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Blizzard Lighting InfiniPix Cyclone (Blizzard Lighting_InfiniPix Cyclone.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="InfiniPix Cyclone" ShortName="InfCyclone" Company="Blizzard Lighting" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>cb274379-8f27-4997-a294-f80f750aafda</Thumbnail>
  <History Date="21-10-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c86732e6-7f91-4ec9-a359-79a2f45f234f" />
  <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="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="31~90" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="181~240" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="106~165" />
    </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="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No function" Display="'No function'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1 - Color jump" Display="'Effect 1 - Color jump'" Dmx="3~5" />
      <Function ID="3" Name="Effect 2 - Color fade" Display="'Effect 2 - Color fade'" Dmx="6~8" />
      <Function ID="4" Name="Effect 3 - Color fade up" Display="'Effect 3 - Color fade up'" Dmx="9~11" />
      <Function ID="5" Name="Effect 4 - Color fade down" Display="'Effect 4 - Color fade down'" Dmx="12~14" />
      <Function ID="6" Name="Effect 5 - Color fade up/down" Display="'Effect 5 - Color fade up/down'" Dmx="15~17" />
      <Function ID="7" Name="Effect 6 - Spiral (half) CW" Display="'Effect 6 - Spiral (half) CW'" Dmx="18~20" />
      <Function ID="8" Name="Effect 7 - Spiral (half) CCW" Display="'Effect 7 - Spiral (half) CCW'" Dmx="21~23" />
      <Function ID="9" Name="Effect 8 - Spiral (thirds) spin CW" Display="'Effect 8 - Spiral (thirds) spin CW'" Dmx="24~26" />
      <Function ID="10" Name="Effect 9 - Spiral (thirds) spin CCW" Display="'Effect 9 - Spiral (thirds) spin CCW'" Dmx="27~29" />
      <Function ID="11" Name="Effect 10 - Spiral 2 segment spin CW" Display="'Effect 10 - Spiral 2 segment spin CW'" Dmx="30~32" />
      <Function ID="12" Name="Effect 11 - Spiral 2 segment spin CCW" Display="'Effect 11 - Spiral 2 segment spin CCW'" Dmx="33~35" />
      <Function ID="13" Name="Effect 12 - Spiral 3 segment spin CW" Display="'Effect 12 - Spiral 3 segment spin CW'" Dmx="36~38" />
      <Function ID="14" Name="Effect 13 - Spiral 3 segment spin CCW" Display="'Effect 13 - Spiral 3 segment spin CCW'" Dmx="39~41" />
      <Function ID="15" Name="Effect 14 - Spiral 4 segment spin CW" Display="'Effect 14 - Spiral 4 segment spin CW'" Dmx="42~44" />
      <Function ID="16" Name="Effect 15 - Spiral 4 segment spin CCW" Display="'Effect 15 - Spiral 4 segment spin CCW'" Dmx="45~47" />
      <Function ID="17" Name="Effect 16 - Spiral 6 segment spin CW" Display="'Effect 16 - Spiral 6 segment spin CW'" Dmx="48~50" />
      <Function ID="18" Name="Effect 17 - Spiral 6 segment spin CCW" Display="'Effect 17 - Spiral 6 segment spin CCW'" Dmx="51~53" />
      <Function ID="19" Name="Effect 18 - Spiral 2 segment overlap CW" Display="'Effect 18 - Spiral 2 segment overlap CW'" Dmx="54~56" />
      <Function ID="20" Name="Effect 19 - Spiral 2 segment overlap CCW" Display="'Effect 19 - Spiral 2 segment overlap CCW'" Dmx="57~59" />
      <Function ID="21" Name="Effect 20 - Spiral 3 segment overlap CW" Display="'Effect 20 - Spiral 3 segment overlap CW'" Dmx="60~62" />
      <Function ID="22" Name="Effect 21 - Spiral 3 segment overlap CCW" Display="'Effect 21 - Spiral 3 segment overlap CCW'" Dmx="63~65" />
      <Function ID="23" Name="Effect 22 - Spiral 4 segment overlap CW" Display="'Effect 22 - Spiral 4 segment overlap CW'" Dmx="66~68" />
      <Function ID="24" Name="Effect 23 - Spiral 4 segment overlap CCW" Display="'Effect 23 - Spiral 4 segment overlap CCW'" Dmx="69~71" />
