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LIGHT4ME Bros 5 Beam (LIGHT4ME_Bros 5 Beam.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Bros 5 Beam" ShortName="Bros 5 Bm" Company="LIGHT4ME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>9e575b37-2884-4afe-a1e9-bf0505595f9b</Thumbnail>
  <History Date="02-08-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="05-08-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e6b6017e-303a-4897-9f14-10d6538c96af" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="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="11~255" />
    </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="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Colour Select" Display="'Colour Select'" Dmx="0~0" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="16~26" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="27~37" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="38~48" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="49~59" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="60~70" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="71~81" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="82~92" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="93~103" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="104~114" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="115~125" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="126~136" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="137~147" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="148~158" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="159~169" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="170~180" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="181~191" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="192~202" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="203~213" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="214~224" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="225~235" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="236~246" Update="BG_Col_Spd" Colour="0,0,0" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="247~255" Update="BG_Col_Spd" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Col_Spd" Name="BG Col Spd" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Colour Select" ID="1,2,3,4,5,6,7,8" If="'BG_Colour'==1" />
      <Else ID="9" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="R" Display="'R'" Dmx="11~42" Colour="0,0,0" />
      <Function ID="3" Name="G" Display="'G'" Dmx="43~75" Colour="0,0,0" />
      <Function ID="4" Name="B" Display="'B'" Dmx="76~108" Colour="0,0,0" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="109~141" Colour="0,0,0" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="142~174" Colour="0,0,0" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="175~207" Colour="0,0,0" />
      <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="208~255" Colour="0,0,0" />
      <Function ID="9" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="Reset" Display="'Reset'" Dmx="200~209" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="P/T_Mac_Range" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~22" Update="P/T_Mac_Range" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" Update="P/T_Mac_Range" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" Update="P/T_Mac_Range" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" Update="P/T_Mac_Range" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" Update="P/T_Mac_Range" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" Update="P/T_Mac_Range" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" Update="P/T_Mac_Range" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" Update="P/T_Mac_Range" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" Update="P/T_Mac_Range" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" Update="P/T_Mac_Range" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" Update="P/T_Mac_Range" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" Update="P/T_Mac_Range" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" Update="P/T_Mac_Range" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" Update="P/T_Mac_Range" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" Update="P/T_Mac_Range" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" Update="P/T_Mac_Range" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" Update="P/T_Mac_Range" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac 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="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="1~1" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="2~2" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="3~3" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="4~4" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="5~5" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="6~6" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="7~7" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="8~8" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="9~9" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="10~10" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="11~11" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="12~12" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="13~13" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="14~14" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="15~15" Colour="255,255,255" />
      <Function ID="17" Name="Effect 1" Display="'Effect 1'" Dmx="16~33" Colour="0,0,0" />
      <Function ID="18" Name="Effect 2" Display="'Effect 2'" Dmx="34~50" Colour="0,0,0" />
      <Function ID="19" Name="Effect 3" Display="'Effect 3'" Dmx="51~67" Colour="0,0,0" />
      <Function ID="20" Name="Effect 4" Display="'Effect 4'" Dmx="68~84" Colour="0,0,0" />
      <Function ID="21" Name="Effect 5" Display="'Effect 5'" Dmx="85~101" Colour="0,0,0" />
      <Function ID="22" Name="Effect 6" Display="'Effect 6'" Dmx="102~118" Colour="0,0,0" />
      <Function ID="23" Name="Effect 7" Display="'Effect 7'" Dmx="119~135" Colour="0,0,0" />
      <Function ID="24" Name="Effect 8" Display="'Effect 8'" Dmx="136~152" Colour="0,0,0" />
      <Function ID="25" Name="Effect 9" Display="'Effect 9'" Dmx="153~169" Colour="0,0,0" />
      <Function ID="26" Name="Effect 10" Display="'Effect 10'" Dmx="170~186" Colour="0,0,0" />
      <Function ID="27" Name="Effect 11" Display="'Effect 11'" Dmx="187~203" Colour="0,0,0" />
      <Function ID="28" Name="Effect 12" Display="'Effect 12'" Dmx="204~220" Colour="0,0,0" />
      <Function ID="29" Name="Effect 13" Display="'Effect 13'" Dmx="221~237" Colour="0,0,0" />
      <Function ID="30" Name="Effect 14" Display="'Effect 14'" Dmx="238~255" 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="P/T_Mac_Range" Name="P/T Mac Range" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="No Macro" ID="1,2" If="'P/T_Macro'==1" />
      <Else ID="3,4,5,6" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="200~209" />
      <Function ID="3" Name="Pan 0-540°, Tilt 0-200°" Display="'Pan 0-540°, Tilt 0-200°'" Dmx="0~0" />
      <Function ID="4" Name="Pan 0-540°, Tilt 45-135°" Display="'Pan 0-540°, Tilt 45-135°'" Dmx="20~39" />
      <Function ID="5" Name="Pan 135-225°, Tilt 0-75°" Display="'Pan 135-225°, Tilt 0-75°'" Dmx="40~59" />
      <Function ID="6" Name="Pan 136-225°, Tilt 125-200°" Display="'Pan 136-225°, Tilt 125-200°'" Dmx="60~199" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11" Id="b8a2db4a-4c6c-4a18-b3db-472638a60321">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="cac64183-7fa9-4a8c-93e9-011dca5982f5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="4" Wheel="3" />
      <Attribute ID="P/T_Macro" ChannelOffset="5" Wheel="22" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="8" Wheel="8" />
      <Attribute ID="BG_Colour" ChannelOffset="9" Wheel="37" />
      <Attribute ID="BG_Col_Spd" ChannelOffset="10" Wheel="38" />
      <Attribute ID="P/T_Mac_Range" ChannelOffset="11" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="60 DMX" Channels="60" Id="9f5bf4be-c8a4-4e91-ad59-4381f5bbf595">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f76b1d20-97d3-4566-9c01-88101b112e5b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="BG_Colour" Wheel="37" />
        <Attribute ID="BG_Col_Spd" Wheel="38" />
        <Attribute ID="Control" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Spd" TargetId="BG_Col_Spd" />
        <AttributeLink SourceId="Control" TargetId="Control" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Spd" TargetId="BG_Col_Spd" />
        <AttributeLink SourceId="Control" TargetId="Control" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="25" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Spd" TargetId="BG_Col_Spd" />
        <AttributeLink SourceId="Control" TargetId="Control" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="37" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Spd" TargetId="BG_Col_Spd" />
        <AttributeLink SourceId="Control" TargetId="Control" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="49" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Spd" TargetId="BG_Col_Spd" />
        <AttributeLink SourceId="Control" TargetId="Control" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="12" Hidden="True" Id="806cb9c3-0a87-414e-9274-5911bad5a98f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
      <Attribute ID="White" ChannelOffset="9" Wheel="40" />
      <Attribute ID="BG_Colour" ChannelOffset="10" Wheel="37" />
      <Attribute ID="BG_Col_Spd" ChannelOffset="11" Wheel="38" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2,P/T_Macro:1,P/T_Mac_Range:2" Delay="6000" />
      <Set Channel="Control:1,P/T_Mac_Range: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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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>