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Cyclops Comet 62500 (Cyclops_Comet 62500.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Comet 62500" ShortName="Comet62500" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>553ea145-c279-400c-946c-bf0087d993fb</Thumbnail>
  <History Date="05-08-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <Control>
    <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="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="Shape" Name="Shape" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Shape" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shape_Group" Name="Shape Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Geometrical" Display="'Geometrical'" Dmx="0~0" />
      <Function ID="2" Name="Alpha" Display="'Alpha'" Dmx="64~127" />
      <Function ID="3" Name="Animation" Display="'Animation'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~191" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Center_Rot" Name="Center Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Pan_Rot" Name="Pan Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Tilt_Rot" Name="Tilt Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'Pan %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'Tilt %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Track_Rot" Name="Track Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="CW" Display="'CW %.f%%',0~100" Dmx="10~63" />
      <Function ID="3" Name="CCW" Display="'CCW %.f%%',0~100" Dmx="64~127" />
      <Function ID="4" Name="Tilt" Display="'Tilt %.f%%',0~100" Dmx="128~191" />
      <Function ID="5" Name="Diagonal" Display="'Diagonal %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Wave" Name="Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="2~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Trace" Name="Trace" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="10~63" />
      <Function ID="3" Name="Positive" Display="'Positive %.f%%',0~100" Dmx="64~127" />
      <Function ID="4" Name="Negative" Display="'Negative %.f%%',0~100" Dmx="128~191" />
      <Function ID="5" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" 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="Default" Display="'Default'" Dmx="5~9" Colour="255,255,255" />
      <Function ID="3" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="10~127" Colour="255,255,255" />
      <Function ID="4" Name="Col Change" Display="'Col Change'" Dmx="128~159" Colour="255,255,255" />
      <Function ID="5" Name="Mode 1 Split" Display="'Mode 1 Split'" Dmx="160~191" Colour="255,255,255" />
      <Function ID="6" Name="Mode 2 Split" Display="'Mode 2 Split'" Dmx="192~249" Colour="255,255,255" />
      <Function ID="7" Name="Mode 3 Split" Display="'Mode 3 Split'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Display" Name="Display" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Full Linear" Display="'Full Linear'" Dmx="0~0" />
      <Function ID="2" Name="Linear+Dots" Display="'Linear+Dots'" Dmx="64~127" />
      <Function ID="3" Name="Dots" Display="'Dots'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Effect" Name="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" Display="'Effect %.1f%%',0.0~100.0" Dmx="10~127" />
      <Function ID="3" Name="Loop" Display="'Loop %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="20 DMX" Channels="20">
    <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="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="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Shape" ChannelOffset="6" Wheel="13" />
      <Attribute ID="Shape_Group" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="50" />
      <Attribute ID="Center_Rot" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Pan_Rot" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Tilt_Rot" ChannelOffset="11" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="12" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="13" Wheel="3" />
      <Attribute ID="Track_Rot" ChannelOffset="14" Wheel="49" />
      <Attribute ID="Wave" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Trace" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Colour1" ChannelOffset="17" Wheel="7" />
      <Attribute ID="Colour_Speed" ChannelOffset="18" Wheel="8" />
      <Attribute ID="Display" ChannelOffset="19" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="20" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="120 DMX" Channels="120">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Shape" Wheel="13" />
        <Attribute ID="Shape_Group" Wheel="14" />
        <Attribute ID="Zoom" Wheel="50" />
        <Attribute ID="Center_Rot" Wheel="19" />
        <Attribute ID="Pan_Rot" Wheel="20" />
        <Attribute ID="Tilt_Rot" Wheel="21" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Track_Rot" Wheel="49" />
        <Attribute ID="Wave" Wheel="22" />
        <Attribute ID="Trace" Wheel="23" />
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Colour_Speed" Wheel="8" />
        <Attribute ID="Display" Wheel="5" />
        <Attribute ID="Effect" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shape" TargetId="Shape" />
        <AttributeLink SourceId="Shape_Group" TargetId="Shape_Group" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Center_Rot" TargetId="Center_Rot" />
        <AttributeLink SourceId="Pan_Rot" TargetId="Pan_Rot" />
