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Evolights Smooth Par IP65 (Evolights_Smooth Par IP65.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Smooth Par IP65" ShortName="Smooth Par" Company="Evolights" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>10cdb340-2c52-49dd-b914-ea07daa0e68d</Thumbnail>
  <History Date="03-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="286df949-1477-4f12-9585-2b495d9823fc" />
  <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="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="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="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~190" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="191~200" Colour="255,255,255" />
      <Function ID="4" Name="White 1" Display="'White 3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="White 2" Display="'White 3400K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="White 3" Display="'White 4200K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="White 4" Display="'White 4900K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="White 5" Display="'White 5600K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="White 6" Display="'White 5900K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="White 7" Display="'White 6500K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="White 8" Display="'White 7200K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="White 9" Display="'White 8000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="White 10" Display="'White 8500K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="White 11" Display="'White 10000K'" Dmx="251~255" Colour="255,255,255" />
    </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="16~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="9~10" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="11~20" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="21~30" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="31~40" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="41~50" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="51~60" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="61~70" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="71~80" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="81~90" />
      <Function ID="11" Name="Custom 1" Display="'Custom 1'" Dmx="91~100" />
      <Function ID="12" Name="Custom 2" Display="'Custom 2'" Dmx="101~110" />
      <Function ID="13" Name="Custom 3" Display="'Custom 3'" Dmx="111~120" />
      <Function ID="14" Name="Custom 4" Display="'Custom 4'" Dmx="121~130" />
      <Function ID="15" Name="Custom 5" Display="'Custom 5'" Dmx="131~140" />
      <Function ID="16" Name="Custom 6" Display="'Custom 6'" Dmx="141~150" />
      <Function ID="17" Name="Custom 7" Display="'Custom 7'" Dmx="151~160" />
      <Function ID="18" Name="Custom 8" Display="'Custom 8'" Dmx="161~170" />
      <Function ID="19" Name="Custom 9" Display="'Custom 9'" Dmx="171~180" />
      <Function ID="20" Name="Custom 10" Display="'Custom 10'" Dmx="181~190" />
      <Function ID="21" Name="Custom 11" Display="'Custom 11'" Dmx="191~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Curve 1" Display="'Curve 1'" Dmx="50~99" />
      <Function ID="3" Name="Curve 2" Display="'Curve 2'" Dmx="100~149" />
      <Function ID="4" Name="Curve 3" Display="'Curve 3'" Dmx="150~199" />
      <Function ID="5" Name="Curve 4" Display="'Curve 4'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="ID" Name="ID" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" />
      <Function ID="2" Name="ID 1-20" Display="'ID 1-20 %.f',1~20" Dmx="10~209" />
      <Function ID="3" Name="ID 21-66" Display="'ID 21-66 %.f',21~66" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro1" 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="20~23" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="24~27" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="28~31" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="32~35" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="36~39" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="40~43" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="44~47" Colour="255,255,255" />
      <Function ID="9" Name="Orange" Display="'Orange'" Dmx="48~51" Colour="255,128,0" />
      <Function ID="10" Name="Pink" Display="'Pink'" Dmx="52~55" Colour="255,150,150" />
      <Function ID="11" Name="Violet" Display="'Violet'" Dmx="56~59" Colour="180,0,255" />
      <Function ID="12" Name="Aquamarine" Display="'Aquamarine'" Dmx="60~63" Colour="0,255,200" />
      <Function ID="13" Name="Sky Blue" Display="'Sky Blue'" Dmx="64~67" Colour="0,0,255" />
      <Function ID="14" Name="Full White" Display="'Full White'" Dmx="68~71" Colour="255,255,255" />
      <Function ID="15" Name="Cool White" Display="'Cool White'" Dmx="72~75" Colour="230,230,255" />
