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Cyclops Comet 5000 (Cyclops_Comet 5000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Comet 5000" ShortName="Comet 5000" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>a04af55e-4cf1-4424-b61f-c0457b7c09a5</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="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>