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FOS Pixel-Blinder Bar (L005218) (FOS_Pixel-Blinder Bar (L005218).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pixel-Blinder Bar (L005218)" ShortName="Px/BlndBar" Company="FOS">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>68e65fe8-bb5b-4ea9-b507-b2e2253e4f41</Thumbnail>
  <History Date="19-01-18" Author="Nic Morris" Comment="Created" />
  <History Date="31-01-18" Author="Nic Morris" Comment="Added 9, 15, 180 and 190 channel modes." />
  <History Date="31-01-18" Author="Nic Morris" Comment="Note documentation is poor and littered with errors (particularly channel offsets and counts) and has no pixel layout information.  Made best guess" />
  <History Date="01-02-18" Author="Nic Morris" Comment="Added Atlabase ID's to 9, 15 and 190 channel modes.  Removed the 180 channel mode." />
  <History Date="08-02-18" Author="Nic Morris" Comment="Revised in attempt to improve pixel mapper compatibility in response to customer bug report." />
  <History Date="17-03-18" Author="Nic Morris" Comment="Created from Taurus LED Color Bar 70 (identical except white cells mapped before the RGB's in 190 DMX mode)" />
  <History Date="21-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="28-05-18" Author="Nic Morris" Comment="Added multi-part patch option in response to cusomter bug report." />
  <Manual Filename="" Summary="" />
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      <Cell ID="Cell38" Name="RGB 38" ChannelOffset="122" ModeLink="RGB cell" X="0" Y="37">
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      <Cell ID="Cell40" Name="RGB 40" ChannelOffset="128" ModeLink="RGB cell" X="0" Y="39">
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      <Cell ID="Cell41" Name="RGB 41" ChannelOffset="131" ModeLink="RGB cell" X="0" Y="40">
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      <Cell ID="Cell42" Name="RGB 42" ChannelOffset="134" ModeLink="RGB cell" X="0" Y="41">
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      <Cell ID="Cell43" Name="RGB 43" ChannelOffset="137" ModeLink="RGB cell" X="0" Y="42">
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      <Cell ID="Cell45" Name="RGB 45" ChannelOffset="143" ModeLink="RGB cell" X="0" Y="44">
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      <Cell ID="Cell46" Name="RGB 46" ChannelOffset="146" ModeLink="RGB cell" X="0" Y="45">
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      <Cell ID="Cell48" Name="RGB 48" ChannelOffset="152" ModeLink="RGB cell" X="0" Y="47">
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      <Cell ID="Cell49" Name="RGB 49" ChannelOffset="155" ModeLink="RGB cell" X="0" Y="48">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell59" Name="RGB 59" ChannelOffset="185" ModeLink="RGB cell" X="0" Y="58">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell60" Name="RGB 60" ChannelOffset="188" ModeLink="RGB cell" X="0" Y="59">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell61" Name="White 1" ChannelOffset="1" ModeLink="Warm White cell" X="0" Y="60">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell62" Name="White 2" ChannelOffset="2" ModeLink="Warm White cell" X="0" Y="61">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell63" Name="White 3" ChannelOffset="3" ModeLink="Warm White cell" X="0" Y="62">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell64" Name="White 4" ChannelOffset="4" ModeLink="Warm White cell" X="0" Y="63">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell65" Name="White 5" ChannelOffset="5" ModeLink="Warm White cell" X="0" Y="64">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell66" Name="White 6" ChannelOffset="6" ModeLink="Warm White cell" X="0" Y="65">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell67" Name="White 7" ChannelOffset="7" ModeLink="Warm White cell" X="0" Y="66">
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      <Cell ID="Cell68" Name="White 8" ChannelOffset="8" ModeLink="Warm White cell" X="0" Y="67">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="42 DMX White part (Patch 1st)" Channels="12">
    <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>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Warm White cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Warm White cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Warm White cell" X="0" Y="2">
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="6" ModeLink="Warm White cell" X="0" Y="3">
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      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="7" ModeLink="Warm White cell" X="0" Y="4">
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      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="8" ModeLink="Warm White cell" X="0" Y="5">
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      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="9" ModeLink="Warm White cell" X="0" Y="6">
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      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="10" ModeLink="Warm White cell" X="0" Y="7">
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      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="12" ModeLink="Warm White cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  </Mode>
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    <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>
    <Include />
    <Cells>
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        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
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      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="RGB cell" X="0" Y="1">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="RGB cell" X="0" Y="2">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="RGB cell" X="0" Y="3">
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      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="RGB cell" X="0" Y="4">
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</Swatch>
  </swatchLibrary>
</Fixture>