      <Function ID="25" Name="Effect 24 - Spiral 6 segment overlap CW" Display="'Effect 24 - Spiral 6 segment overlap CW'" Dmx="72~74" />
      <Function ID="26" Name="Effect 25 - Spiral 6 segment overlap CCW" Display="'Effect 25 - Spiral 6 segment overlap CCW'" Dmx="75~77" />
      <Function ID="27" Name="Effect 26 - Spiral 2 segment overlap CW" Display="'Effect 26 - Spiral 2 segment overlap CW'" Dmx="78~80" />
      <Function ID="28" Name="Effect 27 - Spiral 2 segment overlap CCW" Display="'Effect 27 - Spiral 2 segment overlap CCW'" Dmx="81~83" />
      <Function ID="29" Name="Effect 28 - Spiral 3 segment overlap CW" Display="'Effect 28 - Spiral 3 segment overlap CW'" Dmx="84~86" />
      <Function ID="30" Name="Effect 29 - Spiral 3 segment overlap CCW" Display="'Effect 29 - Spiral 3 segment overlap CCW'" Dmx="87~89" />
      <Function ID="31" Name="Effect 30 - Spiral 4 segment overlap CW" Display="'Effect 30 - Spiral 4 segment overlap CW'" Dmx="90~92" />
      <Function ID="32" Name="Effect 31 - Spiral 4 segment overlap CCW" Display="'Effect 31 - Spiral 4 segment overlap CCW'" Dmx="93~95" />
      <Function ID="33" Name="Effect 32 - Spiral 6 segment overlap CW" Display="'Effect 32 - Spiral 6 segment overlap CW'" Dmx="96~98" />
      <Function ID="34" Name="Effect 33 - Spiral 6 segment overlap CCW" Display="'Effect 33 - Spiral 6 segment overlap CCW'" Dmx="99~101" />
      <Function ID="35" Name="Effect 34 - Spiral gradient spin CW" Display="'Effect 34 - Spiral gradient spin CW'" Dmx="102~104" />
      <Function ID="36" Name="Effect 35 - Spiral gradient spin CCW" Display="'Effect 35 - Spiral gradient spin CCW'" Dmx="105~107" />
      <Function ID="37" Name="Effect 36 - Spiral 3 segment CW" Display="'Effect 36 - Spiral 3 segment CW'" Dmx="108~110" />
      <Function ID="38" Name="Effect 37 - Spiral 3 segment CCW" Display="'Effect 37 - Spiral 3 segment CCW'" Dmx="111~113" />
      <Function ID="39" Name="Effect 38 - Swipe on CW, off CW" Display="'Effect 38 - Swipe on CW, off CW'" Dmx="114~116" />
      <Function ID="40" Name="Effect 39 - Swipe on CCW, off CCW" Display="'Effect 39 - Swipe on CCW, off CCW'" Dmx="117~119" />
      <Function ID="41" Name="Effect 40 - Swipe 2 segment on CW, off CW" Display="'Effect 40 - Swipe 2 segment on CW, off CW'" Dmx="120~122" />
      <Function ID="42" Name="Effect 41 - Swipe 2 segment on CCW, off CCW" Display="'Effect 41 - Swipe 2 segment on CCW, off CCW'" Dmx="123~125" />
      <Function ID="43" Name="Effect 42 - Swipe 4 segment on CW, off CW" Display="'Effect 42 - Swipe 4 segment on CW, off CW'" Dmx="126~128" />
      <Function ID="44" Name="Effect 43 - Swipe 4 segment on CCW, off CCW" Display="'Effect 43 - Swipe 4 segment on CCW, off CCW'" Dmx="129~131" />
      <Function ID="45" Name="Effect 44 - Swipe 6 segment on CW, off CW" Display="'Effect 44 - Swipe 6 segment on CW, off CW'" Dmx="132~134" />
      <Function ID="46" Name="Effect 45 - Swipe 6 segment on CCW, off CCW" Display="'Effect 45 - Swipe 6 segment on CCW, off CCW'" Dmx="135~137" />
      <Function ID="47" Name="Effect 46 - Swipe 2 segment overlap CW" Display="'Effect 46 - Swipe 2 segment overlap CW'" Dmx="138~140" />
      <Function ID="48" Name="Effect 47 - Swipe 2 segment overlap CCW" Display="'Effect 47 - Swipe 2 segment overlap CCW'" Dmx="141~143" />
      <Function ID="49" Name="Effect 48 - Swipe 3 segment overlap CW" Display="'Effect 48 - Swipe 3 segment overlap CW'" Dmx="144~146" />
      <Function ID="50" Name="Effect 49 - Swipe 3 segment overlap CCW" Display="'Effect 49 - Swipe 3 segment overlap CCW'" Dmx="147~149" />
      <Function ID="51" Name="Effect 50 - Swipe 4 segment overlap CW" Display="'Effect 50 - Swipe 4 segment overlap CW'" Dmx="150~152" />
