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Prolight Equinox Spectra Strobe Batten (Prolight_Equinox Spectra Strobe Batten.d4)

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<Fixture Name="Equinox Spectra Strobe Batten" ShortName="SpcStrbBat" Company="Prolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>83a06c73-0ee4-420c-ac38-f559f07a058f</Thumbnail>
  <History Date="19-08-23" Author="Nic Morris" Comment="Created" Version="0" />
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      <Cell ID="Cell12" Name="RGB 12" ChannelOffset="34" ModeLink="RGB cell" X="6" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="RGB 13" ChannelOffset="37" ModeLink="RGB cell" X="8" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="RGB 14" ChannelOffset="40" ModeLink="RGB cell" X="10" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="RGB 15" ChannelOffset="43" ModeLink="RGB cell" X="12" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="RGB 16" ChannelOffset="46" ModeLink="RGB cell" X="14" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell17" Name="White 1" ChannelOffset="49" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell18" Name="White 2" ChannelOffset="50" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell19" Name="White 3" ChannelOffset="51" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell20" Name="White 4" ChannelOffset="52" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell21" Name="White 5" ChannelOffset="53" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell22" Name="White 6" ChannelOffset="54" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell23" Name="White 7" ChannelOffset="55" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell24" Name="White 8" ChannelOffset="56" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell25" Name="White 9" ChannelOffset="57" ModeLink="Dim cell" X="8" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell26" Name="White 10" ChannelOffset="58" ModeLink="Dim cell" X="9" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell27" Name="White 11" ChannelOffset="59" ModeLink="Dim cell" X="10" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell28" Name="White 12" ChannelOffset="60" ModeLink="Dim cell" X="11" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell29" Name="White 13" ChannelOffset="61" ModeLink="Dim cell" X="12" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell30" Name="White 14" ChannelOffset="62" ModeLink="Dim cell" X="13" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell31" Name="White 15" ChannelOffset="63" ModeLink="Dim cell" X="14" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell32" Name="White 16" ChannelOffset="64" ModeLink="Dim cell" X="15" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="df3d5535-eba4-46ab-902f-a6632f105eae">
    <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>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="e2b8f302-11d3-44e4-a2b9-5dcc507f6222">
    <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" />
    </Include>
  </Mode>
  <Palettes>
    <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" />
      <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>
    <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>
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</Swatch>
  </swatchLibrary>
</Fixture>