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Big Dipper Spider Light (LM80) (Big Dipper_Spider Light (LM80).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spider Light (LM80)" ShortName="Spider" Company="Big Dipper">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>db423296-fc51-4f13-8070-552ee0f5f9e5</Thumbnail>
  <History Date="31-05-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ca87e630-2383-4be9-90bc-1f267de5293e" />
  <Control>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="8~27" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="28~47" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="48~67" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="68~87" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="88~107" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="108~127" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="128~147" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="148~167" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="168~187" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="188~207" />
      <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="208~227" />
      <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="228~247" />
      <Function ID="14" Name="Random" Display="'Random'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="8~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Chase" Name="Chase" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Chase 1" Display="'Chase 1'" Dmx="8~22" />
      <Function ID="3" Name="Chase 2" Display="'Chase 2'" Dmx="23~37" />
      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="38~52" />
      <Function ID="5" Name="Chase 4" Display="'Chase 4'" Dmx="53~67" />
      <Function ID="6" Name="Chase 5" Display="'Chase 5'" Dmx="68~82" />
      <Function ID="7" Name="Chase 6" Display="'Chase 6'" Dmx="83~97" />
      <Function ID="8" Name="Chase 7" Display="'Chase 7'" Dmx="98~112" />
      <Function ID="9" Name="Chase 8" Display="'Chase 8'" Dmx="113~127" />
      <Function ID="10" Name="Chase 9" Display="'Chase 9'" Dmx="128~142" />
      <Function ID="11" Name="Chase 10" Display="'Chase 10'" Dmx="143~157" />
      <Function ID="12" Name="Chase 11" Display="'Chase 11'" Dmx="158~172" />
      <Function ID="13" Name="Chase 12" Display="'Chase 12'" Dmx="173~187" />
      <Function ID="14" Name="Chase 13" Display="'Chase 13'" Dmx="188~202" />
      <Function ID="15" Name="Chase 14" Display="'Chase 14'" Dmx="203~217" />
      <Function ID="16" Name="Chase 15" Display="'Chase 15'" Dmx="218~232" />
      <Function ID="17" Name="Chase 16" Display="'Chase 16'" Dmx="233~247" />
      <Function ID="18" Name="Full On" Display="'Full On'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="Chase 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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~15" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~23" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="24~31" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="32~39" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="40~47" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="48~55" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="56~63" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="64~71" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="72~79" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="80~87" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="88~95" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="96~103" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="104~111" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="112~119" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="120~127" Colour="255,255,255" />
      <Function ID="17" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~247" Colour="255,255,255" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" Colour="255,255,255" />
    </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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="1 DMX" Channels="1">
    <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="ad21cee3-1ca3-4c91-a5dd-bab44d812d1e" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="bca01fc8-e9d6-48f0-9dac-8f5dfe50749a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Chase" ChannelOffset="5" Wheel="23" />
        <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </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="a4d35c0f-32c7-4ff0-b135-8e44cbc62ff3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Colour1" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="1 LED 1" ChannelOffset="5" ModeLink="Colour cell" X="1" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="1 LED 2" ChannelOffset="6" ModeLink="Colour cell" X="2" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="1 LED 3" ChannelOffset="7" ModeLink="Colour cell" X="3" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="1 LED 4" ChannelOffset="8" ModeLink="Colour cell" X="4" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="2 LED 1" ChannelOffset="9" ModeLink="Colour cell" X="1" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="2 LED 2" ChannelOffset="10" ModeLink="Colour cell" X="2" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell9" Name="2 LED 3" ChannelOffset="11" ModeLink="Colour cell" X="3" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell10" Name="2 LED 4" ChannelOffset="12" ModeLink="Colour cell" X="4" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="36 DMX" Channels="36">
    <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="0971023c-feda-4112-bd24-721fcbcdbc48" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="1 LED 1" ChannelOffset="5" ModeLink="RGBW cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="1 LED 2" ChannelOffset="9" ModeLink="RGBW cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="1 LED 3" ChannelOffset="13" ModeLink="RGBW cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="1 LED 4" ChannelOffset="17" ModeLink="RGBW cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="2 LED 1" ChannelOffset="21" ModeLink="RGBW cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="2 LED 2" ChannelOffset="25" ModeLink="RGBW cell" X="2" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="2 LED 3" ChannelOffset="29" ModeLink="RGBW cell" X="3" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="2 LED 4" ChannelOffset="33" ModeLink="RGBW cell" X="4" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt 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="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" 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="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="White" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Colour 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="Colour1" ChannelOffset="1" Wheel="8" />
    </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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>