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Showtec Stellar UF-1000 Upright Fogger (Showtec_Stellar UF-1000 Upright Fogger.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Stellar UF-1000 Upright Fogger" ShortName="StrUF-1000" Company="Showtec" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>5262f925-a245-41a5-a57a-ba46563a4f25</Thumbnail>
  <History Date="08-11-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="68d75ac6-ef6e-49b8-9ba7-18421a0b4ad8" />
  <Control>
    <Attribute ID="Fog" Name="Fog" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Output" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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" WheelPosition="0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" Colour="0,0,0" />
      <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" Colour="0,0,0" />
      <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" Colour="0,0,0" />
      <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" Colour="0,0,0" />
      <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" Colour="0,0,0" />
      <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" Colour="0,0,0" />
      <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" Colour="0,0,0" />
      <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" Colour="0,0,0" />
      <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" Colour="0,0,0" />
      <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" Colour="0,0,0" />
      <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" Colour="0,0,0" />
      <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" Colour="0,0,0" />
      <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" Colour="0,0,0" />
      <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="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 %.f%%',0~100" Dmx="32~93" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="170~255" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="94~169" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="af3676de-c359-428f-913f-6adf6cd351ce">
    <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="2 DMX" Channels="2" Id="4bc0431a-c435-4b61-9e1b-81a3421492ae">
    <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="94e2642d-fe57-418d-87e6-2270ccbf5b7a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="Colour cell" X="0" Y="1">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="28433627-85eb-49d3-b65d-a9c14fead16d">
    <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="97690786-ed7f-4645-8429-1ded6cc5add1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="Colour+Shutter cell" X="0" Y="1">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="b0068fca-bcf9-414f-b901-9e886fabf5b0">
    <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="1de75714-d858-4641-af99-d9398ef76537" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell 1" X="0" Y="1">
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="fbc42785-2110-441d-b379-7aa88648c6d7">
    <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="db8196ad-9f41-4b03-aa8d-3930c80a583e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell 2" X="0" Y="1">
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Fog cell" Channels="1" Hidden="True" Id="425e4808-731c-4879-835f-e90fc5f42b8f">
    <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="Colour cell" Channels="1" Hidden="True" Id="6efc1335-ad03-4054-9d8c-4224899e52d5">
    <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="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="Colour+Shutter cell" Channels="2" Hidden="True" Id="4fe4fefe-4a19-491e-b185-1a1c821d3ccf">
    <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="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="LED cell 1" Channels="4" Hidden="True" Id="908babc5-c28d-4252-845f-9210148c245c">
    <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="Amber" ChannelOffset="1" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="LED cell 2" Channels="6" Hidden="True" Id="ded933b3-f502-4844-9f52-09711967fc53">
    <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="Amber" ChannelOffset="1" Wheel="40" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="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" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="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" Legend="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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>