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Laserworld CS-24.000RGB FX (Laserworld_CS-24.000RGB FX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CS-24.000RGB FX" ShortName="CS24KRGBFX" Company="Laserworld" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>9440b09b-fca4-49a1-845c-80124b2b837f</Thumbnail>
  <History Date="25-07-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <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="Pattern" Name="Pattern" Description="" Group="G">
      <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="Z-Rot" Name="Z-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="129~255" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="128~191" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Size" Name="X-Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Y-Size" Name="Y-Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Gradient" Name="Gradient" Description="" Group="G">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Scan/Point_Spd" Name="Scan/Point Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Scan Spd" Display="'Scan Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Point Spd" Display="'Point Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="25~199" Colour="255,255,255" />
      <Function ID="3" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="200~224" Colour="255,255,255" />
      <Function ID="4" Name="Rainbow" Display="'Rainbow %.f%%',0~100" Dmx="225~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Spd" Name="Colour 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="Grating_Effect" Name="Grating Effect" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Grating Effect" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="DMX" Display="'DMX'" Dmx="0~0" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="200~224" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="225~255" />
    </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="255~0" 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="255~0" 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="255~0" Colour="0,0,255" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="68d422fc-e167-42e3-8f10-8acf40ac9e11">
    <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="Pattern" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Z-Rot" ChannelOffset="3" Wheel="19" />
      <Attribute ID="X-Rot" ChannelOffset="4" Wheel="20" />
      <Attribute ID="Y-Rot" ChannelOffset="5" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="X-Size" ChannelOffset="8" Wheel="49" />
      <Attribute ID="Y-Size" ChannelOffset="9" Wheel="50" />
      <Attribute ID="Gradient" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Scan/Point_Spd" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Colour_Spd" ChannelOffset="13" Wheel="8" />
      <Attribute ID="Grating_Effect" ChannelOffset="14" Wheel="4" />
      <Attribute ID="Mode" ChannelOffset="15" Wheel="28" />
      <Attribute ID="Red" ChannelOffset="16" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="17" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="18" Wheel="12" />
    </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" />
      <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>