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Space Lights SL 3PIX LINEAR (Space Lights_SL 3PIX LINEAR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SL 3PIX LINEAR" ShortName="3PIXLINEAR" Company="Space Lights" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>523d7ff4-586a-4145-9259-53652819aa8e</Thumbnail>
  <History Date="21-11-23" Author="Nic Morris" Comment="Created (very poor documentation.  vague.  titled 'Retro-creen' and there is no brand)" Version="0" />
  <History Date="24-11-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f5d9b1fd-4b57-42ef-a1a0-c988b6543640" />
  <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="Amber_Master" Name="Amber Master" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Amber_Shutter" Name="Amber 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 %.f%%',0~100" Dmx="4~50" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="51~100" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="101~150" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" />
      <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Amber_Macro" Name="Amber Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="6~23" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="24~46" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="47~69" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="70~92" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="93~115" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="116~138" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="139~161" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="162~184" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="185~207" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="208~230" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="231~255" />
    </Attribute>
    <Attribute ID="Amber_Mac_Spd" Name="Amber Mac 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="RGB_User_Col" Name="RGB User Col" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="RGB_Master" Name="RGB Master" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_Shutter" Name="RGB 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 %.f%%',0~100" Dmx="4~50" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="51~100" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="101~150" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" />
      <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="RGB_Macro" Name="RGB Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="6~12" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="13~24" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="25~36" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="37~48" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="49~60" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="61~72" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="73~84" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~96" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="97~108" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="109~120" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="121~132" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="133~144" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="145~156" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="157~168" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="169~180" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="181~192" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="193~204" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="205~216" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="217~228" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="229~240" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="RGB_Mac_Spd" Name="RGB Mac 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_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro_Fade" Name="Macro Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Light_Invert" Name="Light Invert" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="255~255" />
    </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>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="75a20bcf-ad47-48c1-8d2b-7542fdda52ef">
    <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="b170dca3-8fb5-4598-9ca2-3287cda96d0d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Amber_Master" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Amber_Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Amber_Macro" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Amber_Mac_Spd" ChannelOffset="7" Wheel="24" />
        <Attribute ID="RGB_User_Col" Wheel="7" />
        <Attribute ID="RGB_Shutter" Wheel="34" />
        <Attribute ID="RGB_Macro" Wheel="52" />
        <Attribute ID="RGB_Mac_Spd" Wheel="53" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
        <Attribute ID="Macro_Fade" ChannelOffset="14" Wheel="54" />
        <Attribute ID="Light_Invert" ChannelOffset="15" Wheel="26" />
      </Master>
      <Cell ID="Cell1" Name="Amber 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Amber 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Amber 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB" ChannelOffset="8" ModeLink="RGB cell (full)" X="0" Y="3">
        <AttributeLink SourceId="RGB_User_Col" TargetId="RGB_User_Col" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="RGB_Shutter" TargetId="RGB_Shutter" />
        <AttributeLink SourceId="RGB_Macro" TargetId="RGB_Macro" />
        <AttributeLink SourceId="RGB_Mac_Spd" TargetId="RGB_Mac_Spd" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="33 DMX" Channels="33" Id="dc14fba2-a1d2-4cc0-b905-7b9365e51325">
    <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="b8df8164-8759-408b-be52-78d3c090ed76" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Amber_Master" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Amber_Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Amber_Macro" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Amber_Mac_Spd" ChannelOffset="7" Wheel="24" />
        <Attribute ID="RGB_User_Col" ChannelOffset="8" Wheel="7" />
        <Attribute ID="RGB_Master" ChannelOffset="9" Wheel="6" />
        <Attribute ID="RGB_Shutter" ChannelOffset="10" Wheel="34" />
        <Attribute ID="RGB_Macro" ChannelOffset="11" Wheel="52" />
        <Attribute ID="RGB_Mac_Spd" ChannelOffset="12" Wheel="53" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
        <Attribute ID="Macro_Fade" ChannelOffset="14" Wheel="54" />
        <Attribute ID="Light_Invert" ChannelOffset="15" Wheel="26" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="Amber 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Amber 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Amber 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 1" ChannelOffset="16" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 2" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 3" ChannelOffset="22" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 4" ChannelOffset="25" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 5" ChannelOffset="28" ModeLink="RGB cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 6" ChannelOffset="31" ModeLink="RGB cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="21 DMX" Channels="21" Id="6781561a-e8a5-4212-9540-1fe3f161056e">
    <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="eb367232-1fdb-4690-9816-b1dd342eac84" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="Amber 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Amber 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Amber 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 1" ChannelOffset="4" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 2" ChannelOffset="7" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 3" ChannelOffset="10" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 4" ChannelOffset="13" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 5" ChannelOffset="16" ModeLink="RGB cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 6" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="c87529d4-2ec0-4ab4-b742-145f3d429da9">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell (full)" Channels="8" Hidden="True" Id="87fdd956-68bf-4d85-b66a-7af8a4ea5c37">
    <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="RGB_User_Col" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="RGB_Shutter" ChannelOffset="3" Wheel="34" />
      <Attribute ID="RGB_Macro" ChannelOffset="4" Wheel="52" />
      <Attribute ID="RGB_Mac_Spd" ChannelOffset="5" Wheel="53" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="94fb07f5-8e2c-492c-a7ad-bac22155c80c">
    <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="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>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>