      <Function ID="16" Name="Warm White" Display="'Warm White'" Dmx="76~79" Colour="255,240,200" />
      <Function ID="17" Name="White 3200" Display="'White 3200'" Dmx="80~83" Colour="255,240,200" />
      <Function ID="18" Name="White 2500" Display="'White 2500'" Dmx="84~87" Colour="255,240,200" />
      <Function ID="19" Name="Yellow 2" Display="'Yellow 2'" Dmx="88~91" Colour="255,255,0" />
      <Function ID="20" Name="Straw" Display="'Straw'" Dmx="92~95" Colour="255,250,230" />
      <Function ID="21" Name="Orange 2" Display="'Orange 2'" Dmx="96~99" Colour="255,128,0" />
      <Function ID="22" Name="Light Rose" Display="'Light Rose'" Dmx="100~103" Colour="255,0,127" />
      <Function ID="23" Name="Dark Pink" Display="'Dark Pink'" Dmx="104~107" Colour="255,150,150" />
      <Function ID="24" Name="Magenta 2" Display="'Magenta 2'" Dmx="108~111" Colour="255,0,255" />
      <Function ID="25" Name="Blue 2" Display="'Blue 2'" Dmx="112~115" Colour="0,0,255" />
      <Function ID="26" Name="Med Blue Green" Display="'Med Blue Green'" Dmx="116~119" Colour="0,255,128" />
      <Function ID="27" Name="Dark Blue" Display="'Dark Blue'" Dmx="120~123" Colour="0,0,180" />
      <Function ID="28" Name="Bright Pink" Display="'Bright Pink'" Dmx="124~127" Colour="255,150,150" />
      <Function ID="29" Name="Medium Blue" Display="'Medium Blue'" Dmx="128~131" Colour="0,0,255" />
      <Function ID="30" Name="Golden Amber" Display="'Golden Amber'" Dmx="132~135" Colour="255,100,0" />
      <Function ID="31" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="136~139" Colour="255,100,0" />
      <Function ID="32" Name="Pale Lavender" Display="'Pale Lavender'" Dmx="140~143" Colour="255,128,255" />
      <Function ID="33" Name="Apricot" Display="'Apricot'" Dmx="144~147" Colour="255,128,0" />
      <Function ID="34" Name="Dark Lavender" Display="'Dark Lavender'" Dmx="148~151" Colour="255,128,255" />
      <Function ID="35" Name="Chocolate" Display="'Chocolate'" Dmx="152~155" Colour="255,240,200" />
      <Function ID="36" Name="Just Blue" Display="'Just Blue'" Dmx="156~159" Colour="0,0,255" />
      <Function ID="37" Name="Surprise Pink" Display="'Surprise Pink'" Dmx="160~163" Colour="255,150,150" />
      <Function ID="38" Name="Scarlet" Display="'Scarlet'" Dmx="164~167" Colour="255,0,0" />
      <Function ID="39" Name="Surprise Peach" Display="'Surprise Peach'" Dmx="168~171" Colour="255,128,0" />
      <Function ID="40" Name="Fire" Display="'Fire'" Dmx="172~175" Colour="255,0,0" />
      <Function ID="41" Name="English Rose" Display="'English Rose'" Dmx="176~179" Colour="255,0,127" />
      <Function ID="42" Name="Mauve" Display="'Mauve'" Dmx="180~183" Colour="255,0,255" />
      <Function ID="43" Name="Bright Blue" Display="'Bright Blue'" Dmx="184~187" Colour="0,0,255" />
      <Function ID="44" Name="Alice Blue" Display="'Alice Blue'" Dmx="188~191" Colour="0,0,255" />
      <Function ID="45" Name="Rose Indigo" Display="'Rose Indigo'" Dmx="192~195" Colour="255,0,127" />
      <Function ID="46" Name="Urban Blue" Display="'Urban Blue'" Dmx="196~199" Colour="0,0,255" />
      <Function ID="47" Name="Cool Blue" Display="'Cool Blue'" Dmx="200~203" Colour="0,0,255" />
      <Function ID="48" Name="Light Salmon" Display="'Light Salmon'" Dmx="204~207" Colour="255,150,150" />
      <Function ID="49" Name="Mayan Sun" Display="'Mayan Sun'" Dmx="208~211" Colour="255,0,0" />
      <Function ID="50" Name="Cherry Rose" Display="'Cherry Rose'" Dmx="212~215" Colour="255,0,127" />
      <Function ID="51" Name="Flesh Pink" Display="'Flesh Pink'" Dmx="216~219" Colour="255,150,150" />
      <Function ID="52" Name="Skeleton Exotic Sangria" Display="'Skeleton Exotic Sangria'" Dmx="220~223" Colour="255,255,255" />
      <Function ID="53" Name="Amber" Display="'Amber'" Dmx="224~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Auto1" Name="Auto" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="e5a7d45b-fd37-495a-81a1-fa49f4a08e2b" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="ff84e47f-18df-486c-87a3-c866047fbdad" />
    <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="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="dd381f2b-27cc-4d08-899f-4cec5438055a" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Dim_Curve" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="5e2a776b-ce48-4bb7-a899-4a676f76ad66" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Colour_Macro1" ChannelOffset="8" Wheel="37" />
      <Attribute ID="Auto1" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <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="e79ab7b5-54b1-4ebf-94e4-f6f75bd2c99f" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="12" Wheel="25" />
      <Attribute ID="ID" ChannelOffset="13" Wheel="28" />
    </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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>