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SSP Flood 40Q (SSP_Flood 40Q.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Flood 40Q" ShortName="Flood 40Q" Company="SSP" Version="6">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>c654cd7c-7819-443a-a82e-f65dd916504a</Thumbnail>
  <History Date="23-01-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" />
  <History Date="29-10-17" Author="Nic Morris" Comment="Changed dimmer to intensity in HSI modes and linked to vdim for compatibility" Version="3" />
  <History Date="02-10-18" Author="Nic Morris" Comment="Created from Cyclops CPX 418-OP" Version="4" />
  <History Date="10-12-25" Author="Nic Morris" Comment="Created from Cyclops CPX 407-OP (effectively identical)" Version="5" />
  <History Date="12-12-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ef6c7100-af58-4d28-bc38-8543e68e9e7d" />
  <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" Intensity="0~0" />
    </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="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="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~190" Colour="0,0,0" />
      <Function ID="3" Name="RGBW" Display="'RGBW'" Dmx="191~200" Colour="0,0,0" />
      <Function ID="4" Name="White 1" Display="'White 1'" Dmx="201~205" Colour="0,0,0" />
      <Function ID="5" Name="White 2" Display="'White 2'" Dmx="206~210" Colour="0,0,0" />
      <Function ID="6" Name="White 3" Display="'White 3'" Dmx="211~215" Colour="0,0,0" />
      <Function ID="7" Name="White 4" Display="'White 4'" Dmx="216~220" Colour="0,0,0" />
      <Function ID="8" Name="White 5" Display="'White 5'" Dmx="221~225" Colour="0,0,0" />
      <Function ID="9" Name="White 6" Display="'White 6'" Dmx="226~230" Colour="0,0,0" />
      <Function ID="10" Name="White 7" Display="'White 7'" Dmx="231~235" Colour="0,0,0" />
      <Function ID="11" Name="White 8" Display="'White 8'" Dmx="236~240" Colour="0,0,0" />
      <Function ID="12" Name="White 9" Display="'White 9'" Dmx="241~245" Colour="0,0,0" />
      <Function ID="13" Name="White 10" Display="'White 10'" Dmx="246~250" Colour="0,0,0" />
      <Function ID="14" Name="White 11" Display="'White 11'" Dmx="251~255" Colour="0,0,0" />
    </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="200~255" />
    </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_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Dim Mode 1" Display="'Dim Mode 1'" Dmx="50~99" />
      <Function ID="3" Name="Dim Mode 2" Display="'Dim Mode 2'" Dmx="100~149" />
      <Function ID="4" Name="Dim Mode 3" Display="'Dim Mode 3'" Dmx="150~199" />
      <Function ID="5" Name="Dim Mode 4" Display="'Dim Mode 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="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="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="0,255,128" />
      <Function ID="13" Name="Sky Blue" Display="'Sky Blue'" Dmx="64~67" Colour="0,128,255" />
      <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 3200K" Display="'White 3200K'" Dmx="80~83" Colour="255,240,200" />
      <Function ID="18" Name="White 2500K" Display="'White 2500K'" 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="'Deep 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="0,128,255" />
      <Function ID="30" Name="Golden Amber" Display="'Golden Amber'" Dmx="132~135" Colour="255,128,0" />
      <Function ID="31" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="136~139" Colour="255,128,0" />
      <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="180,0,180" />
      <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="255,200,200" />
      <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="0,128,255" />
      <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="180,0,180" />
      <Function ID="46" Name="Urban Blue" Display="'Urban Blue'" Dmx="196~199" Colour="0,0,180" />
      <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="255,100,0" />
      <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="Skelton Exotic Sangria" Display="'Skelton Exotic Sangria'" Dmx="220~223" Colour="255,100,0" />
      <Function ID="53" Name="Amber" Display="'Amber'" Dmx="224~255" Colour="255,100,0" />
    </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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="7~255" 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="9~255" Intensity="0~0" />
    </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>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="4cc09270-ca34-47be-9c59-04310476aaa2">
    <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="db38d22d-cbef-48ef-8a84-453414c1f960" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="f2000668-bc54-44fe-a77b-8990f5a478af">
    <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="bc00c3de-416f-49c3-a345-00041c7c2ca4" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="73ecb911-eb5d-4984-8640-74e2892de4f5">
    <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="e4bb6bc6-d502-4a59-b37d-077d5d7b7db9" />
    <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="Dim_Spd" ChannelOffset="6" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="01da706b-a4d9-47a5-b3bb-feaea08a1696">
    <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="2f8c6e13-05e4-4a26-ad77-8efdf1be9ad8" />
    <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="Colour1" ChannelOffset="6" Wheel="38" />
      <Attribute ID="Colour_Macro1" ChannelOffset="7" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11" Id="48844e0e-3a14-4527-9b34-c39b516bc38a">
    <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="767c9c44-86b8-4767-a7e4-23b8c632b68d" />
    <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="Colour_Macro" ChannelOffset="6" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
      <Attribute ID="ID" ChannelOffset="11" 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>