiZFQqaeGYOgtEkpAoCMYGEfyNOfdd6IpliZJngpVjCUqESuS9hv3DlhGTGwV5bqpG3kGJ5mGd8DTDsIi8DR1EjQYYTsiUpUWrDLeSYHQn37WarabeqB1EKRtW7Yxsy1BTUTZCTWkmyCXN+d+1xo8sdXhkQTAZfg+Si6pkeEcHs0VBMHVaCM42yXGdcVEa2l27H6hkEi88VLYam1SsL9sy4n26rmvHFeeZEFI+VFbXtMRBI9Ld9y4hkJHNGZtS7GzQabgjAHdW5dZWEcxJpc0uMn+7KsWoA7ss6tBz+UdpZOYZVGweu0VaJpDjNAxW75Vfk9M6VI7qBIuGNOJUotbsLflPoQrSKwjg/XieiEjNilflmnnqI6ug2pRoGHXij1QZaeqzkF5VhcQ5g7pUNWq52IqkdqnCynn7vncXwcocaMbBBx88UgWtexC5TCbBlOSCE/Jpt1BrW9OrVCWYHe0GunGMwJyKieDqILjxkZlHsOhQpgbcyNzhQnQT8QhNOjBo/Z6nJn4jZ8itR4I4FiZ7rRwMBAMGeiZY6b53XfsoZUc2Dhsyej2Vy0TIpMxhijPFCHGvKwlW/r1QCzLW1GSX1yh/m2dSCLUIB8W9yUJBKTUbdYZY0+dWI5hpIGo6tih/QdTzrohuKk/OLyoFypxjzc2mPkKFMKwRNYKR5RmLCEEShRgXqEQwO40XKtfmZ6onBASp0KyKcjghqwJSrhxU0lXxUS5i+Z28r9hWkIv9VcbKMgRCI6OA9KXzUc4Wc4/M7KqdRtLVBienmL+7XCg1HSVM4nSxcTktpL/3n8HIJpxZM0lmDcGaD/938+HHNv98fO1dlLMgmN0oGU0S8UBcOMkSi5kXo6tk1wLm9vUSpFXEhjgQ0bUkyo1gvEQEgzJmk2M8uTdSKKFUL13VtGV8rLTJ7P7YMN4jovBdyKSoSSBmQVTIBqTSagSrvZ7hX6a0OB55bofAM8nJw2Vu8HCZLrUKXmssDv7y1AUAABLGSURBVKkFbgQcizvlD7s6u5V16opdk5uUe5RI9uEunocUkXJ2RUzJy/XtXWXTtWG8GeyoIBi1pr7czY40ChVITdbqvGrR+S6UA1ACZUopN3mI2eUDDUjRSL0w7t0X7Wy5GSWHQ2qpMeqeqZCluQ3MRixr+mvBYbZXzXM0BCUHt31fKbRA2ZwcIEDkekcgGB1eHR9UJVhzkT9qpJipGWtsMV4atRARe5UPWsCoTuohz8AfhmGxlrKSEtkQjNcZk6p9/jCCZRVYqnILUhs3ifzlyWvhOSN7LsOhknI+lN0kNOK6urqdykblABKX5oL7WxYtlhKMdK11QZFYnBD3KWKG1ioTrAbVKh4jhizehjO1XwyaTcHPrRr7ksdBMLpcFJ3qoevZZXJkOYFcK5uOaS6DUNok4XlGLyYvyE2Q0il3bhj4kFVgKQkY6LXxnT4rl8sI9IbHxXbJiWU7PEhMspedUzXIZNROOKnlIGtFjaUE6xqkFzlRzkUQDBEHpa3M81BNAiOOseqMiXQSrFmwzzbksSW2L39nJzPCo1wF2eIYXzYRgklJRCVErZuFmK5FmjPs/phZBYKpgrbiPEIUCCbIKjyQa83ZE5lguU4qh0J4sGVVaCCffQ3O9PGdSa8ydZXtHmo8jP5hnjWbjQrKqB1CX5P05VF8XUQIiU2CUdHuhb