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V-Show Q8 QUEEN (V-Show_Q8 QUEEN.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Q8 QUEEN" ShortName="Q8 QUEEN" Company="V-Show" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>a535a7ce-a54d-474c-b409-b0be7bfcbdac</Thumbnail>
  <History Date="21-09-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="25-09-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="af7c7bff-709d-4c3f-84c1-093c50446887" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="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 %.f%%',0~100" Dmx="10~81" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="174~245" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="92~163" />
    </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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Static_Colour" Name="Static Colour" 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="1~5" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="6~11" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="12~17" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="18~23" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="24~29" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="30~35" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="36~41" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="42~47" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="48~53" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="54~59" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="60~65" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="66~71" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="72~77" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="78~83" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="84~89" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="90~95" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="96~101" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="102~107" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="108~113" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="114~119" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="120~125" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="126~131" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="132~137" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="138~143" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="144~149" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="150~155" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="156~161" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="162~167" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="168~173" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="174~179" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="180~185" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="186~191" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="192~197" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="198~203" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="204~209" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="210~215" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="216~221" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="222~227" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="228~233" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="234~239" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="240~245" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="246~251" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="252~255" Colour="0,0,0" />
    </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 Jump" Display="'Colour Jump'" Dmx="21~99" Colour="0,0,0" />
      <Function ID="3" Name="Colour Gradient" Display="'Colour Gradient'" Dmx="100~149" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" 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="10~19" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="20~29" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="30~39" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="40~49" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="50~59" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="60~69" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="70~79" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="80~89" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="90~99" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="100~109" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="110~119" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="120~129" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="130~139" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="140~149" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="150~159" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="160~169" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="170~179" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="180~189" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="190~199" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="200~255" />
    </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="0~255" />
    </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="Linear" Display="'Linear'" Dmx="6~10" />
      <Function ID="3" Name="Square" Display="'Square'" Dmx="11~15" />
      <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="16~20" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="21~25" />
      <Function ID="6" Name="Dim Fast" Display="'Dim Fast'" Dmx="36~40" />
      <Function ID="7" Name="Dim Slow" Display="'Dim Slow'" Dmx="41~45" />
      <Function ID="8" Name="Fan Auto" Display="'Fan Auto'" Dmx="51~55" />
      <Function ID="9" Name="Fan Low" Display="'Fan Low'" Dmx="56~60" />
      <Function ID="10" Name="Fan High" Display="'Fan High'" Dmx="61~65" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="444e2f3b-742a-4e6a-b8d3-adf4b3b3b5f4">
    <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="557325ba-3cae-40b7-b106-c14866b97d0c" />
    <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="4 DMX" Channels="4" Id="c95de848-a65e-4be0-b8f8-ee680cecf9fe">
    <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="4e2923e0-af8a-4d24-b3f7-3b6e9234c9e2" />
    <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>
  <Mode Name="6 DMX" Channels="6" Id="6e630188-1867-4ffc-b189-523bbf5d405b">
    <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="2f926e36-034f-43da-955c-30c5a0963496" />
    <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="2e5e9b49-4634-4538-96f8-835fa1a7a119">
    <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="3891d0cf-49cd-4afa-a1f0-b182b0276fef" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Amber" Wheel="41" />
        <Attribute ID="UV" Wheel="42" />
        <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="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="c43833c0-6c44-4e86-ad0c-9354169fa023">
    <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="97963c48-e0a5-46c4-9445-964570514bd5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="8" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="9" Wheel="42" />
      <Attribute ID="CCT" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Static_Colour" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="9" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="13" Wheel="37" />
      <Attribute ID="Effect" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="a0eee2f8-7d6f-41a1-a7a3-9fc85c6c4593">
    <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="e505ef21-5315-47b9-af7e-f1f4998a1434" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Amber" Wheel="41" />
        <Attribute ID="UV" Wheel="42" />
        <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="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="13" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="19" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="6929cbbc-8b27-4124-b10c-3f7d75d0b606">
    <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="5f9018f3-b0cc-4b73-9630-057bbb0d5d73" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="CCT" ChannelOffset="4" Wheel="7" />
        <Attribute ID="Static_Colour" ChannelOffset="5" Wheel="8" />
        <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="7" Wheel="37" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Amber" Wheel="41" />
        <Attribute ID="UV" Wheel="42" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="32" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="14" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="20" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="26" 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="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="6" Hidden="True" Id="e99cee05-a855-4a9b-8b65-75e621b5bc0a">
    <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Square">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Inv Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Fast">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Slow">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <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" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="a535a7ce-a54d-474c-b409-b0be7bfcbdac">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</Swatch>
  </swatchLibrary>
</Fixture>