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LED2 C.8 (LED2_C.8.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="C.8" ShortName="C.8" Company="LED2" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>b0a118be-6ce6-4b55-aaa0-f53fdf133494</Thumbnail>
  <History Date="09-08-24" Author="Nic Morris" Comment="Created (charts contain range conflicts)" Version="0" />
  <History Date="14-08-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="15-08-24" Author="Nic Morris" Comment="Corrected Master Dimmer locate." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6c946c03-6b12-4027-a3c0-e58cac27b4ee" />
  <Control>
    <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 %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="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="Lime" Name="Lime" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2200K" Display="'2200K'" Dmx="3~49" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="50~99" Colour="0,0,0" />
      <Function ID="4" Name="4000K" Display="'4000K'" Dmx="100~149" Colour="0,0,0" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="150~199" Colour="0,0,0" />
      <Function ID="6" Name="6800K" Display="'6800K'" Dmx="200~249" Colour="0,0,0" />
      <Function ID="7" Name="7500K" Display="'7500K'" Dmx="250~254" Colour="0,0,0" />
      <Function ID="8" Name="8500K" Display="'8500K'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Pixel_Macro" Name="Pixel Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="5~28" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="29~55" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="56~76" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="77~100" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="101~124" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="125~148" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="149~172" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="173~196" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="197~220" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="221~244" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="245~250" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro 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>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Lime_Master" Name="Lime Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="Pixel_Function" Name="Pixel Function" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="10~170" Colour="0,0,0" />
      <Function ID="3" Name="RGB Full" Display="'RGB Full'" Dmx="171~200" Colour="0,0,0" />
      <Function ID="4" Name="White 2200K" Display="'White 2200K'" Dmx="201~210" Colour="0,0,0" />
      <Function ID="5" Name="White 3200K" Display="'White 3200K'" Dmx="211~220" Colour="0,0,0" />
      <Function ID="6" Name="White 4000K" Display="'White 4000K'" Dmx="221~230" Colour="0,0,0" />
      <Function ID="7" Name="White 5600K" Display="'White 5600K'" Dmx="231~240" Colour="0,0,0" />
      <Function ID="8" Name="White 6800K" Display="'White 6800K'" Dmx="241~250" Colour="0,0,0" />
      <Function ID="9" Name="White 7500K" Display="'White 7500K'" Dmx="251~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9" Id="bda9fd6a-37f8-4d4e-9ff2-69319b49ff7d">
    <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="c48d3cb5-bc7d-4fb4-bc51-b09c3b26ec4f" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Pixel_Macro" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="9" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="0a2f0145-478e-45d1-b6e8-83e39c443541">
    <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="1a88a51c-572b-4ec6-a19c-b7acfdafcb32" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2" Wheel="4" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" />
        <Attribute ID="Lime_Master" ChannelOffset="6" Wheel="100" />
        <Attribute ID="Pixel_Macro" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Lime" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="21" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="ea4d3453-2522-49f3-8c37-160569b42a18">
    <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="9b8439ea-02c6-428f-bc1e-6bcea1701827" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2" Wheel="4" />
        <Attribute ID="Pixel_Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Lime" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="13" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="17" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="94a7d442-885f-4996-9e3a-8c975e810281">
    <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="43a04f83-80b0-4789-add9-667f01c5ef6e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Lime" 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="Lime" TargetId="Lime" />
        <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="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="1 DMX" Channels="1" Id="7d5c04b8-1c72-4cae-804a-024f9d4e818a">
    <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="8bbd2d84-9468-40f8-a9f3-d09a20cad0f8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="cf481f7f-8b6b-4abc-9ebc-af31736d5b10">
    <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="0dc9f8e9-4ddd-4da8-9eb3-a1ba6277c5c0" />
    <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 m1" Channels="4" Id="c88ee98e-e99d-449a-94ef-56fca5cde642">
    <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="d27c0782-e163-450c-aaf6-347aec79965b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="4 DMX m2" Channels="4" Id="05cf2e8c-1f79-41b2-8ed5-c6e7c49a9815">
    <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="ae585f49-2b41-411f-85c4-a3d47fdf11ee" />
    <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="10e17fde-4863-4519-809d-009743438532">
    <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="1faecfb5-3e78-4128-9229-6149d85677a6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="5" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="0cd42fb1-55c6-46d6-b23e-647b262a491e">
    <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="23831c8f-6aa0-4ea7-a235-27cbcf8c84e0" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Pixel_Function" ChannelOffset="7" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="1fbfb04b-1cd1-4ff8-956c-344d5887e6c6">
    <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="Lime" 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="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" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>