      <Function ID="52" Name="Effect 51 - Swipe 4 segment overlap CCW" Display="'Effect 51 - Swipe 4 segment overlap CCW'" Dmx="153~155" />
      <Function ID="53" Name="Effect 52 - Swipe 6 segment overlap CW" Display="'Effect 52 - Swipe 6 segment overlap CW'" Dmx="156~158" />
      <Function ID="54" Name="Effect 53 - Swipe 6 segment overlap CCW" Display="'Effect 53 - Swipe 6 segment overlap CCW'" Dmx="159~161" />
      <Function ID="55" Name="Effect 54 - Swipe on CW, off CCW" Display="'Effect 54 - Swipe on CW, off CCW'" Dmx="162~164" />
      <Function ID="56" Name="Effect 55 - Swipe on CCW, off CW" Display="'Effect 55 - Swipe on CCW, off CW'" Dmx="165~167" />
      <Function ID="57" Name="Effect 56 - Swipe 2 segment on/off CW" Display="'Effect 56 - Swipe 2 segment on/off CW'" Dmx="168~170" />
      <Function ID="58" Name="Effect 57 - Swipe 2 segment on/off CCW" Display="'Effect 57 - Swipe 2 segment on/off CCW'" Dmx="171~173" />
      <Function ID="59" Name="Effect 58 - Swipe 3 segment on/off CW" Display="'Effect 58 - Swipe 3 segment on/off CW'" Dmx="174~176" />
      <Function ID="60" Name="Effect 59 - Swipe 3 segment on/off CCW" Display="'Effect 59 - Swipe 3 segment on/off CCW'" Dmx="177~179" />
      <Function ID="61" Name="Effect 60 - Swipe 4 segment on/off CW" Display="'Effect 60 - Swipe 4 segment on/off CW'" Dmx="180~182" />
      <Function ID="62" Name="Effect 61 - Swipe 4 segment on/off CCW" Display="'Effect 61 - Swipe 4 segment on/off CCW'" Dmx="183~185" />
      <Function ID="63" Name="Effect 62 - Swipe 6 segment on/off CW" Display="'Effect 62 - Swipe 6 segment on/off CW'" Dmx="186~188" />
      <Function ID="64" Name="Effect 63 - Swipe 6 segment on/off CCW" Display="'Effect 63 - Swipe 6 segment on/off CCW'" Dmx="189~191" />
      <Function ID="65" Name="Effect 64 - 2 segment spin CW" Display="'Effect 64 - 2 segment spin CW'" Dmx="192~194" />
      <Function ID="66" Name="Effect 65 - 2 segment spin CCW" Display="'Effect 65 - 2 segment spin CCW'" Dmx="195~197" />
      <Function ID="67" Name="Effect 66 - 3 segment spin CW" Display="'Effect 66 - 3 segment spin CW'" Dmx="198~200" />
      <Function ID="68" Name="Effect 67 - 3 segment spin CCW" Display="'Effect 67 - 3 segment spin CCW'" Dmx="201~203" />
      <Function ID="69" Name="Effect 68 - 4 segment spin CW" Display="'Effect 68 - 4 segment spin CW'" Dmx="204~206" />
      <Function ID="70" Name="Effect 69 - 4 segment spin CCW" Display="'Effect 69 - 4 segment spin CCW'" Dmx="207~209" />
      <Function ID="71" Name="Effect 70 - 6 segment spin CW" Display="'Effect 70 - 6 segment spin CW'" Dmx="210~212" />
      <Function ID="72" Name="Effect 71 - 6 segment spin CCW" Display="'Effect 71 - 6 segment spin CCW'" Dmx="213~215" />
      <Function ID="73" Name="Effect 72 - 3 segment spin CW" Display="'Effect 72 - 3 segment spin CW'" Dmx="216~218" />
      <Function ID="74" Name="Effect 73 - 3 segment spin CCW" Display="'Effect 73 - 3 segment spin CCW'" Dmx="219~221" />
      <Function ID="75" Name="Effect 74 - Tunnel effect 1, center to perimeter" Display="'Effect 74 - Tunnel effect 1, center to perimeter'" Dmx="222~224" />
      <Function ID="76" Name="Effect 75 - Tunnel effect 1, perimeter to center" Display="'Effect 75 - Tunnel effect 1, perimeter to center'" Dmx="225~227" />
      <Function ID="77" Name="Effect 76 - Tunnel effect 2, center to perimeter" Display="'Effect 76 - Tunnel effect 2, center to perimeter'" Dmx="228~230" />
      <Function ID="78" Name="Effect 77 - Tunnel effect 2, perimeter to center" Display="'Effect 77 - Tunnel effect 2, perimeter to center'" Dmx="231~233" />