        <AttributeLink SourceId="Tilt_Rot" TargetId="Tilt_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Track_Rot" TargetId="Track_Rot" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Trace" TargetId="Trace" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Colour_Speed" TargetId="Colour_Speed" />
        <AttributeLink SourceId="Display" TargetId="Display" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="21" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shape" TargetId="Shape" />
        <AttributeLink SourceId="Shape_Group" TargetId="Shape_Group" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Center_Rot" TargetId="Center_Rot" />
        <AttributeLink SourceId="Pan_Rot" TargetId="Pan_Rot" />
        <AttributeLink SourceId="Tilt_Rot" TargetId="Tilt_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Track_Rot" TargetId="Track_Rot" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Trace" TargetId="Trace" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Colour_Speed" TargetId="Colour_Speed" />
        <AttributeLink SourceId="Display" TargetId="Display" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="41" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shape" TargetId="Shape" />
        <AttributeLink SourceId="Shape_Group" TargetId="Shape_Group" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Center_Rot" TargetId="Center_Rot" />
        <AttributeLink SourceId="Pan_Rot" TargetId="Pan_Rot" />
        <AttributeLink SourceId="Tilt_Rot" TargetId="Tilt_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Track_Rot" TargetId="Track_Rot" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Trace" TargetId="Trace" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Colour_Speed" TargetId="Colour_Speed" />
        <AttributeLink SourceId="Display" TargetId="Display" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="61" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shape" TargetId="Shape" />
        <AttributeLink SourceId="Shape_Group" TargetId="Shape_Group" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Center_Rot" TargetId="Center_Rot" />
        <AttributeLink SourceId="Pan_Rot" TargetId="Pan_Rot" />
        <AttributeLink SourceId="Tilt_Rot" TargetId="Tilt_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Track_Rot" TargetId="Track_Rot" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Trace" TargetId="Trace" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Colour_Speed" TargetId="Colour_Speed" />
        <AttributeLink SourceId="Display" TargetId="Display" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="81" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shape" TargetId="Shape" />
        <AttributeLink SourceId="Shape_Group" TargetId="Shape_Group" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Center_Rot" TargetId="Center_Rot" />
        <AttributeLink SourceId="Pan_Rot" TargetId="Pan_Rot" />
        <AttributeLink SourceId="Tilt_Rot" TargetId="Tilt_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Track_Rot" TargetId="Track_Rot" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Trace" TargetId="Trace" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Colour_Speed" TargetId="Colour_Speed" />
        <AttributeLink SourceId="Display" TargetId="Display" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="101" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shape" TargetId="Shape" />
        <AttributeLink SourceId="Shape_Group" TargetId="Shape_Group" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Center_Rot" TargetId="Center_Rot" />
        <AttributeLink SourceId="Pan_Rot" TargetId="Pan_Rot" />
        <AttributeLink SourceId="Tilt_Rot" TargetId="Tilt_Rot" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Track_Rot" TargetId="Track_Rot" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Trace" TargetId="Trace" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Colour_Speed" TargetId="Colour_Speed" />
        <AttributeLink SourceId="Display" TargetId="Display" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="20" Hidden="True">
    <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="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="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Shape" ChannelOffset="6" Wheel="13" />
      <Attribute ID="Shape_Group" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="50" />
      <Attribute ID="Center_Rot" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Pan_Rot" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Tilt_Rot" ChannelOffset="11" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="12" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="13" Wheel="3" />
      <Attribute ID="Track_Rot" ChannelOffset="14" Wheel="49" />
      <Attribute ID="Wave" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Trace" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Colour1" ChannelOffset="17" Wheel="7" />
      <Attribute ID="Colour_Speed" ChannelOffset="18" Wheel="8" />
      <Attribute ID="Display" ChannelOffset="19" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="20" Wheel="24" />
    </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="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" />
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      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
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</Swatch>
  </swatchLibrary>
</Fixture>