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Fine Art Fine 604 Batten (Fine Art_Fine 604 Batten.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fine 604 Batten" ShortName="604 Batten" Company="Fine Art" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>5222ba9b-7ca8-4eeb-9e51-1a0dda286e51</Thumbnail>
  <History Date="29-08-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="31-08-23" Author="Nic Morris" Comment="Created from Fine Art Fine 608 Batten" Version="1" />
  <History Date="02-09-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="197b82e3-aa09-4fa1-b6b6-543d66f8f9ab" />
  <Control>
    <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="CTO" Name="CTO" 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="2700K" Display="'2700K'" Dmx="6~11" Colour="255,255,255" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="12~16" Colour="255,255,255" />
      <Function ID="4" Name="4300K" Display="'4300K'" Dmx="17~21" Colour="255,255,255" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="22~26" Colour="255,255,255" />
      <Function ID="6" Name="6500K" Display="'6500K'" Dmx="27~31" Colour="255,255,255" />
      <Function ID="7" Name="8000K" Display="'8000K'" Dmx="32~40" Colour="255,255,255" />
      <Function ID="8" Name="CTO C-Mix" Display="'%.fK',2700~8000" Dmx="41~255" Colour="255,240,200" />
    </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="Rainbow FX 1" Display="'Rainbow FX 1'" Dmx="3~3" Colour="255,255,255" />
      <Function ID="3" Name="Rainbow FX 2" Display="'Rainbow FX 2'" Dmx="4~4" Colour="255,255,255" />
      <Function ID="4" Name="Rainbow FX 3" Display="'Rainbow FX 3'" Dmx="5~5" Colour="255,255,255" />
      <Function ID="5" Name="Rainbow FX 4" Display="'Rainbow FX 4'" Dmx="6~6" Colour="255,255,255" />
      <Function ID="6" Name="Rainbow FX 5" Display="'Rainbow FX 5'" Dmx="7~7" Colour="255,255,255" />
      <Function ID="7" Name="Rainbow FX 6" Display="'Rainbow FX 6'" Dmx="8~8" Colour="255,255,255" />
      <Function ID="8" Name="Rainbow FX 7" Display="'Rainbow FX 7'" Dmx="9~9" Colour="255,255,255" />
      <Function ID="9" Name="Col Macro" Display="'Col Macro %.1f%%',0.0~100.0" Dmx="10~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="108~207" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="4~103" />
    </Attribute>
    <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="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="26~76" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Function" Name="Function" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Pix Order Normal" Display="'Pix Order Normal'" Dmx="4~7" />
      <Function ID="3" Name="Pix Order Invert" Display="'Pix Order Invert'" Dmx="8~11" />
      <Function ID="4" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="12~15" />
      <Function ID="5" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="16~19" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shape_Dimmer" Name="Shape Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shape_Sel" Name="Shape Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Shape" Display="'No Shape'" Dmx="0~0" />
      <Function ID="2" Name="Shape Sel" Display="'Shape Sel %.f%%',0~100" Dmx="8~47" />
      <Function ID="3" Name="All Shapes" Display="'All Shapes %.1f%%',0.0~100.0" Dmx="48~255" />
    </Attribute>
    <Attribute ID="Shape_Offset" Name="Shape Offset" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FWD" Display="'FWD'" Dmx="0~0" />
      <Function ID="2" Name="REV" Display="'REV'" Dmx="16~31" />
      <Function ID="3" Name="Bounce" Display="'Bounce'" Dmx="32~47" />
      <Function ID="4" Name="Static Sub Shape" Display="'Static Sub Shape'" Dmx="160~255" />
    </Attribute>
    <Attribute ID="Shape_Speed" Name="Shape Speed" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Static Shape" Display="'Static Shape'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="8~255" />
    </Attribute>
    <Attribute ID="Shape_Trans" Name="Shape Trans" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Transition" Display="'Transition %.2f Sec',0.00~4.00" Dmx="16~255" />
    </Attribute>
    <Attribute ID="Shape_Shutter" Name="Shape Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="108~207" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="4~103" />
    </Attribute>
    <Attribute ID="BG_Red" Name="BG Red" 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="BG_Green" Name="BG Green" 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="BG_Blue" Name="BG Blue" 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="BG_White" Name="BG 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_Dimmer" Name="BG Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="BG_Shutter" Name="BG Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="108~207" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="4~103" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 15 DMX" Channels="15" Id="ed16ee4d-99d6-420b-a37f-62cc58ab9372">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="82b3e0fe-3e7a-42b7-b6b7-308d1e045ac2" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" />
