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Chauvet COLORdash Par Bar 4 (Chauvet_COLORdash Par Bar 4.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="COLORdash Par Bar 4" ShortName="CDParBar4" Company="Chauvet" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>5054df7d-ac9a-49ba-838f-f231427a1df6</Thumbnail>
  <History Date="04-09-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="05-09-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c2f78a6c-bba2-4a1b-844f-49cc529f8123" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="UV" 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="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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Rd - Yel" Display="'Rd - Yel %.f%%',0~100" Dmx="11~30" Colour="255,0,0" />
      <Function ID="3" Name="Yel - Grn" Display="'Yel - Grn %.f%%',0~100" Dmx="31~50" Colour="255,255,0" />
      <Function ID="4" Name="Grn - Cy" Display="'Grn - Cy %.f%%',0~100" Dmx="51~70" Colour="0,255,0" />
      <Function ID="5" Name="Cy - Blu" Display="'Cy - Blu %.f%%',0~100" Dmx="71~90" Colour="0,255,255" />
      <Function ID="6" Name="Blu - Mag" Display="'Blu - Mag %.f%%',0~100" Dmx="91~110" Colour="0,0,255" />
      <Function ID="7" Name="Mag - Rd" Display="'Mag - Rd %.f%%',0~100" Dmx="111~130" Colour="255,0,255" />
      <Function ID="8" Name="Rd - RGB Full" Display="'Rd - RGB Full %.f%%',0~100" Dmx="131~150" Colour="255,0,0" />
      <Function ID="9" Name="RGB Full - Blu" Display="'RGB Full - Blu %.f%%',0~100" Dmx="151~170" Colour="255,255,255" />
      <Function ID="10" Name="RGBA full" Display="'RGBA full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="11" Name="Amber to RGB full" Display="'Amber to RGB full %.f%%',0~100" Dmx="201~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="CT" Name="CT" 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="Warm White 1" Display="'Warm White 1'" Dmx="6~25" Colour="0,0,0" />
      <Function ID="3" Name="Warm White 2" Display="'Warm White 2'" Dmx="26~50" Colour="0,0,0" />
      <Function ID="4" Name="Warm White 3" Display="'Warm White 3'" Dmx="51~75" Colour="0,0,0" />
      <Function ID="5" Name="Neutral White 1" Display="'Neutral White 1'" Dmx="76~100" Colour="0,0,0" />
      <Function ID="6" Name="Neutral White 2" Display="'Neutral White 2'" Dmx="101~125" Colour="0,0,0" />
      <Function ID="7" Name="Neutral White 3" Display="'Neutral White 3'" Dmx="126~150" Colour="0,0,0" />
      <Function ID="8" Name="Daylight 1" Display="'Daylight 1'" Dmx="151~175" Colour="0,0,0" />
      <Function ID="9" Name="Daylight 2" Display="'Daylight 2'" Dmx="176~200" Colour="0,0,0" />
      <Function ID="10" Name="Daylight 3" Display="'Daylight 3'" Dmx="201~225" Colour="0,0,0" />
      <Function ID="11" Name="Daylight 4" Display="'Daylight 4'" Dmx="226~250" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="11~60" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="61~110" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="111~160" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="161~210" />
      <Function ID="6" Name="Auto 5 (Cycle 1-4)" Display="'Auto 5 (Cycle 1-4)'" Dmx="211~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Control" Name="Control" Description="" Group="S">
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      <Function ID="3" Name="Dim Mode 1 (fast)" Display="'Dim Mode 1 (fast)'" Dmx="11~15" />
      <Function ID="4" Name="Dim Mode 2" Display="'Dim Mode 2'" Dmx="16~20" />
      <Function ID="5" Name="Dim Mode 3 (slow)" Display="'Dim Mode 3 (slow)'" Dmx="21~25" />
      <Function ID="6" Name="PWM Freq 600Hz" Display="'PWM Freq 600Hz'" Dmx="26~30" />
      <Function ID="7" Name="PWM Freq 1200Hz" Display="'PWM Freq 1200Hz'" Dmx="31~35" />
      <Function ID="8" Name="PWM Freq 2000Hz" Display="'PWM Freq 2000Hz'" Dmx="36~40" />
      <Function ID="9" Name="PWM Freq 4000Hz" Display="'PWM Freq 4000Hz'" Dmx="41~45" />
      <Function ID="10" Name="PWM Freq 6000Hz" Display="'PWM Freq 6000Hz'" Dmx="46~50" />
      <Function ID="11" Name="PWM Freq 25kHz" Display="'PWM Freq 25kHz'" Dmx="51~55" />
      <Function ID="12" Name="Display Lock On" Display="'Display Lock On'" Dmx="56~60" />
      <Function ID="13" Name="Display Lock Off" Display="'Display Lock Off'" Dmx="61~65" />
      <Function ID="14" Name="Backlight Timer 10s" Display="'Backlight Timer 10s'" Dmx="66~70" />
      <Function ID="15" Name="Backlight Timer 30s" Display="'Backlight Timer 30s'" Dmx="71~75" />
      <Function ID="16" Name="Backlight Timer 2min" Display="'Backlight Timer 2min'" Dmx="76~80" />
      <Function ID="17" Name="Backlight Always On" Display="'Backlight Always On'" Dmx="81~85" />
      <Function ID="18" Name="Steady Mode On" Display="'Steady Mode On'" Dmx="141~145" />
      <Function ID="19" Name="Steady Mode Off" Display="'Steady Mode Off'" Dmx="146~150" />
      <Function ID="20" Name="White Bal Manual" Display="'White Bal Manual'" Dmx="151~155" />
      <Function ID="21" Name="White Bal Off" Display="'White Bal Off'" Dmx="156~160" />
    </Attribute>
  </Control>
