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Involight LEDPAR35W (Involight_LEDPAR35W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LEDPAR35W" ShortName="LEDPAR35W" Company="Involight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>b9d0cc73-f5f1-4d9e-a786-e919696d5a5e</Thumbnail>
  <History Date="04-05-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="10-05-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="96d0fac1-e44b-4f82-be02-2703dc80f291" />
  <Control>
    <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>
    <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Auto 2" Display="'Auto 2'" Dmx="25~49" />
      <Function ID="3" Name="Auto 3" Display="'Auto 3'" Dmx="50~74" />
      <Function ID="4" Name="Auto 4" Display="'Auto 4'" Dmx="75~99" />
      <Function ID="5" Name="Auto 5" Display="'Auto 5'" Dmx="100~124" />
      <Function ID="6" Name="Auto 6" Display="'Auto 6'" Dmx="125~149" />
      <Function ID="7" Name="Auto 7" Display="'Auto 7'" Dmx="150~174" />
      <Function ID="8" Name="Auto 8" Display="'Auto 8'" Dmx="175~199" />
      <Function ID="9" Name="Auto 9" Display="'Auto 9'" Dmx="200~224" />
      <Function ID="10" Name="Auto 10" Display="'Auto 10'" Dmx="225~249" />
      <Function ID="11" Name="Auto 11" Display="'Auto 11'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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>
    <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>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <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="668b1029-c54d-415d-8659-2c4f161d30ad" />
    <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="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="4ac73f3b-2580-4ab0-8f3a-ae7a8030a08c" />
    <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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="cf16705f-bafe-4570-ba5f-01cdd63c8b75" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
    </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>