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Cyclops Comet 8000 (Cyclops_Comet 8000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Comet 8000" ShortName="Comet 8000" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>1761580f-b413-49df-8485-70fe3b8719ba</Thumbnail>
  <History Date="05-08-19" Author="Nic Morris" Comment="Created (note charts have conditional Manual/PRG/ILD ranges depending on channel 1 functions that are not listed)" />
  <History Date="23-09-19" Author="Nic Morris" Comment="Updated in line with latest charts in response to manufacturer request." />
  <History Date="23-09-19" Author="Nic Morris" Comment="Recreated from Cyclops Comet 5000" />
  <History Date="25-09-19" Author="Nic Morris" Comment="Inverted RGB and added virtual dimmer." />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="5" PowerOn="5" />
      <Function ID="1" Name="Auto" Display="'Auto'" Dmx="0~0" Update="Shape/File, Strobe/File, Colour1" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="50~99" Update="Shape/File, Strobe/File, Colour1" />
      <Function ID="3" Name="PRG" Display="'PRG'" Dmx="100~149" Update="Shape/File, Strobe/File, Colour1" />
      <Function ID="4" Name="ILD" Display="'ILD'" Dmx="150~199" Update="Shape/File, Strobe/File, Colour1" />
      <Function ID="5" Name="DMX" Display="'DMX'" Dmx="200~255" Update="Shape/File, Strobe/File, Colour1" />
    </Attribute>
    <Attribute ID="Shape/File" Name="Shape/File" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="PRG/ILD" ID="2" If="'Mode'==3||'Mode'==4" />
      <Else ID="1" />
      <Function ID="1" Name="Shape" Display="'%.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="File" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Strobe/File" Name="Strobe/File" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="PRG/ILD" ID="4" If="'Mode'==3||'Mode'==4" />
      <Else ID="1,2,3" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~199" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" />
      <Function ID="4" Name="Display File" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Condition Name="PRG/ILD" ID="17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Mode'==3||'Mode'==4" />
      <Else ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="White" Display="'White'" Dmx="6~16" WheelPosition="2" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="17~33" WheelPosition="3" Colour="255,0,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="34~50" WheelPosition="4" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="51~67" WheelPosition="5" Colour="0,0,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="68~84" WheelPosition="6" Colour="255,255,0" />
      <Function ID="7" Name="Purple" Display="'Purple'" Dmx="85~101" WheelPosition="7" Colour="128,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="102~118" WheelPosition="8" Colour="0,255,255" />
      <Function ID="9" Name="W,R,G,B Split" Display="'W,R,G,B Split'" Dmx="119~135" WheelPosition="9" Colour="255,255,255" />
      <Function ID="10" Name="B,Y,P,C Split" Display="'B,Y,P,C Split'" Dmx="136~152" WheelPosition="10" Colour="255,255,255" />
      <Function ID="11" Name="All Col Split" Display="'All Col Split'" Dmx="153~169" WheelPosition="11" Colour="255,255,255" />
      <Function ID="12" Name="W,R,G,B Flow" Display="'W,R,G,B Flow'" Dmx="170~186" WheelPosition="12" Colour="255,255,255" />
      <Function ID="13" Name="B,Y,P,C Flow" Display="'B,Y,P,C Flow'" Dmx="187~203" WheelPosition="13" Colour="255,255,255" />
      <Function ID="14" Name="All Col Flow" Display="'All Col Flow'" Dmx="204~220" WheelPosition="14" Colour="255,255,255" />
      <Function ID="15" Name="Col Split by Pattern" Display="'Col Split by Pattern'" Dmx="221~237" WheelPosition="15" Colour="255,255,255" />
      <Function ID="16" Name="Sound" Display="'Sound'" Dmx="238~255" WheelPosition="16" Colour="255,255,255" />
      <Function ID="17" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="18" Name="ILD Original Col" Display="'ILD Original Col'" Dmx="6~10" WheelPosition="1" Colour="255,255,255" />
      <Function ID="19" Name="White" Display="'White'" Dmx="11~16" WheelPosition="2" Colour="255,255,255" />
      <Function ID="20" Name="Red" Display="'Red'" Dmx="17~33" WheelPosition="3" Colour="255,0,0" />
      <Function ID="21" Name="Green" Display="'Green'" Dmx="34~50" WheelPosition="4" Colour="0,255,0" />
      <Function ID="22" Name="Blue" Display="'Blue'" Dmx="51~67" WheelPosition="5" Colour="0,0,255" />
      <Function ID="23" Name="Yellow" Display="'Yellow'" Dmx="68~84" WheelPosition="6" Colour="255,255,0" />
      <Function ID="24" Name="Purple" Display="'Purple'" Dmx="85~101" WheelPosition="7" Colour="128,0,255" />
      <Function ID="25" Name="Cyan" Display="'Cyan'" Dmx="102~118" WheelPosition="8" Colour="0,255,255" />
      <Function ID="26" Name="W,R,G,B Split" Display="'W,R,G,B Split'" Dmx="119~135" WheelPosition="9" Colour="255,255,255" />
      <Function ID="27" Name="B,Y,P,C Split" Display="'B,Y,P,C Split'" Dmx="136~152" WheelPosition="10" Colour="255,255,255" />
