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Alien PAR 12x10 RGBUV (Alien_PAR 12x10 RGBUV.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PAR 12x10 RGBUV" ShortName="12x10RGBUV" Company="Alien">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>d6741272-d90f-42ba-8591-79b5dc9a9b65</Thumbnail>
  <History Date="31-03-18" Author="Nic Morris" Comment="Created" />
  <History Date="05-04-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b0a6d425-6bdb-4d77-85c3-6581f954e65d" />
  <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="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="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="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Jump" Display="'Jump'" Dmx="128~190" />
      <Function ID="3" Name="Gradual" Display="'Gradual'" Dmx="191~250" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="251~255" />
    </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>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKALN126" 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="006fbfa2-827b-4d26-9175-39a609e8fe67" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="UKALN128" 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="2451b535-c341-4c0b-b435-5e872053093e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" 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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>