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American DJ Element ST Hex (American DJ_Element ST Hex.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Element ST Hex" ShortName="ElmntSTHex" Company="American DJ" Version="7">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>02e92164-4298-4f7f-87bf-8b04d5d58e2e</Thumbnail>
  <History Date="04-07-14" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" />
  <History Date="02-03-17" Author="Nic Morris" Comment="Created from American DJ Ultra Hex Par3" Version="3" />
  <History Date="17-10-17" Author="Nic Morris" Comment="Created from American DJ Mega 64 Hex" Version="4" />
  <History Date="18-10-17" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="16-03-20" Author="Nic Morris" Comment="Created from American DJ Element Hex" Version="6" />
  <History Date="18-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d9d0176d-de02-467b-9e72-bccaee55a13d" />
  <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="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="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" 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="113:0" PowerOn="113:0" />
      <Condition Name="Macro" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64" If="'Colour1Func'==2" />
      <Condition Name="Change" ID="65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80" If="'Colour1Func'==3" />
      <Condition Name="Fade" ID="81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96" If="'Colour1Func'==4" />
      <Condition Name="Sound" ID="97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112" If="'Colour1Func'==5" />
      <Else ID="113" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="4~7" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="8~11" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="12~15" />
      <Function ID="5" Name="White" Display="'White'" Dmx="16~19" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="20~23" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="24~27" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="28~31" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="32~35" />
      <Function ID="10" Name="R+W" Display="'R+W'" Dmx="36~39" />
      <Function ID="11" Name="R+A" Display="'R+A'" Dmx="40~43" />
      <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="44~47" />
      <Function ID="13" Name="G+B" Display="'G+B'" Dmx="48~51" />
      <Function ID="14" Name="G+W" Display="'G+W'" Dmx="52~55" />
      <Function ID="15" Name="G+A" Display="'G+A'" Dmx="56~59" />
      <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="60~63" />
      <Function ID="17" Name="B+W" Display="'B+W'" Dmx="64~67" />
      <Function ID="18" Name="B+A" Display="'B+A'" Dmx="68~71" />
      <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="72~75" />
      <Function ID="20" Name="W+A" Display="'W+A'" Dmx="76~79" />
      <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="80~83" />
      <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="84~87" />
      <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="88~91" />
      <Function ID="24" Name="R+G+W" Display="'R+G+W'" Dmx="92~95" />
      <Function ID="25" Name="R+G+A" Display="'R+G+A'" Dmx="96~99" />
      <Function ID="26" Name="R+G+UV" Display="'R+G+UV'" Dmx="100~103" />
      <Function ID="27" Name="R+B+W" Display="'R+B+W'" Dmx="104~107" />
      <Function ID="28" Name="R+B+A" Display="'R+B+A'" Dmx="108~111" />
      <Function ID="29" Name="R+B+UV" Display="'R+B+UV'" Dmx="112~115" />
      <Function ID="30" Name="R+W+A" Display="'R+W+A'" Dmx="116~119" />
      <Function ID="31" Name="R+W+UV" Display="'R+W+UV'" Dmx="120~123" />
      <Function ID="32" Name="R+A+UV" Display="'R+A+UV'" Dmx="124~127" />
      <Function ID="33" Name="G+B+W" Display="'G+B+W'" Dmx="128~131" />
