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Eliminator Lighting Furious Three RG (Eliminator Lighting_Furious Three RG.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Furious Three RG" ShortName="Furious3RG" Company="Eliminator Lighting" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>d6a941f3-14d8-4c07-a042-f3c229e80161</Thumbnail>
  <History Date="03-03-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="09-03-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b5241623-8e9a-4a8a-aaa9-176dc2efa5f1" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="16" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Auto 0" Display="'Auto 0'" Dmx="10~24" />
      <Function ID="3" Name="Auto 1" Display="'Auto 1'" Dmx="25~39" />
      <Function ID="4" Name="Auto 2" Display="'Auto 2'" Dmx="40~54" />
      <Function ID="5" Name="Auto 3" Display="'Auto 3'" Dmx="55~69" />
      <Function ID="6" Name="Auto 4" Display="'Auto 4'" Dmx="70~84" />
      <Function ID="7" Name="Auto 5" Display="'Auto 5'" Dmx="85~99" />
      <Function ID="8" Name="Auto 6" Display="'Auto 6'" Dmx="100~114" />
      <Function ID="9" Name="Sound 0" Display="'Sound 0'" Dmx="115~129" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="130~144" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="145~159" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="160~174" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="175~189" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="190~204" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="205~220" />
      <Function ID="16" Name="DMX" Display="'DMX'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="LED_Colour" Name="LED Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~14" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="15~19" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="20~24" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="25~29" Colour="255,255,0" />
      <Function ID="6" Name="White" Display="'White'" Dmx="30~34" Colour="255,255,255" />
      <Function ID="7" Name="R+W" Display="'R+W'" Dmx="35~39" Colour="255,255,255" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="40~44" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="45~49" Colour="255,255,255" />
      <Function ID="10" Name="B+Y" Display="'B+Y'" Dmx="50~54" Colour="255,255,255" />
      <Function ID="11" Name="Y+W" Display="'Y+W'" Dmx="55~59" Colour="255,255,255" />
      <Function ID="12" Name="G+W" Display="'G+W'" Dmx="60~64" Colour="255,255,255" />
      <Function ID="13" Name="G+Y" Display="'G+Y'" Dmx="65~69" Colour="255,255,255" />
      <Function ID="14" Name="R+Y" Display="'R+Y'" Dmx="70~74" Colour="255,255,255" />
      <Function ID="15" Name="R+B" Display="'R+B'" Dmx="75~79" Colour="255,255,255" />
      <Function ID="16" Name="B+W" Display="'B+W'" Dmx="80~84" Colour="255,255,255" />
      <Function ID="17" Name="R+G+B" Display="'R+G+B'" Dmx="85~89" Colour="255,255,255" />
      <Function ID="18" Name="R+G+Y" Display="'R+G+Y'" Dmx="90~94" Colour="255,255,255" />
      <Function ID="19" Name="R+G+W" Display="'R+G+W'" Dmx="95~99" Colour="255,255,255" />
      <Function ID="20" Name="R+B+Y" Display="'R+B+Y'" Dmx="100~104" Colour="255,255,255" />
      <Function ID="21" Name="R+B+W" Display="'R+B+W'" Dmx="105~109" Colour="255,255,255" />
      <Function ID="22" Name="R+Y+W" Display="'R+Y+W'" Dmx="110~114" Colour="255,255,255" />
      <Function ID="23" Name="G+B+Y" Display="'G+B+Y'" Dmx="115~119" Colour="255,255,255" />
      <Function ID="24" Name="G+B+W" Display="'G+B+W'" Dmx="120~124" Colour="255,255,255" />
      <Function ID="25" Name="G+Y+W" Display="'G+Y+W'" Dmx="125~129" Colour="255,255,255" />
      <Function ID="26" Name="B+Y+W" Display="'B+Y+W'" Dmx="130~134" Colour="255,255,255" />
