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Laserworld CS-3000RGB (Laserworld_CS-3000RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CS-3000RGB" ShortName="CS-3000RGB" Company="Laserworld" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>2c58e7ea-4854-4880-8662-1a705750a188</Thumbnail>
  <History Date="01-10-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="24-12-25" Author="Nic Morris" Comment="Created from Laserworld CS-2000RGB FX MK3" Version="1" />
  <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="192~255" />
      <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="Spin" Display="'Spin %.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="Spin" Display="'Spin %.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="0~255" />
    </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="0~255" />
    </Attribute>
    <Attribute ID="Gradient" Name="Gradient" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <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="0,0,0" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="25~199" Colour="0,0,0" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="200~224" Colour="0,0,0" />
      <Function ID="4" Name="Rainbow" Display="'Rainbow'" Dmx="225~255" Colour="0,0,0" />
    </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="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="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="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>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="b9e8ce7b-693b-400e-bf46-0854c3a5124a">
    <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="14" />
      <Attribute ID="Z-Rot" ChannelOffset="3" Wheel="21" />
      <Attribute ID="X-Rot" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Y-Rot" ChannelOffset="5" Wheel="20" />
      <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="25" />
      <Attribute ID="Scan/Point_Spd" ChannelOffset="11" Wheel="26" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Colour_Spd" ChannelOffset="13" Wheel="9" />
      <Attribute ID="Reserved" ChannelOffset="14" Wheel="29" />
      <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>
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</Swatch>
  </swatchLibrary>
</Fixture>