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American DJ MOD QW100 (American DJ_MOD QW100.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MOD QW100" ShortName="MOD QW100" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6c7c9ae8-4ad7-47ef-aacf-97ba82e94320</Thumbnail>
  <History Date="04-07-14" Author="Nic Morris" Comment="Created" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="02-03-17" Author="Nic Morris" Comment="Created from American DJ Ultra Hex Par3" />
  <History Date="17-10-17" Author="Nic Morris" Comment="Created from American DJ Mega 64 Hex" />
  <History Date="14-03-18" Author="Nic Morris" Comment="Created from American DJ Element Hex (identical except dimmer and shutter swapped)" />
  <History Date="20-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="19-04-19" Author="Nic Morris" Comment="Created from American DJ MOD HEX100" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9c60d163-3c8a-4a6f-b8b1-4e591833199c" />
  <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="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="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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Program Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Colour1, Speed" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro'" Dmx="52~102" Update="Colour1, Speed" />
      <Function ID="3" Name="Col Change" Display="'Col Change'" Dmx="103~153" Update="Colour1, Speed" />
      <Function ID="4" Name="Col Fade" Display="'Col Fade'" Dmx="154~204" Update="Colour1, Speed" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="205~255" Update="Colour1, Speed" />
    </Attribute>
    <Attribute ID="Colour1" 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="'Colour1Func'==2" />
      <Condition Name="Change" ID="67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82" If="'Colour1Func'==3" />
      <Condition Name="Fade" ID="83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98" If="'Colour1Func'==4" />
      <Condition Name="Sound" ID="99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114" If="'Colour1Func'==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" WheelPosition="0" />
      <Function ID="3" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" />
      <Function ID="4" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" />
      <Function ID="5" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" />
      <Function ID="6" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" />
      <Function ID="7" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" />
      <Function ID="8" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" />
      <Function ID="9" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" />
      <Function ID="10" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" />
      <Function ID="11" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" />
      <Function ID="12" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" />
      <Function ID="13" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" />
      <Function ID="14" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" />
      <Function ID="15" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" />
      <Function ID="16" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" />
      <Function ID="17" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" />
      <Function ID="18" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" />
      <Function ID="19" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" />
      <Function ID="20" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" />
      <Function ID="21" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" />
      <Function ID="22" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" />
      <Function ID="23" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" />
      <Function ID="24" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" />
      <Function ID="25" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" />
      <Function ID="26" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" />
      <Function ID="27" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" />
      <Function ID="28" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" />
      <Function ID="29" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" />
      <Function ID="30" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" />
      <Function ID="31" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" />
      <Function ID="32" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" />
      <Function ID="33" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" />
      <Function ID="34" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" />
      <Function ID="35" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" />
      <Function ID="36" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" />
      <Function ID="37" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" />
      <Function ID="38" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" />
      <Function ID="39" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" />
      <Function ID="40" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" />
      <Function ID="41" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" />
      <Function ID="42" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" />
      <Function ID="43" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" />
      <Function ID="44" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" />
      <Function ID="45" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" />
      <Function ID="46" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" />
      <Function ID="47" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" />
      <Function ID="48" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" />
      <Function ID="49" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" />
      <Function ID="50" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" />
      <Function ID="51" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" />
      <Function ID="52" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" />
