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Showtec Pinspot Bar 4 RGBW (Showtec_Pinspot Bar 4 RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pinspot Bar 4 RGBW" ShortName="PSpBr4RGBW" Company="Showtec" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>54b79a58-6160-4a6a-acd6-ad2f209db4e1</Thumbnail>
  <History Date="12-03-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="13-03-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8571e1c0-c527-420d-8bb2-081ebadb4d10" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Linear_Strobe" Name="Linear Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="FX_Strobe" Name="FX Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~255" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~13" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="14~20" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~27" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="28~34" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="35~41" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="42~48" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="49~55" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="56~62" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="63~69" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="77~83" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="84~90" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="91~97" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="98~104" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="105~111" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="112~118" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="119~125" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="126~132" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="133~139" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="140~146" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="147~153" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="154~160" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="161~167" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="168~174" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="175~181" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="182~188" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="196~202" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="203~209" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="210~216" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="217~223" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="224~230" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="231~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="11~21" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="22~32" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="33~43" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="44~54" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="55~65" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="66~76" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="77~87" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="88~98" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="99~109" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="110~120" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="121~131" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="132~142" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="143~153" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="154~164" />
      <Function ID="16" Name="Program 15" Display="'Program 15'" Dmx="165~175" />
      <Function ID="17" Name="Program 16" Display="'Program 16'" Dmx="176~186" />
      <Function ID="18" Name="Program 17" Display="'Program 17'" Dmx="187~197" />
      <Function ID="19" Name="Program 18" Display="'Program 18'" Dmx="198~208" />
      <Function ID="20" Name="Program 19" Display="'Program 19'" Dmx="209~219" />
      <Function ID="21" Name="Program 20" Display="'Program 20'" Dmx="220~230" />
      <Function ID="22" Name="Program 21" Display="'Program 21'" Dmx="231~241" />
      <Function ID="23" Name="Program 22" Display="'Program 22'" Dmx="242~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="995c99ed-03a5-4547-97aa-1e1ff8e8fc81">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="23b0e882-ec4c-4e52-bca1-f20816c883c4" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="fb95fff8-e8b3-40bf-9ec6-03884a71c80e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f380cffc-5177-49bc-acc1-bc09c395110c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Program" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="5" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="9a5c45f9-1c52-4640-a3b0-82ecb34e73f5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bee282a1-2344-425c-837b-c18c9f7c812e" />
    <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="10 DMX" Channels="10" Id="28a5c52c-a1ed-4c9b-a1f7-ef1f397de1f9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="556d0d22-113c-4501-8d71-6fb337e75dde" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="6" />
      <Attribute ID="FX_Strobe" ChannelOffset="3" Wheel="34" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Program" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="f15a189f-3497-4f3a-a0b3-058adf43b34a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="12374777-e3cc-4f2b-aa60-0a1007ea5762" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="12af2707-0a76-43cd-8c7c-2b0221518d95">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="77616ba1-9108-4981-9ce3-13c709107dd1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="19 DMX" Channels="19" Id="a813e228-ba04-4978-8508-47a435325c44">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="48601d67-19ad-4c54-96c6-1f16830ce1d4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="6" />
        <Attribute ID="FX_Strobe" ChannelOffset="3" Wheel="34" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="16" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="eea15f33-6920-4046-b0ed-4b7f4acc4ea2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>