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Eagle Lite Falcon 540 (Eagle Lite_Falcon 540.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Falcon 540" ShortName="Falcon540" Company="Eagle Lite" Version="7">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>ae19e0ea-8f69-429c-8e63-7ce5d7906807</Thumbnail>
  <History Date="19-12-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="21-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="27-01-20" Author="Nic Morris" Comment="Created from Ignition Co9 LED Flood IP65 540W RGBW" Version="3" />
  <History Date="17-04-24" Author="Nic Morris" Comment="Created from Ignition Co6 LED Flood IP65 270W RGBW (effectively identical)" Version="4" />
  <History Date="19-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="19-04-24" Author="Nic Morris" Comment="Created from Eagle Lite Falcon 270" Version="6" />
  <History Date="22-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="341995a6-cf76-4689-9f88-375b7ad4e57d" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" />
      <Function ID="5" Name="Rnd Pulse" Display="'Rnd Pulse %.f%%',0~100" Dmx="11~33" />
      <Function ID="6" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="7" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="6~13" Colour="255,0,0" />
      <Function ID="3" Name="Amber" Display="'Amber'" Dmx="14~21" Colour="255,100,0" />
      <Function ID="4" Name="Yellow/Amber" Display="'Yellow/Amber'" Dmx="22~29" Colour="255,255,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="30~37" Colour="255,255,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="38~45" Colour="0,255,0" />
      <Function ID="7" Name="Turquoise" Display="'Turquoise'" Dmx="46~53" Colour="0,255,128" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="54~61" Colour="0,255,255" />
      <Function ID="9" Name="Blue" Display="'Blue'" Dmx="62~69" Colour="0,0,255" />
      <Function ID="10" Name="Lavender" Display="'Lavender'" Dmx="70~77" Colour="255,128,255" />
      <Function ID="11" Name="Mauve" Display="'Mauve'" Dmx="78~85" Colour="255,0,255" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="86~93" Colour="255,0,255" />
      <Function ID="13" Name="Pink" Display="'Pink'" Dmx="94~101" Colour="255,150,150" />
      <Function ID="14" Name="Warm White 3200K" Display="'Warm White 3200K'" Dmx="102~109" Colour="255,240,200" />
      <Function ID="15" Name="White 5600K" Display="'White 5600K'" Dmx="110~117" Colour="255,255,255" />
      <Function ID="16" Name="Cold White 7200K" Display="'Cold White 7200K'" Dmx="118~125" Colour="230,230,255" />
      <Function ID="17" Name="Col Jump Stop" Display="'Col Jump Stop'" Dmx="126~127" Colour="230,230,255" />
      <Function ID="18" Name="Col Jump" Display="'Col Jump %.f%%',0~100" Dmx="128~191" Colour="255,255,255" />
      <Function ID="19" Name="Col Fade" Display="'Col Fade %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Rainbow_Effect" Name="Rainbow 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="6~21" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="22~37" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="38~53" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="54~69" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="70~85" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="86~101" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="102~117" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="118~133" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="134~149" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="150~165" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="166~181" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="182~197" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="198~213" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="214~229" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="230~255" />
    </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="6~30" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="31~55" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="56~80" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="81~105" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="106~130" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="131~155" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="156~180" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="181~205" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="206~230" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="231~255" />
    </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="Auto_Fade" Name="Auto Fade" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" 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="Linear" Display="'Linear'" Dmx="6~63" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </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="Dim LED" Display="'Dim LED'" Dmx="6~63" />
      <Function ID="3" Name="Dim Halogen" Display="'Dim Halogen'" Dmx="64~127" />
      <Function ID="4" Name="Fan Silent On" Display="'Fan Silent On'" Dmx="128~191" />
      <Function ID="5" Name="Fan Silent Off" Display="'Fan Silent Off'" Dmx="192~205" />
    </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>
    <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="White_Master" Name="White Master" 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="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~250" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="f7feb938-083b-48de-a0a6-1967b7f9a29c">
    <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="9625a822-eaa5-489e-a40d-741ddfbd6c82" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m1" Channels="3" Id="d8de8440-9198-40bf-b6c3-ab51ad531299">
    <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="393859df-0572-4d68-aed4-9b7c0a207496" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m2" Channels="3" Id="bdeb9da3-1547-4f14-b124-772cd21eacc4">
    <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="3e709255-e85b-47a1-b28b-3695a5830c35" />
    <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="ef35c921-7d80-4de9-b6b1-920301177c0a">
    <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="4fb2d916-2e49-4943-ad7a-046a59ead861" />
    <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="13 DMX" Channels="13" Id="53639dfa-b0d8-48dc-bcfd-622687e7560d">
    <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="205bc874-e4a9-43e7-99f0-0409e32e14ca" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Rainbow_Effect" ChannelOffset="8" Wheel="52" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Auto_Fade" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="12" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="9daa0c1e-323d-450e-99d0-7f033e064a99">
    <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="59b8ab5b-ad55-4d74-8dc6-c6f6eec3781b" />
    <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>
    </Cells>
  </Mode>
  <Mode Name="29 DMX" Channels="29" Id="37d8dbd1-1899-46b4-8fb8-daf8620a0db6">
    <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="60232d1c-2120-4f61-83f2-96edd9de8b7e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="71" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="72" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="100" />
        <Attribute ID="White_Master" ChannelOffset="6" Wheel="101" />
        <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
        <Attribute ID="Rainbow_Effect" ChannelOffset="8" Wheel="52" />
        <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
        <Attribute ID="Auto_Fade" ChannelOffset="11" Wheel="24" />
        <Attribute ID="Dim_Spd" ChannelOffset="12" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
        <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="14" 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="18" 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="22" 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="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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="a8f5ecbd-302a-42d9-bbd1-467380f39659">
    <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>
  <Macro>
    <Macro Name="Dim LED">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Halogen">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent On">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent Off">
      <Set Channel="Control:5" 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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>