      <Function ID="53" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" />
      <Function ID="54" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" />
      <Function ID="55" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" />
      <Function ID="56" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" />
      <Function ID="57" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" />
      <Function ID="58" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" />
      <Function ID="59" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" />
      <Function ID="60" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" />
      <Function ID="61" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" />
      <Function ID="62" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" />
      <Function ID="63" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" />
      <Function ID="64" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" />
      <Function ID="65" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" />
      <Function ID="66" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" />
      <Function ID="67" Name="Change 1" Display="'Change 1'" Dmx="0~0" />
      <Function ID="68" Name="Change 2" Display="'Change 2'" Dmx="16~31" />
      <Function ID="69" Name="Change 3" Display="'Change 3'" Dmx="32~47" />
      <Function ID="70" Name="Change 4" Display="'Change 4'" Dmx="48~63" />
      <Function ID="71" Name="Change 5" Display="'Change 5'" Dmx="64~79" />
      <Function ID="72" Name="Change 6" Display="'Change 6'" Dmx="80~95" />
      <Function ID="73" Name="Change 7" Display="'Change 7'" Dmx="96~111" />
      <Function ID="74" Name="Change 8" Display="'Change 8'" Dmx="112~127" />
      <Function ID="75" Name="Change 9" Display="'Change 9'" Dmx="128~143" />
      <Function ID="76" Name="Change 10" Display="'Change 10'" Dmx="144~159" />
      <Function ID="77" Name="Change 11" Display="'Change 11'" Dmx="160~175" />
      <Function ID="78" Name="Change 12" Display="'Change 12'" Dmx="176~191" />
      <Function ID="79" Name="Change 13" Display="'Change 13'" Dmx="192~207" />
      <Function ID="80" Name="Change 14" Display="'Change 14'" Dmx="208~223" />
      <Function ID="81" Name="Change 15" Display="'Change 15'" Dmx="224~239" />
      <Function ID="82" Name="Change 16" Display="'Change 16'" Dmx="240~255" />
      <Function ID="83" Name="Fade 1" Display="'Fade 1'" Dmx="0~0" />
      <Function ID="84" Name="Fade 2" Display="'Fade 2'" Dmx="16~31" />
      <Function ID="85" Name="Fade 3" Display="'Fade 3'" Dmx="32~47" />
      <Function ID="86" Name="Fade 4" Display="'Fade 4'" Dmx="48~63" />
      <Function ID="87" Name="Fade 5" Display="'Fade 5'" Dmx="64~79" />
      <Function ID="88" Name="Fade 6" Display="'Fade 6'" Dmx="80~95" />
      <Function ID="89" Name="Fade 7" Display="'Fade 7'" Dmx="96~111" />
      <Function ID="90" Name="Fade 8" Display="'Fade 8'" Dmx="112~127" />
      <Function ID="91" Name="Fade 9" Display="'Fade 9'" Dmx="128~143" />
      <Function ID="92" Name="Fade 10" Display="'Fade 10'" Dmx="144~159" />
      <Function ID="93" Name="Fade 11" Display="'Fade 11'" Dmx="160~175" />
      <Function ID="94" Name="Fade 12" Display="'Fade 12'" Dmx="176~191" />
      <Function ID="95" Name="Fade 13" Display="'Fade 13'" Dmx="192~207" />
      <Function ID="96" Name="Fade 14" Display="'Fade 14'" Dmx="208~223" />
      <Function ID="97" Name="Fade 15" Display="'Fade 15'" Dmx="224~239" />
      <Function ID="98" Name="Fade 16" Display="'Fade 16'" Dmx="240~255" />
      <Function ID="99" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="100" Name="Sound 2" Display="'Sound 2'" Dmx="16~31" />
      <Function ID="101" Name="Sound 3" Display="'Sound 3'" Dmx="32~47" />
      <Function ID="102" Name="Sound 4" Display="'Sound 4'" Dmx="48~63" />
      <Function ID="103" Name="Sound 5" Display="'Sound 5'" Dmx="64~79" />
      <Function ID="104" Name="Sound 6" Display="'Sound 6'" Dmx="80~95" />
      <Function ID="105" Name="Sound 7" Display="'Sound 7'" Dmx="96~111" />
      <Function ID="106" Name="Sound 8" Display="'Sound 8'" Dmx="112~127" />
      <Function ID="107" Name="Sound 9" Display="'Sound 9'" Dmx="128~143" />
      <Function ID="108" Name="Sound 10" Display="'Sound 10'" Dmx="144~159" />
      <Function ID="109" Name="Sound 11" Display="'Sound 11'" Dmx="160~175" />
      <Function ID="110" Name="Sound 12" Display="'Sound 12'" Dmx="176~191" />
      <Function ID="111" Name="Sound 13" Display="'Sound 13'" Dmx="192~207" />
      <Function ID="112" Name="Sound 14" Display="'Sound 14'" Dmx="208~223" />
      <Function ID="113" Name="Sound 15" Display="'Sound 15'" Dmx="224~239" />
      <Function ID="114" Name="Sound 16" Display="'Sound 16'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Program Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Colour1Func'==5" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Sensitivity" 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="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="ea0376c1-0ae4-41b3-8658-5636c016bdff" />
    <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="8" VirtualControl="Dimmer" />
    </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="ccc7df3f-9fff-4f04-86cc-530e04ce51d5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="8" />
    </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="4a5bb5dc-e0c9-4535-9b89-8d7f6087b57c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="3dd1f74c-e60c-4b0d-8a87-3f77a286bb62" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Colour1Func" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="9" Wheel="24" />
    </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="ab3f4ced-67ea-466b-9aa9-536fceb8c2b2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Colour1Func" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="9" Wheel="24" />
      <Attribute ID="Dim_Curve" ChannelOffset="10" 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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
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</Swatch>
  </swatchLibrary>
</Fixture>