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FOS Strobe Light Bar (FOS_Strobe Light Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Strobe Light Bar" ShortName="StrbLtBar" Company="FOS" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>52efcf02-6730-4ce6-90d0-1b09b05d5a0d</Thumbnail>
  <History Date="17-04-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-04-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="dc337f41-225e-4d1f-9cd1-e624840dfbd2" />
  <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="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="3~255" />
    </Attribute>
    <Attribute ID="Pattern_Spd" Name="Pattern 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="Pattern_Sel" Name="Pattern Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Pattern" Display="'Pattern %.1f%%',0.0~100.0" Dmx="4~255" />
    </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="" 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="a3559a74-b584-42a9-adf7-5b705345c33f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Pattern_Spd" ChannelOffset="3" Wheel="23" />
      <Attribute ID="Pattern_Sel" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" 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>
    <AtlaBase ModeID="e2624943-10d9-469d-b641-f350c9f3c65c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="7" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="9" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="10" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="11" ModeLink="Cell" X="0" Y="10">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="12" ModeLink="Cell" X="0" Y="11">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="1f199e69-4a0c-4c91-8851-61a51476d2fe" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Pattern_Spd" ChannelOffset="3" Wheel="23" />
        <Attribute ID="Pattern_Sel" ChannelOffset="4" Wheel="22" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="8" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="10" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="11" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="12" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="13" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="14" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="15" ModeLink="Cell" X="0" Y="10">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="16" ModeLink="Cell" X="0" Y="11">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <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" />
    </Include>
  </Mode>
  <Palettes>
    <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>