      <Function ID="27" Name="R+G+B+Y" Display="'R+G+B+Y'" Dmx="135~139" Colour="255,255,255" />
      <Function ID="28" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="140~144" Colour="255,255,255" />
      <Function ID="29" Name="G+B+W+Y" Display="'G+B+W+Y'" Dmx="145~149" Colour="255,255,255" />
      <Function ID="30" Name="R+G+W+Y" Display="'R+G+W+Y'" Dmx="150~154" Colour="255,255,255" />
      <Function ID="31" Name="R+B+W+Y" Display="'R+B+W+Y'" Dmx="155~159" Colour="255,255,255" />
      <Function ID="32" Name="R+G+B+Y+W" Display="'R+G+B+Y+W'" Dmx="160~164" Colour="255,255,255" />
      <Function ID="33" Name="Auto (1x cols)" Display="'Auto (1x cols)'" Dmx="165~209" Colour="255,255,255" />
      <Function ID="34" Name="Auto (2x cols)" Display="'Auto (2x cols)'" Dmx="210~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="LED_Auto_Spd" Name="LED Auto 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="LED_Strobe" Name="LED Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="5~254" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="LED_Control" Name="LED Control" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Picture 1" Display="'Picture 1 %.f%%',0~100" Dmx="10~19" />
      <Function ID="3" Name="Picture 2" Display="'Picture 2 %.f%%',0~100" Dmx="20~29" />
      <Function ID="4" Name="Picture 3" Display="'Picture 3 %.f%%',0~100" Dmx="30~39" />
      <Function ID="5" Name="Picture 4" Display="'Picture 4 %.f%%',0~100" Dmx="40~49" />
      <Function ID="6" Name="Picture 5" Display="'Picture 5 %.f%%',0~100" Dmx="50~59" />
      <Function ID="7" Name="Picture 6" Display="'Picture 6 %.f%%',0~100" Dmx="60~69" />
      <Function ID="8" Name="Picture 7" Display="'Picture 7 %.f%%',0~100" Dmx="70~79" />
      <Function ID="9" Name="Picture 8" Display="'Picture 8 %.f%%',0~100" Dmx="80~89" />
      <Function ID="10" Name="Picture 9" Display="'Picture 9 %.f%%',0~100" Dmx="90~99" />
      <Function ID="11" Name="Picture 10" Display="'Picture 10 %.f%%',0~100" Dmx="100~109" />
      <Function ID="12" Name="On" Display="'On'" Dmx="110~255" />
    </Attribute>
    <Attribute ID="Empty" Name="Laser" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Red On" Display="'Red On'" Dmx="10~49" />
      <Function ID="3" Name="Green On" Display="'Green On'" Dmx="50~89" />
      <Function ID="4" Name="R+G Alt Strobe" Display="'R+G Alt Strobe'" Dmx="90~129" />
      <Function ID="5" Name="R On, G Strobe" Display="'R On, G Strobe'" Dmx="130~169" />
      <Function ID="6" Name="G On, R Strobe" Display="'G On, R Strobe'" Dmx="170~209" />
      <Function ID="7" Name="R+G Strobe" Display="'R+G Strobe'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Laser_Strobe" Name="Laser Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="5~254" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="LED_Rotate" Name="LED Rotate" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~5" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" />
    </Attribute>
    <Attribute ID="Laser_Rotate" Name="Laser Rotate" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~5" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <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="7ee9df79-1d93-4161-9adb-eec0df2ff221" />
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="LED_Colour" ChannelOffset="2" Wheel="7" />
      <Attribute ID="LED_Auto_Spd" ChannelOffset="3" Wheel="8" />
      <Attribute ID="LED_Strobe" ChannelOffset="4" Wheel="4" />
      <Attribute ID="LED_Control" ChannelOffset="5" Wheel="13" />
      <Attribute ID="Empty" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Laser_Strobe" ChannelOffset="7" Wheel="5" />
      <Attribute ID="LED_Rotate" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Laser_Rotate" ChannelOffset="9" Wheel="20" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>