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Pro Light LED PAR 9W 3in1 (Pro Light_LED PAR 9W 3in1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED PAR 9W 3in1" ShortName="PAR 9W" Company="Pro Light">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>fa7bd4a2-bd93-4f8b-8b8a-584c2614f7df</Thumbnail>
  <History Date="24-05-12" Author="Peter Budd" Comment="Created from King Par 1" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="31-08-16" Author="Nic Morris" Comment="Created from Stagg Flat Par 1" />
  <History Date="16-05-18" Author="Nic Morris" Comment="Revised Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="69cdc659-eb30-4d53-9c0d-92b5680924fb" />
  <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" Intensity="0~0" />
    </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="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="16~31" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="32~47" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~63" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="64~79" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="80~95" Colour="0,0,0" />
      <Function ID="7" Name="Macro 1" Display="'Macro 1'" Dmx="96~111" Colour="0,0,0" />
      <Function ID="8" Name="Macro 2" Display="'Macro 2'" Dmx="112~127" Colour="0,0,0" />
      <Function ID="9" Name="Macro 3" Display="'Macro 3'" Dmx="128~143" Colour="0,0,0" />
      <Function ID="10" Name="Macro 4" Display="'Macro 4'" Dmx="144~159" Colour="0,0,0" />
      <Function ID="11" Name="Macro 5" Display="'Macro 5'" Dmx="160~175" Colour="0,0,0" />
      <Function ID="12" Name="Macro 6" Display="'Macro 6'" Dmx="176~191" Colour="0,0,0" />
      <Function ID="13" Name="Macro 7" Display="'Macro 7'" Dmx="192~207" Colour="0,0,0" />
      <Function ID="14" Name="Macro 8" Display="'Macro 8'" Dmx="208~223" Colour="0,0,0" />
      <Function ID="15" Name="Sound 1" Display="'Sound 1'" Dmx="224~239" Colour="0,0,0" />
      <Function ID="16" Name="Sound 2" Display="'Sound 2'" Dmx="240~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKPLT9WP" 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="61666973-c96e-40a1-b77e-bf36693c3ebc" />
    <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="Colour_Macro" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Speed" ChannelOffset="5" 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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>