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Technylight PAR LED 34 RP (Technylight_PAR LED 34 RP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PAR LED 34 RP" ShortName="PAR 34 RP" Company="Technylight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>6384e161-f4a5-4343-b325-794ec313b066</Thumbnail>
  <History Date="23-05-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="25-05-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="96be35e3-0f2a-4e49-8fbb-e94b500f210e" />
  <Control>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="11~50" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="51~100" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="101~150" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="151~200" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="201~255" />
    </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="Red" Display="'Red'" Dmx="40~49" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="50~59" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="60~69" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="70~79" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="80~89" Colour="0,255,255" />
      <Function ID="7" Name="Violet" Display="'Violet'" Dmx="90~99" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="100~109" Colour="255,255,255" />
      <Function ID="9" Name="R+G" Display="'R+G'" Dmx="110~119" Colour="255,255,255" />
      <Function ID="10" Name="R+B" Display="'R+B'" Dmx="120~129" Colour="255,255,255" />
      <Function ID="11" Name="R+W" Display="'R+W'" Dmx="130~139" Colour="255,255,255" />
      <Function ID="12" Name="G+B" Display="'G+B'" Dmx="140~149" Colour="255,255,255" />
      <Function ID="13" Name="G+W" Display="'G+W'" Dmx="150~159" Colour="255,255,255" />
      <Function ID="14" Name="B+W" Display="'B+W'" Dmx="160~169" Colour="255,255,255" />
      <Function ID="15" Name="R+G+W" Display="'R+G+W'" Dmx="170~179" Colour="255,255,255" />
      <Function ID="16" Name="R+B+W" Display="'R+B+W'" Dmx="180~189" Colour="255,255,255" />
      <Function ID="17" Name="G+B+W" Display="'G+B+W'" Dmx="190~199" Colour="255,255,255" />
      <Function ID="18" Name="R+G+B" Display="'R+G+B'" Dmx="200~209" Colour="255,255,255" />
      <Function ID="19" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="210~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <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>
  </Control>
  <Mode Name="8 DMX" 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="4d08ecea-3769-4b94-81ec-2017ebf3e4db" />
    <Include>
      <Attribute ID="Macro" ChannelOffset="1" Wheel="22" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="Speed" ChannelOffset="3" Wheel="25" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" />
    </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>