  <Mode Name="41 DMX" Channels="41" Id="a6e440ae-ca10-4688-ab3c-db09430edcdc">
    <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="4bbdc633-c6f2-4b44-85c5-fa639cbaba58" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="White" Wheel="41" />
        <Attribute ID="UV" Wheel="42" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Colour_Macro" ChannelOffset="37" Wheel="7" />
        <Attribute ID="CT" ChannelOffset="38" Wheel="8" />
        <Attribute ID="Auto" ChannelOffset="39" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="40" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="41" Wheel="28" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="16bit DRGBAWUVS cell" X="0" Y="0">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="10" ModeLink="16bit DRGBAWUVS cell" X="0" Y="1">
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      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="19" ModeLink="16bit DRGBAWUVS cell" X="0" Y="2">
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        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="UV" TargetId="UV" />
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      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="28" ModeLink="16bit DRGBAWUVS cell" X="0" Y="3">
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="UV" TargetId="UV" />
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  <Mode Name="36 DMX" Channels="36" Id="537f470b-cbd5-4b5b-8cc3-f5aed9e6f680">
    <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="281f9e6f-7fa6-4e03-a0cb-e813ffbf82ec" />
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        <Attribute ID="UV" Wheel="42" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="10" ModeLink="16bit DRGBAWUVS cell" X="0" Y="1">
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="19" ModeLink="16bit DRGBAWUVS cell" X="0" Y="2">
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="28" ModeLink="16bit DRGBAWUVS cell" X="0" Y="3">
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  <Mode Name="32 DMX" Channels="32" Id="60f4a04e-1bbf-4d01-b201-da652f8b0e6f">
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
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      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <AtlaBase ModeID="faec76d3-ffa5-4cfd-bc71-711a46831169" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="8bit DRGBAWUVS cell" X="0" Y="1">
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    <AtlaBase ModeID="8c766a03-db4e-48f9-a748-5f0f029538f5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="40" />
      <Attribute ID="White" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="eabbd740-f8d3-4812-b980-7456f98d0f3e">
    <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="a3cc061e-801e-41b0-9675-bf3a26d61d10" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="White" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="c18d4f80-b3e6-4270-98a1-aac92eb2d0bd">
    <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="a6ca6b8a-8b77-4995-998a-be66750edf46" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16bit DRGBAWUVS cell" Channels="9" Hidden="True" Id="72ea85b4-3dc5-40ed-b621-b2e7a20716f9">
    <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="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="40" />
      <Attribute ID="White" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8bit DRGBAWUVS cell" Channels="8" Hidden="True" Id="1fc729ed-585a-4a78-bba0-ebfa0a1c66ef">
    <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" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="White" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="RGBAWUV cell" Channels="6" Hidden="True" Id="8c174019-fab9-4e34-af55-54e24ab14ff1">
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Mode Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 1 (fast)">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 2">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 3 (slow)">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 600Hz">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 1200Hz">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 2000Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 4000Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 6000Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 25kHz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Lock On">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Lock Off">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Backlight Timer 10s">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Backlight Timer 30s">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Backlight Timer 2min">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Backlight Always On">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Steady Mode On">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Steady Mode Off">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="White Bal Manual">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="White Bal Off">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>