+NOB1Qn5wPOWCS2/rGd+CdD8EHcaXrl8Om69ADawhG+pAu0YnNxhIXQwhOgBuCYC6c0VqLJ+Vqza6ItZ8R8VEr5u/sLgTLeU5ORyaYmvSIirM78u/ytahb77K/sgojvUIFkjpZevBqcxoop8tikQLlQGKVJ2VJdu1e1aqCyzFRXYUF4anaGAQBT9c9IcWyKuaRc1oUcYZToGRphGNxBpbsDiRYw8yPdkkxHktu9bc7EMxisBeyLVYT+7HjEIGKoWbzHKsAsuZiRKrXQuVIdm5LsyvzpJyu8VCI0VUQSPLk8iF/F0QsbSfXkovysuosk+hlVaxFtxkY54GaOqwRjFoPDWITdpWm540ohYVgIFeaCSa84ZFBUg9JN5FeA3XoKPPBqlKs/ELZ5tIqJW8XqaJa21N4gtRcNKzWCEZs5xb22ikVWaIwXnOlaWnH2QCkBBujq8uIRIyqA3+Tg5FlErqsGMmVs6UhXiOBEIFhcJHML4sY2Zq1MArJEmq8JmWoftmFbKTLI4eaFDckObviaTbwCN1QQxsOhhKsL8VYkKuSeuXNyouq4oCxHzvWbssVk9RmxL+iQDEH+vIM0gyvi7/LJ4VkG0UlQEY5uwvpEWjQLAtGfEA9fr6WcqBd6WWFXQPImMMD7KvynCZqVDFj9DSUG6hr9phovawBaVuz2xQTeF9hpUA0sdhcbGMpP9+vBht+SKrs+GHSC0adcHhg8zC8dMWyRJBczVmWHWfD2u4knWJHU1uxaKFyIvpMWiEnT8wOzCqHTRC2WpZqYcOEnREg/WplMsPGY0bQkfRi3GeUecva4gYYzGy2yPFZMPeNs5JBRcpS2DxUsc0b96r8/ADVTErxoGujq4QiJNVLtUezhIfIXu4imBjYAFiEAwf9QWAkgjVM/VYjxSjvldlM7A4xG0E8EKsZBH8bNy1sMkZ7pG2CkIgjnSOhTTVlyRgnorHbcqAyqli9VyYAe2NYN5D3IgVyesW12AAWvpSkZXC4JFhZt8YWzUlkGYaSYKSiDSW25nqRzWfzWgcZ2XoFbFxEKdHlvGR71QYKh6yEMI17rMqicuj9UTjReWEJ48xoVeJocNSKFepGBMHo9wgh1JDPKwyJQ1JIWfgCofrCYBbiyOTy82hCsCARfRbqiNa1OCkMEGPILmwhR+dvLVZA8pyrXqtBK+2hciGRM9s1Ui1UYvQXdkk8104aIZjNhWAyIznlVs697woS164rkJuRvbd1qR0iQX0CZ6doQLFQI5e7jkyw5sv8odntD+ylgjIqTEqE3eHC7cJch2RnsJvciBwLiy8fu8kXDdVXG8gBAoNB3nw6Lg/Uovj8HHlH4kF5zgB7rIwpsYO6Fi57VaRHmSgvO4/cA7GxIGuXt2fDMAfcGzYrGysf3iAnqYJllMF4QIXKz5andpT3tzb6M2CISqW76YG4MNJF9MafMk1HcS1uFxfHRuD+AhFPXPMa5QjZP3aweFO2E0Ka1fJptR0upJEDftmQj9kRiJJv/qjH0ZGS40yAziU8tZPVEAihMkiBIFjt+0XQk3MRmy+PoUJSvQqDuqypbvee9NOwQSr7rJJgZaNy1+jRsjO+D2s/1smtYxGsYe5pjRSTB+Eft1fOSwmC8ZikI7jdotRUpsVDsOzphTrMHlegou9b4obk8Bk5/hY2Snmg6aCKzxIWsJZQriFXOqhgLVGL+eVKhfK6mBlKnxjbXTEnaR7EHjS/VhyRuUJyIxjUMgBlI3QtwK0jPI+f6kO5yn6njTkZZew5+c37/7Qh2f7NP+mQM7jJCBT16tSeAbSBiBuJKPsyue68qzU+6pWANMznOVqMCBWIXodbX5bgjKpKogqWAzKMYN4z/p7UqXl4tZhf/s4lRNRtuHyYQvlaUXboSgfZyCFtcn9BSWZmStnrWKp4klK1TAGk2t/ad36RDkx0EEPzQa9vvrgw8N2RQeQcgWplvBGGYItRjbnpNXYYosUEPvYUTyui9yRkeHJSUjlJO+jwz2FdOYG45vCkGOjUgxBAOXwkzzolOWtSslwwTsGgpo9BdiJysbtChSu0rIE6rY0xKDeMDVE6YdkZUKnCwangVda880IHYJqTPoQs3PGt3VTlKTXDmGTwiJZ/BBNcRKKQtoxsCxyOgOBlECxLCQ2suQxnUDUGorDLRh2LLjnOaOc9inZXVMSqPsSuk9jKBL73yXVkZX4yxwtJR+EBlRbumc0Z4R9/V+skytILsrTMDgfTo5bYt1HYZTYTolYC3MIRB6x54YiYmGANOf7YfBnGF6V+DraErhS5tQxfWEGiaTVaqXiaJAGC5d0ubxdVqCRTqNwc2WaLZOSq1XK3+lwFf0jW1SVNckYRoGR2JLSp3rJpwvtF5YPv2hUALUuTykBvjkORJrFJqDaf2dW5hAC1mJ57nqVXzXGykd33WiMIs2VADJNBvLu17vqDYZjqrKLmg7/S3HiZ5bZbQyzHDo7zbgJIh2ByW3ZLSKEclKQGwmC3gJpo2SaRruDGlyU0efcLCMZs0QBpSaqqGauRrKvSVtqmtGUZ6hwBsTXfc1RbtzyAIX8HEikb2TWnJ9AV18q9qJCrU21A948DMEpMsIJ9rfEkLwxMfRhW3x6zBR5mh8mPuWnZVuLhkUicAcnocJ2zBMqRebaacmRueSxkHDOXkasYSANuvjRTXiitX1SFHFyJ2m63ILUSYbEpanecsUq+X1aZ1F624yIzAVQYI76sZs3vVUM5y54Kjvyn2jzhnXE86oRnT2p3ZczqQFJs0oXUzp4kfdhbDPQwngVgiWJ2VthabJ5Igpc7sVxk7nWZKC6bSahWdguXn6SItI5dXRsCXGt0oEZqFbheW5IL4XWks8dCQsZhXyDnmT9To0ok/G2I7G2DwGYXwWqdT3Kv5dgCoPbjWicklwrKwZNaRsRMCNaPjykAUwDVTtBAEJKI1LLAJBBpkjua7W4PYYcw/mvlOGDRETcb17XDEhDb3DD5Rb9HZq+tqbRa3+Mos+QDMgdUv1xjBI/zmIIyCp67zPU1lIFTXqL3qZ2wUfM2bbDaXA1OwiQD7PrgFe01bryrCzM7Urk/PIUVzKpt7xBvUFRbHAt51D6VLfMCgwhmZ/v9oOOVBQCpXzNT3dgcSCwPGqDqavVlGV1HPo8K8y8gp5pyGqsMK+S/i1xfBg+OVDOftkQtIFqTXoD45WiHEWGX7JiHl0yLmZ7Z3c9X2qbubJvxpXJILje7ViIsfhZjg7jJSIQ4vK0yDGFTqcQUr9EZHbsUOd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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>