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Cameo LUKE 700 RGB (CLLLUKE700RGB) (Cameo_LUKE 700 RGB (CLLLUKE700RGB).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LUKE 700 RGB (CLLLUKE700RGB)" ShortName="LUKE 700" Company="Cameo" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>dfa9944d-0fe2-4467-9883-cbd2bd8915c4</Thumbnail>
  <History Date="30-09-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="28-08-20" Author="Nic Morris" Comment="Created from Cameo LUKE 1000 RGB (CLLLUKE1000RGB)" Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="6" PowerOn="6" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Cartoon Auto" Display="'Cartoon Auto'" Dmx="10~59" />
      <Function ID="3" Name="Beam Auto" Display="'Beam Auto'" Dmx="60~109" />
      <Function ID="4" Name="Beam Auto" Display="'Beam Auto'" Dmx="110~159" />
      <Function ID="5" Name="Cartoon Auto" Display="'Cartoon Auto'" Dmx="160~209" />
      <Function ID="6" Name="DMX" Display="'DMX'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGB" Display="'RGB'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="White" Display="'White'" Dmx="10~15" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="16~23" Colour="255,0,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="32~39" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="40~47" Colour="0,255,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="48~55" Colour="0,0,255" />
      <Function ID="8" Name="Magenta" Display="'Magenta'" Dmx="56~63" Colour="255,0,255" />
      <Function ID="9" Name="Change" Display="'Change %.f%%',0~100" Dmx="64~127" Colour="255,255,255" />
      <Function ID="10" Name="Multi" Display="'Multi %.f%%',0~100" Dmx="128~191" Colour="255,255,255" />
      <Function ID="11" Name="Fading" Display="'Fading %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
    </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="Rotation" Name="Rotation" 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="Bounce" Display="'Bounce %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Bounce 2" Display="'Bounce 2 %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="223~192" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="X-Roll" Name="X-Roll" 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="Bounce FW" Display="'Bounce FW %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Bounce BW" Display="'Bounce BW %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Auto FW" Display="'Auto FW %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Auto BW" Display="'Auto BW %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Y-Roll" Name="Y-Roll" 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="Bounce FW" Display="'Bounce FW %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Bounce BW" Display="'Bounce BW %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Auto FW" Display="'Auto FW %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Auto BW" Display="'Auto BW %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="X-Move" Name="X-Move" Description="" Group="P">
      <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="Auto FW" Display="'Auto FW %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Auto BW" Display="'Auto BW %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Auto BW 2" Display="'Auto BW 2 %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Y-Move" Name="Y-Move" Description="" Group="P">
      <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="Auto FW" Display="'Auto FW %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Auto BW" Display="'Auto BW %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Auto BW 2" Display="'Auto BW 2 %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Size" Name="Size" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto -" Display="'Auto - %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Auto +" Display="'Auto + %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1 %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2 %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Scan_Spd" Name="Scan Spd" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Spd" Display="'Spd %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="Spd (Gaps)" Display="'Spd (Gaps) %.1f%%',0.0~100.0" Dmx="255~128" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Pattern" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="4" Wheel="49" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <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="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Pattern" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Rotation" ChannelOffset="4" Wheel="21" />
      <Attribute ID="X-Roll" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Y-Roll" ChannelOffset="6" Wheel="20" />
      <Attribute ID="X-Move" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Y-Move" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Size" ChannelOffset="9" Wheel="49" />
      <Attribute ID="Drawing" ChannelOffset="10" Wheel="4" />
      <Attribute ID="Scan_Spd" ChannelOffset="11" Wheel="25" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>