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Laserworld CS-8000RGB FX MK2 (Laserworld_CS-8000RGB FX MK2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CS-8000RGB FX MK2" ShortName="CS8KRGBFX2" Company="Laserworld" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>31bd9ab6-0b14-4e3e-92eb-470421958e7b</Thumbnail>
  <History Date="18-12-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="29-07-24" Author="Nic Morris" Comment="Created from Laserworld CS-12.000RGB FX MK2" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="78b16f6b-c738-4ba9-a7e8-3cb7a3f8f1ae" />
  <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="Size-X" Name="Size-X" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Size-Y" Name="Size-Y" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Gradient_Spd" Name="Gradient Spd" 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="Colour" 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="Grating_Effect" Name="Grating Effect" 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="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="0964fd81-a312-4988-bf94-213985ce7271">
    <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>
    <AtlaBase ModeID="d81ab9c2-7940-4e1c-bce6-0b93449f9731" />
    <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="Size-X" ChannelOffset="8" Wheel="49" />
      <Attribute ID="Size-Y" ChannelOffset="9" Wheel="50" />
      <Attribute ID="Gradient_Spd" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Scan/Point_Spd" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Colour" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Colour_Spd" ChannelOffset="13" Wheel="8" />
      <Attribute ID="Grating_Effect" ChannelOffset="14" Wheel="22" />
      <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>