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FODEXAZY ZQ02239 (FODEXAZY_ZQ02239.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZQ02239" ShortName="ZQ02239" Company="FODEXAZY" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>416284bb-28ca-47a7-bfa0-d0f61da00338</Thumbnail>
  <History Date="03-07-24" Author="Nic Morris" Comment="Created (hopeless documentation.  64 channel mode not documented properly - channel offsets for RGBW 9 don't make sense - assumed it is actually 12x RGBW as per product image.  charts are missing 2 channels in both modes.  part number looks like UKing)" Version="0" />
  <History Date="21-11-24" Author="Nic Morris" Comment="Updated in line with latest documentation (adds 16 channel mode.  utter nonsense.  other modes are not detailed.  left for now)" Version="1" />
  <Manual Filename="" Summary="" />
  <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="Pan_Spin" Name="Pan Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="6~127" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" />
    </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="Tilt_Speed" Name="Tilt 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="9~249" />
    </Attribute>
    <Attribute ID="LED_FX" Name="LED FX" 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" Display="'Auto %.1f%%',0.0~100.0" Dmx="6~128" />
      <Function ID="3" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="P/T_FX" Name="P/T FX" 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" Display="'Auto %.1f%%',0.0~100.0" Dmx="16~128" />
      <Function ID="3" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="FX_Spd" Name="FX 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="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="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Strobe" Name="Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~255" />
    </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" Display="'Reset'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Switch" Name="Master Switch" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Flashing/Reset" Name="Flashing/Reset" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Laser" Name="Laser" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Totalise" Name="Totalise" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16" Id="63e8d1f0-2672-4df0-9470-49e4bbe04a96">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Switch" ChannelOffset="6" Wheel="26" />
        <Attribute ID="Flashing/Reset" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Macro" ChannelOffset="8" Wheel="22" />
        <Attribute ID="P/T_Macro" ChannelOffset="9" Wheel="23" />
        <Attribute ID="Macro_Spd" ChannelOffset="10" Wheel="24" />
        <Attribute ID="Red" ChannelOffset="11" Wheel="10" VirtualControl="Dimmer" />
        <Attribute ID="Green" ChannelOffset="12" Wheel="11" VirtualControl="Dimmer" />
        <Attribute ID="Blue" ChannelOffset="13" Wheel="12" VirtualControl="Dimmer" />
        <Attribute ID="White" ChannelOffset="14" Wheel="40" VirtualControl="Dimmer" />
        <Attribute ID="Laser" ChannelOffset="15" Wheel="20" />
        <Attribute ID="Totalise" ChannelOffset="16" Wheel="27" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Tilt 3" ChannelOffset="4" ModeLink="Tilt cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell4" Name="Tilt 4" ChannelOffset="5" ModeLink="Tilt cell" X="0" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="5a69416a-c5bc-4a09-8bba-5067c1bd95bc">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Pan_Spin" ChannelOffset="2" Wheel="19" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="7" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="LED_FX" ChannelOffset="10" Wheel="22" />
        <Attribute ID="P/T_FX" ChannelOffset="11" Wheel="23" />
        <Attribute ID="FX_Spd" ChannelOffset="12" Wheel="24" />
        <Attribute ID="Red" ChannelOffset="13" Wheel="10" />
        <Attribute ID="Green" ChannelOffset="14" Wheel="11" />
        <Attribute ID="Blue" ChannelOffset="15" Wheel="12" />
        <Attribute ID="White" ChannelOffset="16" Wheel="40" />
        <Attribute ID="Reserved" ChannelOffset="17" Wheel="29" />
        <Attribute ID="Reserved1" ChannelOffset="18" Wheel="30" />
        <Attribute ID="Strobe" ChannelOffset="19" Wheel="6" />
        <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="4" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Tilt 3" ChannelOffset="5" ModeLink="Tilt cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell4" Name="Tilt 4" ChannelOffset="6" ModeLink="Tilt cell" X="0" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="64 DMX" Channels="64" Id="121c61fd-7786-4170-904c-c821203b006b">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Pan_Spin" ChannelOffset="2" Wheel="19" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="7" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="LED_FX" ChannelOffset="10" Wheel="22" />
        <Attribute ID="P/T_FX" ChannelOffset="11" Wheel="23" />
        <Attribute ID="FX_Spd" ChannelOffset="12" Wheel="24" />
        <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" />
        <Attribute ID="Reserved" ChannelOffset="61" Wheel="29" />
        <Attribute ID="Reserved1" ChannelOffset="62" Wheel="30" />
        <Attribute ID="Strobe" ChannelOffset="63" Wheel="6" />
        <Attribute ID="Control" ChannelOffset="64" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="4" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Tilt 3" ChannelOffset="5" ModeLink="Tilt cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell4" Name="Tilt 4" ChannelOffset="6" ModeLink="Tilt cell" X="0" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell5" Name="LED 1" ChannelOffset="13" ModeLink="RGBW cell" X="1" 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="Cell6" Name="LED 2" ChannelOffset="17" ModeLink="RGBW cell" X="2" 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="Cell7" Name="LED 3" ChannelOffset="21" ModeLink="RGBW cell" X="3" 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="Cell8" Name="LED 4" ChannelOffset="25" ModeLink="RGBW cell" X="1" 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="Cell9" Name="LED 5" ChannelOffset="29" ModeLink="RGBW cell" X="2" 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="Cell10" Name="LED 6" ChannelOffset="33" ModeLink="RGBW cell" X="3" 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="Cell11" Name="LED 7" ChannelOffset="37" ModeLink="RGBW cell" X="1" 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="Cell12" Name="LED 8" ChannelOffset="41" ModeLink="RGBW cell" X="2" 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="Cell13" Name="LED 9" ChannelOffset="45" ModeLink="RGBW cell" X="3" 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="Cell14" Name="LED 10" ChannelOffset="49" ModeLink="RGBW cell" X="1" 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>
      <Cell ID="Cell15" Name="LED 11" ChannelOffset="53" ModeLink="RGBW cell" X="2" 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>
      <Cell ID="Cell16" Name="LED 12" ChannelOffset="57" ModeLink="RGBW cell" X="3" 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="Tilt cell" Channels="1" Hidden="True" Id="dfd478aa-3917-4674-b26f-ad589d0c318f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="c0b5f47e-8686-4016-80e9-9a25667198f5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" 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="Reset">
      <Set Channel="Control:2" 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="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" />
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</Swatch>
  </swatchLibrary>
</Fixture>