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FOS PAR Aurora (FOS_PAR Aurora.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PAR Aurora" ShortName="PAR Aurora" Company="FOS" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>7dc37625-3a5e-44b1-b274-d22ca2beb0b4</Thumbnail>
  <History Date="07-08-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="08-08-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="07-09-22" Author="Nic Morris" Comment="Fixed missing DMX values in CTO functions." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cd5c3c75-94c6-4f49-a9ef-da9d7ac57740" />
  <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="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 %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="Colour_Macro" Name="Colour Macro" 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="16~31" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" />
      <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" />
      <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" />
      <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" />
      <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" />
      <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" />
      <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" />
      <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" />
      <Function ID="22" Name="8000K" Display="'8000K'" Dmx="248~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="Below 3200K" Display="'Below 3200K'" Dmx="16~45" Colour="255,255,255" />
      <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" />
      <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" />
      <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" />
      <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" />
      <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" />
      <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" />
      <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Macro" Name="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="16~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro 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="Pix_Colour" Name="Pix 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="1~15" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~31" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="32~47" Colour="0,0,255" />
      <Function ID="5" Name="R+B" Display="'R+B'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="8" Name="R+B+G" Display="'R+B+G'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="9" Name="2700K" Display="'2700K'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="10" Name="3200K" Display="'3200K'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="11" Name="3500K" Display="'3500K'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="12" Name="5000K" Display="'5000K'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="13" Name="5500K" Display="'5500K'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="14" Name="6000K" Display="'6000K'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="15" Name="6500K" Display="'6500K'" Dmx="208~223" Colour="255,255,255" />
      <Function ID="16" Name="7000K" Display="'7000K'" Dmx="224~239" Colour="255,255,255" />
      <Function ID="17" Name="8000K" Display="'8000K'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Pix_Macro" Name="Pix 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="16~29" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="30~43" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="44~57" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="58~71" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="72~85" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="86~99" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="100~113" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="114~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~141" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="142~155" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="156~169" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="170~183" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="184~197" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="198~211" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="212~225" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="226~239" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Pix_Macro_Spd" Name="Pix Macro 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>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <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="4ebbaedd-5af4-47e2-b4b0-830fee38a074" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="CTO" Wheel="9" />
        <Attribute ID="Macro" Wheel="22" />
        <Attribute ID="Macro_Spd" Wheel="23" />
        <Attribute ID="Pix_Colour" Wheel="8" />
        <Attribute ID="Pix_Macro" Wheel="52" />
        <Attribute ID="Pix_Macro_Spd" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="Main cell 2" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
      <Cell ID="Cell2" Name="Pix" ChannelOffset="11" ModeLink="Pix cell 2" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pix_Colour" TargetId="Pix_Colour" />
        <AttributeLink SourceId="Pix_Macro" TargetId="Pix_Macro" />
        <AttributeLink SourceId="Pix_Macro_Spd" TargetId="Pix_Macro_Spd" />
      </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="54504f09-2dd5-42a3-9d10-0ff28661ea11" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Macro" Wheel="22" />
        <Attribute ID="Macro_Spd" Wheel="23" />
        <Attribute ID="Pix_Colour" Wheel="8" />
        <Attribute ID="Pix_Macro" Wheel="52" />
        <Attribute ID="Pix_Macro_Spd" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="Main cell 1" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
      <Cell ID="Cell2" Name="Pix" ChannelOffset="9" ModeLink="Pix cell 1" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pix_Colour" TargetId="Pix_Colour" />
        <AttributeLink SourceId="Pix_Macro" TargetId="Pix_Macro" />
        <AttributeLink SourceId="Pix_Macro_Spd" TargetId="Pix_Macro_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Main cell 1" Channels="8" 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" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Macro" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Pix cell 1" 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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Pix_Colour" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Pix_Macro" ChannelOffset="3" Wheel="52" />
      <Attribute ID="Pix_Macro_Spd" ChannelOffset="4" Wheel="53" />
    </Include>
  </Mode>
  <Mode Name="Main cell 2" Channels="10" 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" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Macro" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Pix cell 2" Channels="7" 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" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Pix_Colour" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Pix_Macro" ChannelOffset="6" Wheel="52" />
      <Attribute ID="Pix_Macro_Spd" ChannelOffset="7" Wheel="53" />
    </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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>