      <Function ID="79" Name="Effect 78 - Tunnel effect 3, center to perimeter" Display="'Effect 78 - Tunnel effect 3, center to perimeter'" Dmx="234~236" />
      <Function ID="80" Name="Effect 79 - Tunnel effect 3, perimeter to center" Display="'Effect 79 - Tunnel effect 3, perimeter to center'" Dmx="237~239" />
      <Function ID="81" Name="Effect 80 - Narrow spiral CW" Display="'Effect 80 - Narrow spiral CW'" Dmx="240~242" />
      <Function ID="82" Name="Effect 81 - Narrow spiral CCW" Display="'Effect 81 - Narrow spiral CCW'" Dmx="243~245" />
      <Function ID="83" Name="Effect 82 - Narrow burst, center to perimeter" Display="'Effect 82 - Narrow burst, center to perimeter'" Dmx="246~248" />
      <Function ID="84" Name="Effect 83 - Narrow burst, perimeter to center" Display="'Effect 83 - Narrow burst, perimeter to center'" Dmx="249~251" />
      <Function ID="85" Name="Effect 84 - Fireworks full, center to perimeter" Display="'Effect 84 - Fireworks full, center to perimeter'" Dmx="252~254" />
      <Function ID="86" Name="Effect 85 - Fireworks narrow, center to perimeter" Display="'Effect 85 - Fireworks narrow, center to perimeter'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Effect_Colour" Name="Effect Colour" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" />
      <Function ID="2" Name="Candy Apple Red" Display="'Candy Apple Red'" Dmx="16~27" />
      <Function ID="3" Name="Scarlet" Display="'Scarlet'" Dmx="28~39" />
      <Function ID="4" Name="Orange Red" Display="'Orange Red'" Dmx="40~51" />
      <Function ID="5" Name="International Orange" Display="'International Orange'" Dmx="52~63" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="64~75" />
      <Function ID="7" Name="Green" Display="'Green'" Dmx="76~87" />
      <Function ID="8" Name="Lucent Lime" Display="'Lucent Lime'" Dmx="88~99" />
      <Function ID="9" Name="Spring Green" Display="'Spring Green'" Dmx="100~111" />
      <Function ID="10" Name="Bright Turquoise" Display="'Bright Turquoise'" Dmx="112~123" />
      <Function ID="11" Name="Aqua" Display="'Aqua'" Dmx="124~135" />
      <Function ID="12" Name="Blue" Display="'Blue'" Dmx="136~147" />
      <Function ID="13" Name="Lavender" Display="'Lavender'" Dmx="148~159" />
      <Function ID="14" Name="Electric Purple" Display="'Electric Purple'" Dmx="160~171" />
      <Function ID="15" Name="Magenta" Display="'Magenta'" Dmx="172~183" />
      <Function ID="16" Name="Rose" Display="'Rose'" Dmx="184~195" />
      <Function ID="17" Name="Hot Pink" Display="'Hot Pink'" Dmx="196~207" />
      <Function ID="18" Name="Fuchsia" Display="'Fuchsia'" Dmx="208~219" />
      <Function ID="19" Name="Pink" Display="'Pink'" Dmx="220~231" />
      <Function ID="20" Name="White" Display="'White'" Dmx="232~243" />
      <Function ID="21" Name="Colour Mix (Auto)" Display="'Colour Mix (Auto)'" Dmx="244~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="4 DMX" Channels="4" Id="b25c92a6-2a85-450d-b0f1-bf0caacfd858">
    <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="322d7a0a-4b74-4955-b532-f5c2942ed37a" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="0ae68189-e5a4-427f-803d-1823f48a24bb">
    <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="eda50cfb-c9ba-48ff-83e2-a9dc50c99f5e" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="de58f250-1984-4c60-895b-4bda1121c730">
    <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="74b777d5-a59e-4468-a4e9-a9dfc25f040a" />
    <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="Effect" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Effect_Colour" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Effect_Spd" ChannelOffset="8" Wheel="24" />
    </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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>