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BeamZ LCB14 LED BAR (BeamZ_LCB14 LED BAR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LCB14 LED BAR" ShortName="LCB14 BAR" Company="BeamZ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>d2c161ad-9ab0-41c6-a49a-ba2bb172843d</Thumbnail>
  <History Date="07-11-18" Author="Nic Morris" Comment="Created" />
  <History Date="09-11-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="22-05-19" Author="Nic Morris" Comment="Created from Unknown 14x3W LED Pixel Bar Light (identical)" />
  <History Date="23-05-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="03-07-19" Author="Nic Morris" Comment="Revised all modes with separate white and RGB cells." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7cf02379-6f98-4f6a-9396-1d816c18dcda" />
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      <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>
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      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="17~20" />
      <Function ID="5" Name="Chase 4" Display="'Chase 4'" Dmx="21~24" />
      <Function ID="6" Name="Chase 5" Display="'Chase 5'" Dmx="25~28" />
      <Function ID="7" Name="Chase 6" Display="'Chase 6'" Dmx="29~32" />
      <Function ID="8" Name="Chase 7" Display="'Chase 7'" Dmx="33~36" />
      <Function ID="9" Name="Chase 8" Display="'Chase 8'" Dmx="37~40" />
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      <Function ID="61" Name="Sound" Display="'Sound'" Dmx="248~255" />
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    <Attribute ID="Chase_Spd" Name="Chase Spd" Description="" Group="E">
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      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
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      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
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    <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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        <Attribute ID="Dimmer" Wheel="1" />
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        <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="23" />
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        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  </Mode>
  <Mode Name="8 DMX" Channels="8">
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    <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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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Chase" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Chase_Spd" ChannelOffset="8" Wheel="23" />
      </Master>
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="12 DMX" Channels="12">
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    <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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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Chase" ChannelOffset="11" Wheel="22" />
        <Attribute ID="Chase_Spd" ChannelOffset="12" Wheel="23" />
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      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="1">
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      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="7" ModeLink="RGB cell" X="1" Y="1">
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      </Cell>
      <Cell ID="Cell3" Name="White 1" ChannelOffset="6" ModeLink="White cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="White 2" ChannelOffset="10" ModeLink="White cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  </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="" />
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    <AtlaBase ModeID="1b6b5fae-75d4-46b4-b77a-22ee686228a4" />
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        <Attribute ID="Chase" ChannelOffset="59" Wheel="22" />
        <Attribute ID="Chase_Spd" ChannelOffset="60" Wheel="23" />
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      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="7" ModeLink="RGB cell" X="1" Y="1">
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      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="11" ModeLink="RGB cell" X="2" Y="1">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="15" ModeLink="RGB cell" X="3" Y="1">
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      <Cell ID="Cell5" Name="RGB 5" ChannelOffset="19" ModeLink="RGB cell" X="4" Y="1">
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      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="27" ModeLink="RGB cell" X="6" Y="1">
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      <Cell ID="Cell8" Name="RGB 8" ChannelOffset="31" ModeLink="RGB cell" X="7" Y="1">
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      <Cell ID="Cell9" Name="RGB 9" ChannelOffset="35" ModeLink="RGB cell" X="8" Y="1">
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      <Cell ID="Cell11" Name="RGB 11" ChannelOffset="43" ModeLink="RGB cell" X="10" Y="1">
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      <Cell ID="Cell12" Name="RGB 12" ChannelOffset="47" ModeLink="RGB cell" X="11" Y="1">
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      <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>