      <Function ID="28" Name="All Col Split" Display="'All Col Split'" Dmx="153~169" WheelPosition="11" Colour="255,255,255" />
      <Function ID="29" Name="W,R,G,B Flow" Display="'W,R,G,B Flow'" Dmx="170~186" WheelPosition="12" Colour="255,255,255" />
      <Function ID="30" Name="B,Y,P,C Flow" Display="'B,Y,P,C Flow'" Dmx="187~203" WheelPosition="13" Colour="255,255,255" />
      <Function ID="31" Name="All Col Flow" Display="'All Col Flow'" Dmx="204~220" WheelPosition="14" Colour="255,255,255" />
      <Function ID="32" Name="Col Split by Pattern" Display="'Col Split by Pattern'" Dmx="221~237" WheelPosition="15" Colour="255,255,255" />
      <Function ID="33" Name="Sound" Display="'Sound'" Dmx="238~255" WheelPosition="16" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Display" Name="Display" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Full Linear" Display="'Full Linear'" Dmx="0~0" />
      <Function ID="2" Name="Linear+Dots" Display="'Linear+Dots'" Dmx="64~127" />
      <Function ID="3" Name="Split Sections" Display="'Split Sections'" Dmx="128~191" />
      <Function ID="4" Name="Dots" Display="'Dots'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'Pan %.1f%%',0.0~100.0" Dmx="0~125" />
      <Function ID="2" Name="Auto Circ" Display="'Auto Circ %.f%%',0~100" Dmx="126~185" />
      <Function ID="3" Name="Auto Jump" Display="'Auto Jump %.f%%',0~100" Dmx="186~225" />
      <Function ID="4" Name="Rnd Jump" Display="'Rnd Jump %.f%%',0~100" Dmx="226~245" />
      <Function ID="5" Name="Rnd Sound" Display="'Rnd Sound %.f%%',0~100" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'Tilt %.1f%%',0.0~100.0" Dmx="0~125" />
      <Function ID="2" Name="Auto Circ" Display="'Auto Circ %.f%%',0~100" Dmx="126~185" />
      <Function ID="3" Name="Auto Jump" Display="'Auto Jump %.f%%',0~100" Dmx="186~225" />
      <Function ID="4" Name="Rnd Jump" Display="'Rnd Jump %.f%%',0~100" Dmx="226~245" />
      <Function ID="5" Name="Rnd Sound" Display="'Rnd Sound %.f%%',0~100" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Zoom" Display="'Zoom %.f%%',0~100" Dmx="11~87" />
      <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="88~150" />
      <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Pan_Rot" Name="Pan Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~128" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Tilt_Rot" Name="Tilt Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~128" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Center_Rot" Name="Center Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~128" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="192~129" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
    </Attribute>
    <Attribute ID="Trace" Name="Trace" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="10~74" />
      <Function ID="3" Name="Positive" Display="'Positive %.f%%',0~100" Dmx="75~104" />
      <Function ID="4" Name="Negative" Display="'Negative %.f%%',0~100" Dmx="105~144" />
      <Function ID="5" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="145~184" />
      <Function ID="6" Name="Index Pos" Display="'Index Pos %.f%%',0~100" Dmx="185~224" />
      <Function ID="7" Name="Index Neg" Display="'Index Neg %.f%%',0~100" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Horiz_Wave" Name="Horiz Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" />
      <Function ID="2" Name="Small" Display="'Small'" Dmx="10~69" />
      <Function ID="3" Name="Medium" Display="'Medium'" Dmx="70~129" />
      <Function ID="4" Name="Large" Display="'Large'" Dmx="130~189" />
      <Function ID="5" Name="Maximum" Display="'Maximum'" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Vert_Wave" Name="Vert Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" />
      <Function ID="2" Name="Small" Display="'Small'" Dmx="10~69" />
      <Function ID="3" Name="Medium" Display="'Medium'" Dmx="70~129" />
      <Function ID="4" Name="Large" Display="'Large'" Dmx="130~189" />
      <Function ID="5" Name="Maximum" Display="'Maximum'" Dmx="190~255" />
    </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>
    <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>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <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="Shape/File" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Strobe/File" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Display" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="49" />
      <Attribute ID="Pan_Rot" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Tilt_Rot" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Center_Rot" ChannelOffset="11" Wheel="21" />
      <Attribute ID="Trace" ChannelOffset="12" Wheel="22" />
      <Attribute ID="Horiz_Wave" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Vert_Wave" ChannelOffset="14" Wheel="24" />
      <Attribute ID="Red" ChannelOffset="15" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="16" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="17" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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>