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Nexpro 12x40W RGBW 4in1 LED Moving Bar (Nexpro_12x40W RGBW 4in1 LED Moving Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="12x40W RGBW 4in1 LED Moving Bar" ShortName="12x40W Bar" Company="Nexpro" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>47d180f5-7091-4246-ab46-18995af18667</Thumbnail>
  <History Date="06-08-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="09-08-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e5abb3c1-3032-41d2-9ac4-992d87d35b6b" />
  <Control>
    <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="Tilt_Speed" Name="Tilt 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="Zoom_1" Name="Zoom 1" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom_2" Name="Zoom 2" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom_1-2" Name="Zoom 1-2" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="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="10~154" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="155~204" />
      <Function ID="4" Name="Lightning" Display="'Lightning %.f%%',0~100" Dmx="205~255" />
    </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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2500~10000" Dmx="255~10" Colour="255,240,200" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_FX" Name="Colour FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Colour Effect 1" Display="'Colour Effect 1'" Dmx="10~19" />
      <Function ID="3" Name="Colour Effect 2" Display="'Colour Effect 2'" Dmx="20~29" />
      <Function ID="4" Name="Colour Effect 3" Display="'Colour Effect 3'" Dmx="30~39" />
      <Function ID="5" Name="Colour Effect 4" Display="'Colour Effect 4'" Dmx="40~49" />
      <Function ID="6" Name="Colour Effect 5" Display="'Colour Effect 5'" Dmx="50~59" />
      <Function ID="7" Name="Colour Effect 6" Display="'Colour Effect 6'" Dmx="60~69" />
      <Function ID="8" Name="Colour Effect 7" Display="'Colour Effect 7'" Dmx="70~79" />
      <Function ID="9" Name="Colour Effect 8" Display="'Colour Effect 8'" Dmx="80~89" />
      <Function ID="10" Name="Colour Effect 9" Display="'Colour Effect 9'" Dmx="90~99" />
      <Function ID="11" Name="Colour Effect 10" Display="'Colour Effect 10'" Dmx="100~109" />
      <Function ID="12" Name="Colour Effect 11" Display="'Colour Effect 11'" Dmx="110~119" />
      <Function ID="13" Name="Colour Effect 12" Display="'Colour Effect 12'" Dmx="120~129" />
      <Function ID="14" Name="Colour Effect 13" Display="'Colour Effect 13'" Dmx="130~139" />
      <Function ID="15" Name="Colour Effect 14" Display="'Colour Effect 14'" Dmx="140~149" />
      <Function ID="16" Name="Colour Effect 15" Display="'Colour Effect 15'" Dmx="150~159" />
      <Function ID="17" Name="Colour Effect 16" Display="'Colour Effect 16'" Dmx="160~169" />
      <Function ID="18" Name="Colour Effect 17" Display="'Colour Effect 17'" Dmx="170~179" />
      <Function ID="19" Name="Colour Effect 18" Display="'Colour Effect 18'" Dmx="180~189" />
      <Function ID="20" Name="Colour Effect 19" Display="'Colour Effect 19'" Dmx="190~199" />
      <Function ID="21" Name="Colour Effect 20" Display="'Colour Effect 20'" Dmx="200~209" />
      <Function ID="22" Name="Jump Effect" Display="'Jump Effect'" Dmx="210~224" />
      <Function ID="23" Name="Pulse Effect" Display="'Pulse Effect'" Dmx="225~239" />
      <Function ID="24" Name="Gradual Effect" Display="'Gradual Effect'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Static_Gobo_FX" Name="Static Gobo FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Static Gobo Effect 1" Display="'Static Gobo Effect 1'" Dmx="10~19" />
      <Function ID="3" Name="Static Gobo Effect 2" Display="'Static Gobo Effect 2'" Dmx="20~29" />
      <Function ID="4" Name="Static Gobo Effect 3" Display="'Static Gobo Effect 3'" Dmx="30~39" />
      <Function ID="5" Name="Static Gobo Effect 4" Display="'Static Gobo Effect 4'" Dmx="40~49" />
      <Function ID="6" Name="Static Gobo Effect 5" Display="'Static Gobo Effect 5'" Dmx="50~59" />
      <Function ID="7" Name="Static Gobo Effect 6" Display="'Static Gobo Effect 6'" Dmx="60~69" />
      <Function ID="8" Name="Static Gobo Effect 7" Display="'Static Gobo Effect 7'" Dmx="70~79" />
      <Function ID="9" Name="Static Gobo Effect 8" Display="'Static Gobo Effect 8'" Dmx="80~89" />
      <Function ID="10" Name="Static Gobo Effect 9" Display="'Static Gobo Effect 9'" Dmx="90~99" />
      <Function ID="11" Name="Static Gobo Effect 10" Display="'Static Gobo Effect 10'" Dmx="100~109" />
      <Function ID="12" Name="Static Gobo Effect 11" Display="'Static Gobo Effect 11'" Dmx="110~119" />
