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BeamZ BS384 (BeamZ_BS384.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BS384" ShortName="BS384" Company="BeamZ" Version="3">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>71f247d4-3c1d-4e72-a0e4-a9b9920712a5</Thumbnail>
  <History Date="03-06-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="08-06-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="22-05-24" Author="Nic Morris" Comment="Created from Prolight Equinox Blitzer Impact 384 Strobe (identical.  no pixel layout. RGB macro functions not documented properly and don't make sense.  assumed the same)" Version="2" />
  <History Date="23-05-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d3aa346f-b47d-40c3-bd7f-5aedaf72f51e" />
  <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="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="10~255" />
    </Attribute>
    <Attribute ID="RGB_Macro" Name="RGB 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="7~13" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="14~20" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="21~27" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="28~34" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="35~41" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="42~48" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="49~55" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="56~62" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="63~69" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="70~76" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="77~83" />
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      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="91~97" />
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      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="105~111" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="112~118" />
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      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="126~132" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="133~139" />
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      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="238~244" />
      <Function ID="36" Name="Auto" Display="'Auto'" Dmx="245~251" />
      <Function ID="37" Name="Sound" Display="'Sound'" Dmx="252~255" />
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      <Locate Locate="1" PowerOn="1" />
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      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="7~13" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="14~20" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="21~27" />
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      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="35~41" />
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      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="154~160" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="161~167" />
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      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="182~188" />
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      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="203~209" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="210~216" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="217~223" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="224~230" />
      <Function ID="34" Name="Auto" Display="'Auto'" Dmx="231~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
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    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <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="ca0c4b82-8d94-41be-bea9-cf941eea93be" />
    <Include />
    <Cells>
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        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
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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="RGB" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
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      <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="4d5925dd-a098-4a45-af0b-782eb3dac9a0" />
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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="RGB_Macro" ChannelOffset="7" Wheel="22" />
        <Attribute ID="White_Macro" ChannelOffset="8" Wheel="23" />
        <Attribute ID="Speed" ChannelOffset="9" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Size Height="" Width="" Depth="" />
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    <AtlaBase ModeID="4e9d7e48-6cbf-4ae9-abdc-b4e9627f0ebe" />
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      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="1" Y="0">
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      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="3" Y="0">
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      <Cell ID="Cell10" Name="RGB 10" ChannelOffset="28" ModeLink="RGB cell" X="9" Y="0">
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      <Cell ID="Cell11" Name="RGB 11" ChannelOffset="31" ModeLink="RGB cell" X="10" Y="0">
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      <Cell ID="Cell13" Name="RGB 13" ChannelOffset="37" ModeLink="RGB cell" X="12" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell14" Name="RGB 14" ChannelOffset="40" ModeLink="RGB cell" X="13" Y="0">
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      <Cell ID="Cell15" Name="RGB 15" ChannelOffset="43" ModeLink="RGB cell" X="14" Y="0">
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      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="19" ModeLink="RGB cell" X="6" Y="0">
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell8" Name="RGB 8" ChannelOffset="22" ModeLink="RGB cell" X="7" Y="0">
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      <Cell ID="Cell20" Name="RGB 20" ChannelOffset="58" ModeLink="RGB cell" X="3" Y="2">
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      <Cell ID="Cell21" Name="RGB 21" ChannelOffset="61" ModeLink="RGB cell" X="4" Y="2">
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      <Cell ID="Cell22" Name="RGB 22" ChannelOffset="64" ModeLink="RGB cell" X="5" Y="2">
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      <Cell ID="Cell23" Name="RGB 23" ChannelOffset="67" ModeLink="RGB cell" X="6" Y="2">
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell24" Name="RGB 24" ChannelOffset="70" ModeLink="RGB cell" X="7" Y="2">
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      <Cell ID="Cell25" Name="RGB 25" ChannelOffset="73" ModeLink="RGB cell" X="8" Y="2">
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      <Cell ID="Cell26" Name="RGB 26" ChannelOffset="76" ModeLink="RGB cell" X="9" Y="2">
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      <Cell ID="Cell27" Name="RGB 27" ChannelOffset="79" ModeLink="RGB cell" X="10" Y="2">
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      <Cell ID="Cell28" Name="RGB 28" ChannelOffset="82" ModeLink="RGB cell" X="11" Y="2">
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      <Cell ID="Cell29" Name="RGB 29" ChannelOffset="85" ModeLink="RGB cell" X="12" Y="2">
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      <Cell ID="Cell30" Name="RGB 30" ChannelOffset="88" ModeLink="RGB cell" X="13" Y="2">
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      <Cell ID="Cell31" Name="RGB 31" ChannelOffset="91" ModeLink="RGB cell" X="14" Y="2">
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      <Cell ID="Cell33" Name="White 1" ChannelOffset="97" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell34" Name="White 2" ChannelOffset="98" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell35" Name="White 3" ChannelOffset="99" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell36" Name="White 4" ChannelOffset="100" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell37" Name="White 5" ChannelOffset="101" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell41" Name="White 9" ChannelOffset="105" ModeLink="Dim cell" X="8" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell42" Name="White 10" ChannelOffset="106" ModeLink="Dim cell" X="9" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell43" Name="White 11" ChannelOffset="107" ModeLink="Dim cell" X="10" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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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>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
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  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="e772069f-a38b-49b9-bbd2-9e64200660ba">
    <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>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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    <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" />
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      <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" />
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      <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" />
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    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
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</Swatch>
  </swatchLibrary>
</Fixture>