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Prolight elumen8 CYC100 RGBW 100W COB (Prolight_elumen8 CYC100 RGBW 100W COB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="elumen8 CYC100 RGBW 100W COB" ShortName="CYC100RGBW" Company="Prolight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>0da9d240-7f3e-4923-901e-ac8aca9aa836</Thumbnail>
  <History Date="08-04-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="11-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9d6938b0-0af1-400e-a26a-00c6b101ff37" />
  <Control>
    <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>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" Colour="0,0,0" />
      <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" Colour="0,0,0" />
      <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" Colour="0,0,0" />
      <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" Colour="0,0,0" />
      <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" Colour="0,0,0" />
      <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" Colour="0,0,0" />
      <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" Colour="0,0,0" />
      <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" Colour="0,0,0" />
      <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" Colour="0,0,0" />
      <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" Colour="0,0,0" />
      <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" Colour="0,0,0" />
      <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" Colour="0,0,0" />
      <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" Colour="0,0,0" />
      <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2800~7200" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="50~99" />
      <Function ID="3" Name="Square" Display="'Square'" Dmx="100~149" />
      <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="150~199" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="100~149" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="200~249" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="3~30" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="31~58" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="59~86" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="87~114" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="115~142" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="143~170" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="171~198" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="199~226" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="227~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="04fddbc5-8546-4042-be4a-82ea01b22392">
    <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="6634827d-2c73-4fb3-b310-1fb062b793ed" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="8da30e0c-a4a5-4dc5-9cdc-098ff2389c5a">
    <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="715d788b-889b-4758-826f-cb9c54e5af4d" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="b5da4fae-7135-4884-8d6f-ac09c0ab8ebc">
    <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="79ac4027-0b04-491c-a7a9-209bdd371bed" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
      <Attribute ID="Show" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Show_Spd" ChannelOffset="12" Wheel="23" />
    </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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>