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BeamZ BS336 (BeamZ_BS336.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BS336" ShortName="BS336" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>1454fff2-5188-4cc9-a910-aa78ddf6a14d</Thumbnail>
  <History Date="12-02-25" Author="Nic Morris" Comment="Created (no pixel layout)" Version="0" />
  <History Date="15-02-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ce66d5b1-02de-4d3b-a951-f8bd951fa9c8" />
  <Control>
    <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>
    <Attribute ID="Shutter1" 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="5~255" />
    </Attribute>
    <Attribute ID="RGB_FX" Name="RGB FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="RGB_FX_Spd" />
      <Function ID="2" Name="Static Col" Display="'Static Col'" Dmx="6~10" Update="RGB_FX_Spd" />
      <Function ID="3" Name="Breathing" Display="'Breathing'" Dmx="11~15" Update="RGB_FX_Spd" />
      <Function ID="4" Name="Jump Change" Display="'Jump Change'" Dmx="16~20" Update="RGB_FX_Spd" />
      <Function ID="5" Name="Gradient Change" Display="'Gradient Change'" Dmx="21~25" Update="RGB_FX_Spd" />
      <Function ID="6" Name="Pulse Change" Display="'Pulse Change'" Dmx="26~30" Update="RGB_FX_Spd" />
      <Function ID="7" Name="Auto 1 (Cycle Auto)" Display="'Auto 1 (Cycle Auto)'" Dmx="31~40" Update="RGB_FX_Spd" />
      <Function ID="8" Name="Auto 2" Display="'Auto 2'" Dmx="41~50" Update="RGB_FX_Spd" />
      <Function ID="9" Name="Auto 3" Display="'Auto 3'" Dmx="51~60" Update="RGB_FX_Spd" />
      <Function ID="10" Name="Auto 4" Display="'Auto 4'" Dmx="61~70" Update="RGB_FX_Spd" />
      <Function ID="11" Name="Auto 5" Display="'Auto 5'" Dmx="71~80" Update="RGB_FX_Spd" />
      <Function ID="12" Name="Auto 6" Display="'Auto 6'" Dmx="81~90" Update="RGB_FX_Spd" />
      <Function ID="13" Name="Auto 7" Display="'Auto 7'" Dmx="91~100" Update="RGB_FX_Spd" />
      <Function ID="14" Name="Auto 8" Display="'Auto 8'" Dmx="101~110" Update="RGB_FX_Spd" />
      <Function ID="15" Name="Auto 9" Display="'Auto 9'" Dmx="111~120" Update="RGB_FX_Spd" />
      <Function ID="16" Name="Auto 10" Display="'Auto 10'" Dmx="121~130" Update="RGB_FX_Spd" />
      <Function ID="17" Name="Auto 11" Display="'Auto 11'" Dmx="131~140" Update="RGB_FX_Spd" />
      <Function ID="18" Name="Auto 12" Display="'Auto 12'" Dmx="141~150" Update="RGB_FX_Spd" />
      <Function ID="19" Name="Auto 13" Display="'Auto 13'" Dmx="151~160" Update="RGB_FX_Spd" />
      <Function ID="20" Name="Auto 14" Display="'Auto 14'" Dmx="161~170" Update="RGB_FX_Spd" />
      <Function ID="21" Name="Auto 15" Display="'Auto 15'" Dmx="171~180" Update="RGB_FX_Spd" />
      <Function ID="22" Name="Auto 16" Display="'Auto 16'" Dmx="181~190" Update="RGB_FX_Spd" />
      <Function ID="23" Name="Auto 17" Display="'Auto 17'" Dmx="191~200" Update="RGB_FX_Spd" />
      <Function ID="24" Name="Auto 18" Display="'Auto 18'" Dmx="201~210" Update="RGB_FX_Spd" />
      <Function ID="25" Name="Auto 19" Display="'Auto 19'" Dmx="211~220" Update="RGB_FX_Spd" />
      <Function ID="26" Name="Auto 20" Display="'Auto 20'" Dmx="221~229" Update="RGB_FX_Spd" />
      <Function ID="27" Name="Sound 1" Display="'Sound 1'" Dmx="230~239" Update="RGB_FX_Spd" />
      <Function ID="28" Name="Sound 2" Display="'Sound 2'" Dmx="240~249" Update="RGB_FX_Spd" />
      <Function ID="29" Name="Sound 3" Display="'Sound 3'" Dmx="250~255" Update="RGB_FX_Spd" />
    </Attribute>
    <Attribute ID="RGB_FX_Spd" Name="RGB FX Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Static Col" ID="2" If="'RGB_FX'==2" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour0" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_FX_Colour" Name="RGB FX Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="64~95" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="96~127" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="128~159" Colour="255,255,0" />
      <Function ID="6" Name="Purple" Display="'Purple'" Dmx="160~191" Colour="128,0,255" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="192~223" Colour="0,255,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="White_FX" Name="White 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="Effect 1" Display="'Effect 1'" Dmx="6~10" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="11~15" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="16~20" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="21~25" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="26~30" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="31~35" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="36~40" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="41~45" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="46~50" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="51~55" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="56~60" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="61~65" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="66~70" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="71~75" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="76~80" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="81~85" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="86~90" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="91~95" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="96~100" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="101~105" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="106~110" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="111~115" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="116~120" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="121~125" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="126~130" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="131~135" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="136~140" