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Litecraft PowerBarX.15 (Litecraft_PowerBarX.15.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PowerBarX.15" ShortName="PwrBr X.15" Company="Litecraft" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>2173e953-eef5-458f-a64b-6951a28fd8eb</Thumbnail>
  <History Date="06-01-17" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="05-04-21" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="277724a1-b50d-4ec4-8a06-2982f9679c1f" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~200" Colour="255,255,255" />
      <Function ID="3" Name="Colour 1" Display="'Colour 1'" Dmx="201~205" Colour="0,0,0" />
      <Function ID="4" Name="Colour 2" Display="'Colour 2'" Dmx="206~210" Colour="0,0,0" />
      <Function ID="5" Name="Colour 3" Display="'Colour 3'" Dmx="211~215" Colour="0,0,0" />
      <Function ID="6" Name="Colour 4" Display="'Colour 4'" Dmx="216~220" Colour="0,0,0" />
      <Function ID="7" Name="Colour 5" Display="'Colour 5'" Dmx="221~225" Colour="0,0,0" />
      <Function ID="8" Name="Colour 6" Display="'Colour 6'" Dmx="226~230" Colour="0,0,0" />
      <Function ID="9" Name="Colour 7" Display="'Colour 7'" Dmx="231~235" Colour="0,0,0" />
      <Function ID="10" Name="Colour 8" Display="'Colour 8'" Dmx="236~240" Colour="0,0,0" />
      <Function ID="11" Name="Colour 9" Display="'Colour 9'" Dmx="241~245" Colour="0,0,0" />
      <Function ID="12" Name="Colour 10" Display="'Colour 10'" Dmx="246~250" Colour="0,0,0" />
      <Function ID="13" Name="Colour 11" Display="'Colour 11'" Dmx="251~255" Colour="0,0,0" />
    </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 1" Display="'Auto 1'" Dmx="11~27" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="28~44" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="45~61" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="62~78" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="79~95" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="96~112" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="113~129" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="130~146" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="147~163" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="164~180" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="181~197" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="198~214" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="215~231" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="232~255" />
    </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="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="52~101" />
      <Function ID="3" Name="Fast" Display="'Fast'" Dmx="102~152" />
      <Function ID="4" Name="Med" Display="'Med'" Dmx="153~203" />
      <Function ID="5" Name="Slow" Display="'Slow'" Dmx="204~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKLCX151" 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="8efb6ed0-6f0e-4cc2-88a7-ca9fd90ee199" />
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      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
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      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
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  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKLCX152" 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" />
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    <AtlaBase ModeID="ede96c31-6448-4af2-9856-cec212f8323c" />
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      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="UKLCX153" 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="5ddbb179-38a4-4952-a543-5564ec89b3a8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="60 DMX" Channels="60">
    <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="fad9f962-5485-4e6e-bc82-3edb17a592f0" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="29" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="33" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="37" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="41" ModeLink="Cell" X="0" Y="10">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="45" ModeLink="Cell" X="0" Y="11">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="Cell 13" ChannelOffset="49" ModeLink="Cell" X="0" Y="12">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell14" Name="Cell 14" ChannelOffset="53" ModeLink="Cell" X="0" Y="13">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell15" Name="Cell 15" ChannelOffset="57" ModeLink="Cell" X="0" Y="14">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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    </Cells>
  </Mode>
  <Mode Name="65 DMX" Channels="65">
    <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="9c7fe1a0-35dd-4036-89a4-ba0d568e072a" />
    <Include />
    <Cells>
      <Master>
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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="61" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="62" Wheel="23" />
        <Attribute ID="Master_Dimmer" ChannelOffset="63" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="64" Wheel="5" />
        <Attribute ID="Dim_Spd" ChannelOffset="65" Wheel="25" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
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      <Size Height="" Width="" Depth="" />
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      <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>
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</Swatch>
  </swatchLibrary>
</Fixture>