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American DJ WiFLY QA5 IP (American DJ_WiFLY QA5 IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="WiFLY QA5 IP" ShortName="QA5 IP" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>313656da-2a57-474f-bd6a-10897c7fcaba</Thumbnail>
  <History Date="11-07-18" Author="Nic Morris" Comment="Created" />
  <History Date="16-07-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="09-05-19" Author="Nic Morris" Comment="Created from American DJ WiFLY EXR QA5 IP" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8fb13187-9885-420b-84e3-82e285fa1e4c" />
  <Control>
    <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="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="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 %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Program_Mode" Name="Program Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" Update="Program" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro'" Dmx="52~102" Update="Program" />
      <Function ID="3" Name="Col Change" Display="'Col Change'" Dmx="103~153" Update="Program" />
      <Function ID="4" Name="Col Fade" Display="'Col Fade'" Dmx="154~204" Update="Program" />
      <Function ID="5" Name="Auto" Display="'Auto'" Dmx="205~255" Update="Program" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Macro" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66" If="'Program_Mode'==2" />
      <Condition Name="Change" ID="67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82" If="'Program_Mode'==3" />
      <Condition Name="Fade" ID="83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98" If="'Program_Mode'==4" />
      <Condition Name="Auto" ID="99" If="'Program_Mode'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="3" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" />
      <Function ID="4" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" />
      <Function ID="5" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" />
      <Function ID="6" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" />
      <Function ID="7" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" />
      <Function ID="8" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" />
      <Function ID="9" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" />
      <Function ID="10" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" />
      <Function ID="11" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" />
      <Function ID="12" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" />
      <Function ID="13" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" />
      <Function ID="14" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" />
      <Function ID="15" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" />
      <Function ID="16" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" />
      <Function ID="17" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" />
      <Function ID="18" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" />
      <Function ID="19" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" />
      <Function ID="20" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" />
      <Function ID="21" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" />
      <Function ID="22" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" />
      <Function ID="23" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" />
      <Function ID="24" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" />
      <Function ID="25" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" />
      <Function ID="26" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" />
      <Function ID="27" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" />
      <Function ID="28" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" />
      <Function ID="29" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" />
      <Function ID="30" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" />
      <Function ID="31" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" />
      <Function ID="32" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" />
      <Function ID="33" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" />
      <Function ID="34" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" />
      <Function ID="35" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" />
      <Function ID="36" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" />
      <Function ID="37" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" />
      <Function ID="38" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" />
      <Function ID="39" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" />
      <Function ID="40" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" />
      <Function ID="41" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" />
      <Function ID="42" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" />
      <Function ID="43" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" />
      <Function ID="44" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" />
      <Function ID="45" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" />
      <Function ID="46" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" />
      <Function ID="47" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" />
      <Function ID="48" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" />
      <Function ID="49" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" />
      <Function ID="50" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" />
      <Function ID="51" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" />
      <Function ID="52" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" />
      <Function ID="53" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" />
      <Function ID="54" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" />
      <Function ID="55" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" />
