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Prolight elumen8 Endura 1Q120 RGBW COB (Prolight_elumen8 Endura 1Q120 RGBW COB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="elumen8 Endura 1Q120 RGBW COB" ShortName="Endur1Q120" Company="Prolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>2a04927a-8190-41fe-a2d5-698a68c9cf12</Thumbnail>
  <History Date="11-10-21" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e953c24d-8c33-446e-9325-7d2e437644b3" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Col Change" Display="'Col Change %.1f%%',0.0~100.0" Dmx="5~125" />
      <Function ID="3" Name="Col Fade" Display="'Col Fade %.1f%%',0.0~100.0" Dmx="126~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Halogen Linear" Display="'Halogen Linear'" Dmx="0~0" />
      <Function ID="2" Name="Halogen Square" Display="'Halogen Square'" Dmx="46~75" />
      <Function ID="3" Name="Halogen Inv Square" Display="'Halogen Inv Square'" Dmx="76~105" />
      <Function ID="4" Name="Halogen S-Curve" Display="'Halogen S-Curve'" Dmx="106~135" />
      <Function ID="5" Name="LED Linear" Display="'LED Linear'" Dmx="136~165" />
      <Function ID="6" Name="LED Square" Display="'LED Square'" Dmx="166~195" />
      <Function ID="7" Name="LED Inv Square" Display="'LED Inv Square'" Dmx="196~225" />
      <Function ID="8" Name="LED S-Curve" Display="'LED S-Curve'" Dmx="226~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Col Macro" Display="'Col Macro %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" />
      <Function ID="2" Name="Col Change" Display="'Col Change %.f%%',0~100" Dmx="128~191" Colour="0,0,0" />
      <Function ID="3" Name="Col Fade" Display="'Col Fade %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX (8bit)" Channels="1">
    <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="262f824f-4c4e-4474-9aac-c444abb854fc" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX (8bit)" 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>
    <AtlaBase ModeID="160168b9-5fc6-4064-9adf-215f2eb4b36c" />
    <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="8 DMX (8bit)" Channels="8">
    <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="4c95d559-6bb9-4b85-9c9c-e472f8481f3e" />
    <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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Dim_Curve" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="9 DMX (16bit)" 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="c65a2de4-9091-45a9-8da9-0d2574e37d75" />
    <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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>