      <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Reserved" ChannelOffset="13" Wheel="30" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      <Attribute ID="Function" ChannelOffset="15" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="RGB, 27 DMX" Channels="27" Id="55178fea-0607-4362-a950-9f5a28af7cb4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="609ce0c2-256e-41b4-96a5-837d82bcf9f3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red_Master" ChannelOffset="1" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="2" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="3" Wheel="72" />
        <Attribute ID="White_Master" ChannelOffset="4" Wheel="100" />
        <Attribute ID="CTO" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
        <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
        <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
        <Attribute ID="Reserved" ChannelOffset="13" Wheel="30" />
        <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
        <Attribute ID="Function" ChannelOffset="15" Wheel="29" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="16" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="22" ModeLink="RGB cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="25" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW, 31 DMX" Channels="31" Id="278c0e25-b461-490d-a0b9-e60753b8814f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2c15fd48-c12d-454b-8916-200a398245eb" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red_Master" ChannelOffset="1" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="2" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="3" Wheel="72" />
        <Attribute ID="White_Master" ChannelOffset="4" Wheel="100" />
        <Attribute ID="CTO" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
        <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
        <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
        <Attribute ID="Reserved" ChannelOffset="13" Wheel="30" />
        <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
        <Attribute ID="Function" ChannelOffset="15" Wheel="29" />
        <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="16" ModeLink="RGBW 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="20" ModeLink="RGBW 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="24" ModeLink="RGBW 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="28" ModeLink="RGBW 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="Shape, 27 DMX" Channels="27" Id="3be09f73-151c-4035-b62b-378d64ed713c">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d18d999d-ec70-4b61-bdcb-ad0a1de78afb" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" />
      <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Reserved" ChannelOffset="13" Wheel="30" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      <Attribute ID="Function" ChannelOffset="15" Wheel="29" />
      <Attribute ID="Shape_Dimmer" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Shape_Sel" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Shape_Offset" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Shape_Speed" ChannelOffset="19" Wheel="24" />
      <Attribute ID="Shape_Trans" ChannelOffset="20" Wheel="52" />
      <Attribute ID="Shape_Shutter" ChannelOffset="21" Wheel="34" />
      <Attribute ID="BG_Red" ChannelOffset="22" Wheel="70" />
      <Attribute ID="BG_Green" ChannelOffset="23" Wheel="71" />
      <Attribute ID="BG_Blue" ChannelOffset="24" Wheel="72" />
      <Attribute ID="BG_White" ChannelOffset="25" Wheel="100" />
      <Attribute ID="BG_Dimmer" ChannelOffset="26" Wheel="35" />
      <Attribute ID="BG_Shutter" ChannelOffset="27" Wheel="36" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="c9243607-452a-4091-af78-81004cd42c4b">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" 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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="2d570aee-b1dc-475d-9e11-49d8abc6320d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" 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="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pix Order Normal">
      <Set Channel="Function:2" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Pix Order Invert">
      <Set Channel="Function:3" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Normal">
      <Set Channel="Function:4" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Invert">
      <Set Channel="Function:5" Delay="6000" />
      <Set Channel="Function: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="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="5222ba9b-7ca8-4eeb-9e51-1a0dda286e51">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</Swatch>
  </swatchLibrary>
</Fixture>