      <Function ID="56" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" />
      <Function ID="57" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" />
      <Function ID="58" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" />
      <Function ID="59" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" />
      <Function ID="60" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" />
      <Function ID="61" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" />
      <Function ID="62" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" />
      <Function ID="63" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" />
      <Function ID="64" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" />
      <Function ID="65" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" />
      <Function ID="66" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" />
      <Function ID="67" Name="Change 1" Display="'Change 1'" Dmx="0~0" WheelPosition="0" />
      <Function ID="68" Name="Change 2" Display="'Change 2'" Dmx="16~31" WheelPosition="1" />
      <Function ID="69" Name="Change 3" Display="'Change 3'" Dmx="32~47" WheelPosition="2" />
      <Function ID="70" Name="Change 4" Display="'Change 4'" Dmx="48~63" WheelPosition="3" />
      <Function ID="71" Name="Change 5" Display="'Change 5'" Dmx="64~79" WheelPosition="4" />
      <Function ID="72" Name="Change 6" Display="'Change 6'" Dmx="80~95" WheelPosition="5" />
      <Function ID="73" Name="Change 7" Display="'Change 7'" Dmx="96~111" WheelPosition="6" />
      <Function ID="74" Name="Change 8" Display="'Change 8'" Dmx="112~127" WheelPosition="7" />
      <Function ID="75" Name="Change 9" Display="'Change 9'" Dmx="128~143" WheelPosition="8" />
      <Function ID="76" Name="Change 10" Display="'Change 10'" Dmx="144~159" WheelPosition="9" />
      <Function ID="77" Name="Change 11" Display="'Change 11'" Dmx="160~175" WheelPosition="10" />
      <Function ID="78" Name="Change 12" Display="'Change 12'" Dmx="176~191" WheelPosition="11" />
      <Function ID="79" Name="Change 13" Display="'Change 13'" Dmx="192~207" WheelPosition="12" />
      <Function ID="80" Name="Change 14" Display="'Change 14'" Dmx="208~223" WheelPosition="13" />
      <Function ID="81" Name="Change 15" Display="'Change 15'" Dmx="224~239" WheelPosition="14" />
      <Function ID="82" Name="Change 16" Display="'Change 16'" Dmx="240~255" WheelPosition="15" />
      <Function ID="83" Name="Fade 1" Display="'Fade 1'" Dmx="0~0" WheelPosition="0" />
      <Function ID="84" Name="Fade 2" Display="'Fade 2'" Dmx="16~31" WheelPosition="1" />
      <Function ID="85" Name="Fade 3" Display="'Fade 3'" Dmx="32~47" WheelPosition="2" />
      <Function ID="86" Name="Fade 4" Display="'Fade 4'" Dmx="48~63" WheelPosition="3" />
      <Function ID="87" Name="Fade 5" Display="'Fade 5'" Dmx="64~79" WheelPosition="4" />
      <Function ID="88" Name="Fade 6" Display="'Fade 6'" Dmx="80~95" WheelPosition="5" />
      <Function ID="89" Name="Fade 7" Display="'Fade 7'" Dmx="96~111" WheelPosition="6" />
      <Function ID="90" Name="Fade 8" Display="'Fade 8'" Dmx="112~127" WheelPosition="7" />
      <Function ID="91" Name="Fade 9" Display="'Fade 9'" Dmx="128~143" WheelPosition="8" />
      <Function ID="92" Name="Fade 10" Display="'Fade 10'" Dmx="144~159" WheelPosition="9" />
      <Function ID="93" Name="Fade 11" Display="'Fade 11'" Dmx="160~175" WheelPosition="10" />
      <Function ID="94" Name="Fade 12" Display="'Fade 12'" Dmx="176~191" WheelPosition="11" />
      <Function ID="95" Name="Fade 13" Display="'Fade 13'" Dmx="192~207" WheelPosition="12" />
      <Function ID="96" Name="Fade 14" Display="'Fade 14'" Dmx="208~223" WheelPosition="13" />
      <Function ID="97" Name="Fade 15" Display="'Fade 15'" Dmx="224~239" WheelPosition="14" />
      <Function ID="98" Name="Fade 16" Display="'Fade 16'" Dmx="240~255" WheelPosition="15" />
      <Function ID="99" Name="Auto" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="3200K" Display="'3200K'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="3700K" Display="'3700K'" Dmx="29~57" Colour="255,255,255" />
      <Function ID="3" Name="4200K" Display="'4200K'" Dmx="58~86" Colour="255,255,255" />
      <Function ID="4" Name="4700K" Display="'4700K'" Dmx="87~114" Colour="255,255,255" />
      <Function ID="5" Name="5200K" Display="'5200K'" Dmx="115~142" Colour="255,255,255" />
      <Function ID="6" Name="5700K" Display="'5700K'" Dmx="143~170" Colour="255,255,255" />
      <Function ID="7" Name="6200K" Display="'6200K'" Dmx="171~198" Colour="255,255,255" />
      <Function ID="8" Name="6700K" Display="'6700K'" Dmx="199~226" Colour="255,255,255" />
      <Function ID="9" Name="7200K" Display="'7200K'" Dmx="227~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="3056a1f9-a6aa-4cc8-8ece-858ed77d8052" />
    <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="Amber" ChannelOffset="4" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="47ef97ef-19a2-4020-98b0-6c6ba29ca165" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" 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="dd5f4c41-7c0e-46d4-a3c5-a59953854152" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
    </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="35bd9428-42fc-483a-a806-c8e8ebd056e0" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Program_Mode" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Program" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Program_Spd" ChannelOffset="9" Wheel="24" />
      <Attribute ID="Dim_Curve" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <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="52f7a86c-88d7-4f7e-8557-0b944bd484c0" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Program_Mode" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Program" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Program_Spd" ChannelOffset="9" Wheel="24" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Dim_Curve" ChannelOffset="11" Wheel="25" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>