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Cyclops LumiGo Bar810 (Cyclops_LumiGo Bar810.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LumiGo Bar810" ShortName="LGo Bar810" Company="Cyclops" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>0706d60f-128a-4ab2-a49f-5f760363e8e8</Thumbnail>
  <History Date="22-07-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="23-07-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2a5cd8a5-3773-43df-9059-2b4637d55211" />
  <Control>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="21~80" />
      <Function ID="3" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="81~140" />
      <Function ID="4" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="141~200" />
      <Function ID="5" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="21~80" />
      <Function ID="3" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="81~140" />
      <Function ID="4" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="141~200" />
      <Function ID="5" Name="Dim Spd 4" Display="'Dim Spd 4'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="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="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="8~11" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="12~15" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="16~19" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="20~23" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="24~27" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="28~31" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="32~35" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="36~39" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="40~43" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="44~47" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="48~51" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="52~55" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="56~59" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="60~63" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="64~67" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="68~71" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="72~75" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="76~79" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="80~83" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="84~87" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="88~91" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="92~95" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="96~99" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="100~103" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="104~107" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="108~111" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="112~115" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="116~119" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="120~123" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="124~127" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="128~131" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="132~135" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="136~139" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="140~143" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="144~147" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="148~151" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="152~155" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="156~159" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="160~163" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="164~167" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="168~171" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="172~175" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="176~179" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="180~183" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="184~187" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="188~191" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="192~195" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="200~203" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="204~207" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="212~215" Colour="0,0,0" />
      <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="216~219" Colour="0,0,0" />
      <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="220~223" Colour="0,0,0" />
      <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="224~227" Colour="0,0,0" />
      <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="228~231" Colour="0,0,0" />
      <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="236~239" Colour="0,0,0" />
      <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="240~243" Colour="0,0,0" />
      <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="244~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" 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="2500K" Display="'2500K'" Dmx="16~35" Colour="0,0,0" />
      <Function ID="3" Name="3000K" Display="'3000K'" Dmx="36~55" Colour="0,0,0" />
      <Function ID="4" Name="3500K" Display="'3500K'" Dmx="56~75" Colour="0,0,0" />
      <Function ID="5" Name="4000K" Display="'4000K'" Dmx="76~95" Colour="0,0,0" />
      <Function ID="6" Name="4500K" Display="'4500K'" Dmx="96~115" Colour="0,0,0" />
      <Function ID="7" Name="5000K" Display="'5000K'" Dmx="116~135" Colour="0,0,0" />
      <Function ID="8" Name="6000K" Display="'6000K'" Dmx="136~155" Colour="0,0,0" />
      <Function ID="9" Name="7000K" Display="'7000K'" Dmx="156~175" Colour="0,0,0" />
      <Function ID="10" Name="8000K" Display="'8000K'" Dmx="176~195" Colour="0,0,0" />
      <Function ID="11" Name="9000K" Display="'9000K'" Dmx="196~215" Colour="0,0,0" />
      <Function ID="12" Name="10000K" Display="'10000K'" Dmx="216~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="8~27" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="28~47" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="48~67" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="68~87" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="88~107" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="108~127" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="128~147" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="148~167" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="168~187" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="188~207" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="208~227" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="228~247" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="3 DMX" Channels="3" Id="2507c700-6cf0-4f9e-9cdb-7c30e9e1978c">
    <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="bb9e8920-92dd-4ff5-9f5b-2e2ca4931df5" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="fd494268-83e2-4cc5-ac47-a34cef39f143">
    <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="08e9de98-920f-4b9b-a950-dde43fdac90f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Dim_Curve" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Dim_Spd" ChannelOffset="3" Wheel="26" />
      <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="Shutter" ChannelOffset="8" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="3f24db3e-d693-40a2-92a0-1f5de11725dc">
    <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="70de5fd0-334d-44f6-a3f8-75cea4724afa" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Dim_Curve" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Dim_Spd" ChannelOffset="3" Wheel="26" />
      <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="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="37" />
      <Attribute ID="CCT" ChannelOffset="10" Wheel="38" />
      <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="9eda5b0e-1b83-420c-b956-887f86402f5b">
    <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="8b94976f-df69-431c-bc9f-e6301e8af383" />
    <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="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="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="White" TargetId="White" />
        <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="White" TargetId="White" />
        <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="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="29" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="37 DMX" Channels="37" Id="7687b4bb-bae9-4f5f-8a10-88eef1ab2897">
    <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="205bb4bb-985c-4b8e-8df8-9939c7298e21" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dim_Curve" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Dim_Spd" ChannelOffset="3" Wheel="26" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="36" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="37" Wheel="23" />
      </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="White" TargetId="White" />
        <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="White" TargetId="White" />
        <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="White" TargetId="White" />
        <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="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="20" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="24" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="28" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="32" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="287316b6-4b86-43d1-a93c-0f0e8941dbf6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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>