View Personality

Showtec Lightset PRO 9-10 RGBM (Showtec_Lightset PRO 9-10 RGBM.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lightset PRO 9-10 RGBM" ShortName="LSP910RGBM" Company="Showtec" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>9c45392b-c0cb-4bfb-840d-b0ca6d61c5ee</Thumbnail>
  <History Date="31-05-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="05-06-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="79c150cd-249e-450c-8c75-7b8dcead3726" />
  <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="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="Strobe %" Display="'Strobe %.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="Strobe %" Display="'Strobe %.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="CyanAdditive" Name="Mint" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Mint C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </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="5~9" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="10~14" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="15~19" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="20~24" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="25~29" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="30~34" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="35~39" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="40~44" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="45~49" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="50~54" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="55~59" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="60~64" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="65~69" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="70~74" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="75~79" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="80~84" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="85~89" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="90~94" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="95~99" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="100~104" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="105~109" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="110~114" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="115~119" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="120~124" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="125~129" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="130~134" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="135~139" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="140~144" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="145~149" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="150~154" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="155~159" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="160~164" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="165~169" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="170~174" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="175~179" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="180~184" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="185~189" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="190~194" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="195~199" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="200~204" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="205~209" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="210~214" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="215~219" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="220~224" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="225~229" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="230~255" 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="400936bf-98e8-42a3-a5f3-640dde15c647">
    <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="1e140593-76bd-4580-b9fe-1556f87adb38" />
    <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="CyanAdditive" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="e974e168-214a-46f7-99ba-0614282d30d8">
    <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="0b1e7ea3-d3e2-4d59-a3c7-f19c5881cbd2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" 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="01545488-53d0-4187-83e3-27e4155bed39">
    <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="f6236dc4-4a8b-4c20-a2a4-673e11e7e157" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" 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="CyanAdditive" ChannelOffset="6" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="917a850c-2b32-4248-aa0f-f2311b7d3e3a">
    <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="bcf278f3-533d-43d4-a751-ad79a66ee721" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="5" />
      <Attribute ID="FX_Strobe" ChannelOffset="3" Wheel="6" />
      <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="CyanAdditive" ChannelOffset="10" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="fcfd2d5d-1c5e-4f29-8089-9da01be90e14">
    <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="1b21c962-dddf-4451-8c90-ebdd30111e82" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="CyanAdditive" 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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="dcd22fcf-86ed-4e6d-b631-ac3109f55e40">
    <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="dd47361b-c042-4809-9b4c-121b31616c0d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="CyanAdditive" 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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="19 DMX" Channels="19" Id="81656174-fb4c-431a-a363-c93fc146eb60">
    <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="b1535259-b41f-422e-95c6-778525bad03d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="5" />
        <Attribute ID="FX_Strobe" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="CyanAdditive" 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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <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="CyanAdditive" TargetId="CyanAdditive" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="649f5c0d-cc76-48ed-b339-e709cd31fe4f">
    <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="CyanAdditive" 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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="9c45392b-c0cb-4bfb-840d-b0ca6d61c5ee">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</Swatch>
  </swatchLibrary>
</Fixture>