      <Function ID="13" Name="Static Gobo Effect 12" Display="'Static Gobo Effect 12'" Dmx="120~129" />
      <Function ID="14" Name="Static Gobo Effect 13" Display="'Static Gobo Effect 13'" Dmx="130~139" />
      <Function ID="15" Name="Static Gobo Effect 14" Display="'Static Gobo Effect 14'" Dmx="140~149" />
      <Function ID="16" Name="Static Gobo Effect 15" Display="'Static Gobo Effect 15'" Dmx="150~159" />
      <Function ID="17" Name="Static Gobo Effect 16" Display="'Static Gobo Effect 16'" Dmx="160~169" />
      <Function ID="18" Name="Static Gobo Effect 17" Display="'Static Gobo Effect 17'" Dmx="170~179" />
      <Function ID="19" Name="Static Gobo Effect 18" Display="'Static Gobo Effect 18'" Dmx="180~189" />
      <Function ID="20" Name="Static Gobo Effect 19" Display="'Static Gobo Effect 19'" Dmx="190~199" />
      <Function ID="21" Name="Static Gobo Effect 20" Display="'Static Gobo Effect 20'" Dmx="200~209" />
      <Function ID="22" Name="Static Gobo Effect" Display="'Static Gobo Effect'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX" Name="Dynamic FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Dynamic Effect 1" Display="'Dynamic Effect 1'" Dmx="10~19" />
      <Function ID="3" Name="Dynamic Effect 2" Display="'Dynamic Effect 2'" Dmx="20~29" />
      <Function ID="4" Name="Dynamic Effect 3" Display="'Dynamic Effect 3'" Dmx="30~39" />
      <Function ID="5" Name="Dynamic Effect 4" Display="'Dynamic Effect 4'" Dmx="40~49" />
      <Function ID="6" Name="Dynamic Effect 5" Display="'Dynamic Effect 5'" Dmx="50~59" />
      <Function ID="7" Name="Dynamic Effect 6" Display="'Dynamic Effect 6'" Dmx="60~69" />
      <Function ID="8" Name="Dynamic Effect 7" Display="'Dynamic Effect 7'" Dmx="70~79" />
      <Function ID="9" Name="Dynamic Effect 8" Display="'Dynamic Effect 8'" Dmx="80~89" />
      <Function ID="10" Name="Dynamic Effect 9" Display="'Dynamic Effect 9'" Dmx="90~99" />
      <Function ID="11" Name="Dynamic Effect 10" Display="'Dynamic Effect 10'" Dmx="100~109" />
      <Function ID="12" Name="Dynamic Effect 11" Display="'Dynamic Effect 11'" Dmx="110~119" />
      <Function ID="13" Name="Dynamic Effect 12" Display="'Dynamic Effect 12'" Dmx="120~129" />
      <Function ID="14" Name="Dynamic Effect 13" Display="'Dynamic Effect 13'" Dmx="130~139" />
      <Function ID="15" Name="Dynamic Effect 14" Display="'Dynamic Effect 14'" Dmx="140~149" />
      <Function ID="16" Name="Dynamic Effect 15" Display="'Dynamic Effect 15'" Dmx="150~159" />
      <Function ID="17" Name="Dynamic Effect 16" Display="'Dynamic Effect 16'" Dmx="160~169" />
      <Function ID="18" Name="Dynamic Effect 17" Display="'Dynamic Effect 17'" Dmx="170~179" />
      <Function ID="19" Name="Dynamic Effect 18" Display="'Dynamic Effect 18'" Dmx="180~189" />
      <Function ID="20" Name="Dynamic Effect 19" Display="'Dynamic Effect 19'" Dmx="190~199" />
      <Function ID="21" Name="Dynamic Effect 20" Display="'Dynamic Effect 20'" Dmx="200~209" />
      <Function ID="22" Name="Dynamic Effect 21" Display="'Dynamic Effect 21'" Dmx="210~219" />
      <Function ID="23" Name="Dynamic Effect 22" Display="'Dynamic Effect 22'" Dmx="220~229" />
      <Function ID="24" Name="Dynamic Effect 23" Display="'Dynamic Effect 23'" Dmx="230~239" />
      <Function ID="25" Name="Dynamic Effect 24" Display="'Dynamic Effect 24'" Dmx="240~249" />
      <Function ID="26" Name="Dynamic Effect 25" Display="'Dynamic Effect 25'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="BG_Red" Name="BG Red" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="BG_Green" Name="BG Green" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="BG_Blue" Name="BG Blue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="BG_White" Name="BG 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="FX_Direction" Name="FX Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FWD" Display="'FWD'" Dmx="0~0" />
      <Function ID="2" Name="REV" Display="'REV'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Macro" Name="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="Auto 1" Display="'Auto 1'" Dmx="10~99" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="100~199" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="200~255" />
    </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="Reset" Display="'Reset'" Dmx="240~250" />
    </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>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="580f30dd-42dc-40d4-a2ee-16eed83c0cea">
    <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="fb79d5e8-8c33-4045-abaa-d2f0e8afdb00" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="2" Wheel="49" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Colour_FX" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Dynamic_FX" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Effect_Spd" ChannelOffset="12" Wheel="53" />
      <Attribute ID="BG_Red" ChannelOffset="13" Wheel="70" />
      <Attribute ID="BG_Green" ChannelOffset="14" Wheel="71" />
      <Attribute ID="BG_Blue" ChannelOffset="15" Wheel="72" />
      <Attribute ID="BG_White" ChannelOffset="16" Wheel="100" />
      <Attribute ID="Macro" ChannelOffset="17" Wheel="54" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="d8684302-7e6d-4851-8a64-e3bc44504d4b">
    <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="03a2f045-6fa8-457c-99bf-0b60fcf1410d" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Zoom_1" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Zoom_2" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Zoom_1-2" ChannelOffset="6" Wheel="21" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
      <Attribute ID="White" ChannelOffset="12" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="13" Wheel="7" />
      <Attribute ID="Colour_FX" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Static_Gobo_FX" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Dynamic_FX" ChannelOffset="16" Wheel="24" />
      <Attribute ID="BG_Red" ChannelOffset="17" Wheel="70" />
      <Attribute ID="BG_Green" ChannelOffset="18" Wheel="71" />
      <Attribute ID="BG_Blue" ChannelOffset="19" Wheel="72" />
      <Attribute ID="BG_White" ChannelOffset="20" Wheel="100" />
      <Attribute ID="FX_Direction" ChannelOffset="21" Wheel="52" />
      <Attribute ID="Effect_Spd" ChannelOffset="22" Wheel="53" />
      <Attribute ID="Macro" ChannelOffset="23" Wheel="54" />
      <Attribute ID="Control" ChannelOffset="24" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="68 DMX" Channels="68" Id="256eb0fa-43e9-4f7a-92e4-1d7cd6b5e022">
    <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="901bf63a-5e97-4b2c-ba44-436f7d45b12e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom_1" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Zoom_2" ChannelOffset="5" Wheel="20" />
        <Attribute ID="Zoom_1-2" ChannelOffset="6" Wheel="21" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <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" />
        <Attribute ID="CTO" ChannelOffset="57" Wheel="7" />
        <Attribute ID="Colour_FX" ChannelOffset="58" Wheel="22" />
        <Attribute ID="Static_Gobo_FX" ChannelOffset="59" Wheel="23" />
        <Attribute ID="Dynamic_FX" ChannelOffset="60" Wheel="24" />
        <Attribute ID="BG_Red" ChannelOffset="61" Wheel="70" />
        <Attribute ID="BG_Green" ChannelOffset="62" Wheel="71" />
        <Attribute ID="BG_Blue" ChannelOffset="63" Wheel="72" />
        <Attribute ID="BG_White" ChannelOffset="64" Wheel="100" />
        <Attribute ID="FX_Direction" ChannelOffset="65" Wheel="52" />
        <Attribute ID="Effect_Spd" ChannelOffset="66" Wheel="53" />
        <Attribute ID="Macro" ChannelOffset="67" Wheel="54" />
        <Attribute ID="Control" ChannelOffset="68" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" 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="13" 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="17" 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="21" 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>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="25" ModeLink="Cell" X="0" Y="4">
        <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="Cell6" Name="Cell 6" ChannelOffset="29" ModeLink="Cell" X="0" Y="5">
        <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="Cell7" Name="Cell 7" ChannelOffset="33" ModeLink="Cell" X="0" Y="6">
        <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="Cell8" Name="Cell 8" ChannelOffset="37" ModeLink="Cell" X="0" Y="7">
        <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="Cell9" Name="Cell 9" ChannelOffset="41" ModeLink="Cell" X="0" Y="8">
        <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="Cell10" Name="Cell 10" ChannelOffset="45" ModeLink="Cell" X="0" Y="9">
        <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="Cell11" Name="Cell 11" ChannelOffset="49" ModeLink="Cell" X="0" Y="10">
        <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="Cell12" Name="Cell 12" ChannelOffset="53" ModeLink="Cell" X="0" Y="11">
        <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="557f270a-c81e-4a35-b4e3-c577d663c9ff">
    <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>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="4000" />
      <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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>