      <Function ID="34" Name="G+B+A" Display="'G+B+A'" Dmx="132~135" />
      <Function ID="35" Name="G+B+UV" Display="'G+B+UV'" Dmx="136~139" />
      <Function ID="36" Name="G+W+A" Display="'G+W+A'" Dmx="140~143" />
      <Function ID="37" Name="G+W+UV" Display="'G+W+UV'" Dmx="144~147" />
      <Function ID="38" Name="G+A+UV" Display="'G+A+UV'" Dmx="148~151" />
      <Function ID="39" Name="B+W+A" Display="'B+W+A'" Dmx="152~155" />
      <Function ID="40" Name="B+W+UV" Display="'B+W+UV'" Dmx="156~159" />
      <Function ID="41" Name="B+A+UV" Display="'B+A+UV'" Dmx="160~163" />
      <Function ID="42" Name="W+A+UV" Display="'W+A+UV'" Dmx="164~167" />
      <Function ID="43" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="168~171" />
      <Function ID="44" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="172~175" />
      <Function ID="45" Name="R+G+B+UV" Display="'R+G+B+UV'" Dmx="176~179" />
      <Function ID="46" Name="R+G+W+A" Display="'R+G+W+A'" Dmx="180~183" />
      <Function ID="47" Name="R+G+W+UV" Display="'R+G+W+UV'" Dmx="184~187" />
      <Function ID="48" Name="R+G+A+UV" Display="'R+G+A+UV'" Dmx="188~191" />
      <Function ID="49" Name="R+B+W+A" Display="'R+B+W+A'" Dmx="192~195" />
      <Function ID="50" Name="R+B+W+UV" Display="'R+B+W+UV'" Dmx="196~199" />
      <Function ID="51" Name="R+B+A+UV" Display="'R+B+A+UV'" Dmx="200~203" />
      <Function ID="52" Name="R+W+A+UV" Display="'R+W+A+UV'" Dmx="204~207" />
      <Function ID="53" Name="G+B+W+A" Display="'G+B+W+A'" Dmx="208~211" />
      <Function ID="54" Name="G+B+W+UV" Display="'G+B+W+UV'" Dmx="212~215" />
      <Function ID="55" Name="G+B+A+UV" Display="'G+B+A+UV'" Dmx="216~219" />
      <Function ID="56" Name="G+W+A+UV" Display="'G+W+A+UV'" Dmx="220~223" />
      <Function ID="57" Name="B+W+A+UV" Display="'B+W+A+UV'" Dmx="224~227" />
      <Function ID="58" Name="R+G+B+W+A" Display="'R+G+B+W+A'" Dmx="228~231" />
      <Function ID="59" Name="R+G+B+W+UV" Display="'R+G+B+W+UV'" Dmx="232~235" />
      <Function ID="60" Name="R+G+B+A+UV" Display="'R+G+B+A+UV'" Dmx="236~239" />
      <Function ID="61" Name="R+G+W+A+UV" Display="'R+G+W+A+UV'" Dmx="240~243" />
      <Function ID="62" Name="R+B+W+A+UV" Display="'R+B+W+A+UV'" Dmx="244~247" />
      <Function ID="63" Name="G+B+W+A+UV" Display="'G+B+W+A+UV'" Dmx="248~251" />
      <Function ID="64" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="252~255" />
      <Function ID="65" Name="Change 1" Display="'Change 1'" Dmx="0~0" />
      <Function ID="66" Name="Change 2" Display="'Change 2'" Dmx="16~31" />
      <Function ID="67" Name="Change 3" Display="'Change 3'" Dmx="32~47" />
      <Function ID="68" Name="Change 4" Display="'Change 4'" Dmx="48~63" />
      <Function ID="69" Name="Change 5" Display="'Change 5'" Dmx="64~79" />
      <Function ID="70" Name="Change 6" Display="'Change 6'" Dmx="80~95" />
      <Function ID="71" Name="Change 7" Display="'Change 7'" Dmx="96~111" />
      <Function ID="72" Name="Change 8" Display="'Change 8'" Dmx="112~127" />
      <Function ID="73" Name="Change 9" Display="'Change 9'" Dmx="128~143" />
      <Function ID="74" Name="Change 10" Display="'Change 10'" Dmx="144~159" />
      <Function ID="75" Name="Change 11" Display="'Change 11'" Dmx="160~175" />
      <Function ID="76" Name="Change 12" Display="'Change 12'" Dmx="176~191" />
      <Function ID="77" Name="Change 13" Display="'Change 13'" Dmx="192~207" />
      <Function ID="78" Name="Change 14" Display="'Change 14'" Dmx="208~223" />
      <Function ID="79" Name="Change 15" Display="'Change 15'" Dmx="224~239" />
      <Function ID="80" Name="Change 16" Display="'Change 16'" Dmx="240~255" />
      <Function ID="81" Name="Fade 1" Display="'Fade 1'" Dmx="0~0" />
      <Function ID="82" Name="Fade 2" Display="'Fade 2'" Dmx="16~31" />
      <Function ID="83" Name="Fade 3" Display="'Fade 3'" