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BeamZ BS960 (BeamZ_BS960.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BS960" ShortName="BS960" Company="BeamZ" Version="10">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>13070c26-2981-413b-a9ae-1664d5c91115</Thumbnail>
  <History Date="13-01-23" Author="Nic Morris" Comment="Created (very poor documentation.  contains errors.  made best guess)" Version="0" />
  <History Date="21-01-23" Author="Nic Morris" Comment="Created from Fayleung LED Strobe 960F (identical but with FX function range details)" Version="1" />
  <History Date="22-07-23" Author="Nic Morris" Comment="Created from Golden Sun Atomic RGBW 1000W" Version="2" />
  <History Date="25-07-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="18-08-23" Author="Nic Morris" Comment="Created from Unknown 1000W Led Strobe (identical)" Version="4" />
  <History Date="24-08-23" Author="Nic Morris" Comment="Created from Rockville STAGE PANEL 864 (poor documentation.  identical)" Version="5" />
  <History Date="29-08-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="21-11-23" Author="Nic Morris" Comment="Created from AFX HYPER-STROBE-RGB+W (poor documentation.  FX ranges are not detailed properly.  assumed identical)" Version="7" />
  <History Date="22-05-24" Author="Nic Morris" Comment="Created from QTX Light SpectraWash (documentation is utter nonsense.  assumed the same.  no function ranges.  no pixel layout.  'The first mock exam is the first mock exam.  Three in one mode'.   it is impressive that noone appears to have bothered to check or notice. hopeless)" Version="8" />
  <History Date="23-05-24" Author="Nic Morris" Comment="Added Atlabase ID's (currently missing 39 channel mode)" Version="9" />
  <History Date="24-05-24" Author="Nic Morris" Comment="Added missing Atlabase ID for 39 channel mode." Version="10" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fa22842f-c183-4641-994a-f468d9751f10" />
  <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="RGB_Shutter" Name="RGB Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_FX" Name="RGB FX" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_FX_Speed" Name="RGB FX Speed" 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="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_Shutter" Name="White Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_FX" Name="White FX" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_FX_Speed" Name="White FX Speed" 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>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="a8a9cf3b-9390-46db-b461-642b0d82f2f7">
    <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="bcbe43f1-87ba-4062-ac18-b88a5f70c712" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="11 DMX" Channels="11" Id="ab37eab1-b37a-4213-8765-522e59992ba7">
    <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" />
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    <AtlaBase ModeID="765d0859-1eea-4057-a25c-4bf3dc6f0966" />
    <Include />
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      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="RGB_FX" Wheel="22" />
        <Attribute ID="RGB_FX_Speed" Wheel="23" />
        <Attribute ID="White_FX" Wheel="52" />
        <Attribute ID="White_FX_Speed" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell 2" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
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        <AttributeLink SourceId="RGB_FX_Speed" TargetId="RGB_FX_Speed" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="8" ModeLink="White cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="White_FX" TargetId="White_FX" />
        <AttributeLink SourceId="White_FX_Speed" TargetId="White_FX_Speed" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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    </Cells>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="72dd74a6-59ab-443a-9b4d-0144bd964e42">
    <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="0731ba6b-2adf-4bc2-8da4-188e46cdb453" />
    <Include />
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      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="3" Y="0">
        <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 5" ChannelOffset="13" ModeLink="RGB cell" X="4" Y="0">
        <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 6" ChannelOffset="16" ModeLink="RGB cell" X="5" Y="0">
        <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 7" ChannelOffset="19" ModeLink="RGB cell" X="6" Y="0">
        <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 8" ChannelOffset="22" ModeLink="RGB cell" X="7" Y="0">
        <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="White 1" ChannelOffset="25" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 2" ChannelOffset="26" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="White 3" ChannelOffset="27" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="White 4" ChannelOffset="28" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="White 5" ChannelOffset="29" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="White 6" ChannelOffset="30" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="White 7" ChannelOffset="31" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="White 8" ChannelOffset="32" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="39 DMX" Channels="39" Id="4cd39d90-62db-417d-9f21-e4de715799a4">
    <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="5c8db122-8ce3-42a2-ba62-3bce851afdd1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="RGB_Shutter" ChannelOffset="2" Wheel="6" />
        <Attribute ID="RGB_FX" ChannelOffset="3" Wheel="22" />
        <Attribute ID="RGB_FX_Speed" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_Shutter" ChannelOffset="29" Wheel="34" />
        <Attribute ID="White_FX" ChannelOffset="30" Wheel="52" />
        <Attribute ID="White_FX_Speed" ChannelOffset="31" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="5" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="8" ModeLink="RGB cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="11" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="14" ModeLink="RGB cell" X="3" Y="0">
        <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 5" ChannelOffset="17" ModeLink="RGB cell" X="4" Y="0">
        <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 6" ChannelOffset="20" ModeLink="RGB cell" X="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="23" ModeLink="RGB cell" X="6" Y="0">
        <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 8" ChannelOffset="26" ModeLink="RGB cell" X="7" Y="0">
        <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="White 1" ChannelOffset="32" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 2" ChannelOffset="33" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="White 3" ChannelOffset="34" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="White 4" ChannelOffset="35" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="White 5" ChannelOffset="36" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="White 6" ChannelOffset="37" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="White 7" ChannelOffset="38" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="White 8" ChannelOffset="39" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
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    <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" />
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  </Mode>
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    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <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 2" Channels="6" Hidden="True" Id="46bf6b15-8300-4927-9d3b-f9ccfb1d474d">
    <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="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="RGB_FX" ChannelOffset="2" Wheel="22" />
      <Attribute ID="RGB_FX_Speed" ChannelOffset="3" Wheel="23" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
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    <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="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="White_FX" ChannelOffset="2" Wheel="52" />
      <Attribute ID="White_FX_Speed" ChannelOffset="3" Wheel="53" />
      <Attribute ID="Dimmer" ChannelOffset="4" 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>
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</Swatch>
  </swatchLibrary>
</Fixture>