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="141~145" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="146~150" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="151~155" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="156~160" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="161~165" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="166~170" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="171~175" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="176~180" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="181~185" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="186~190" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="191~195" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="196~200" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="201~205" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="206~210" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="211~215" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="216~220" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="221~225" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="226~255" />
    </Attribute>
    <Attribute ID="White_FX_Spd" Name="White FX 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="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="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>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="df740f72-da8a-4300-8239-6a628b15f4ba">
    <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="5b5446fb-79ea-46dc-a0f1-4545d49258d0" />
    <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="6 DMX" Channels="6" Id="7ea58f34-2a51-41fe-95bd-9698615ae41a">
    <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="a46786ad-157c-4bcd-be24-73aefdd68228" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <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="3" 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="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="5a775d0f-8032-4c01-a52a-357466211b3f">
    <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="e320547a-b27f-4b4a-bbaa-c202ccdbf8d8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter1" Wheel="5" />
        <Attribute ID="RGB_FX" Wheel="22" />
        <Attribute ID="RGB_FX_Spd" Wheel="23" />
        <Attribute ID="RGB_FX_Colour" Wheel="7" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_FX" Wheel="52" />
        <Attribute ID="White_FX_Spd" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell (full)" X="0" Y="0">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="RGB_FX" TargetId="RGB_FX" />
        <AttributeLink SourceId="RGB_FX_Spd" TargetId="RGB_FX_Spd" />
        <AttributeLink SourceId="RGB_FX_Colour" TargetId="RGB_FX_Colour" />
        <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="6" ModeLink="White cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="White_FX" TargetId="White_FX" />
        <AttributeLink SourceId="White_FX_Spd" TargetId="White_FX_Spd" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="b087371d-d3fb-41d6-b542-d39fd581e90a">
    <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="1c6f88de-9353-4238-8841-58a2e537f076" />
    <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 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="0" Y="1">
        <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="0" Y="2">
        <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="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 5" ChannelOffset="13" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 6" ChannelOffset="16" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 8" ChannelOffset="22" ModeLink="RGB cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="30 DMX" Channels="30" Id="0ebc3e55-b141-43da-bfbc-67f1feb37ead">
    <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="291bb4a6-affe-47a9-a972-0b1c915a86e8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <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="3" 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="6" 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="9" 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="12" 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="15" ModeLink="RGB cell" X="0" Y="2">
        <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="18" ModeLink="RGB cell" X="1" Y="2">
        <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="21" ModeLink="RGB cell" X="2" Y="2">
        <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="24" ModeLink="RGB cell" X="3" Y="2">
        <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="27" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 2" ChannelOffset="28" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="White 3" ChannelOffset="29" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="White 4" ChannelOffset="30" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell (full)" Channels="7" Hidden="True" Id="935759ad-c87f-4cfc-8f72-5e37941a7f9f">
    <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="Shutter1" ChannelOffset="1" Wheel="5" />
      <Attribute ID="RGB_FX" ChannelOffset="2" Wheel="22" />
      <Attribute ID="RGB_FX_Spd" ChannelOffset="3" Wheel="23" />
      <Attribute ID="RGB_FX_Colour" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="White cell" Channels="4" Hidden="True" Id="218980ea-7d90-45d3-b04b-b601308d7e9c">
    <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="Shutter1" ChannelOffset="1" Wheel="5" />
      <Attribute ID="White_FX" ChannelOffset="2" Wheel="52" />
      <Attribute ID="White_FX_Spd" ChannelOffset="3" Wheel="53" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="573db514-1d63-4655-86aa-6e352c61559d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="bc163591-655d-44aa-b219-7918d043f28e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>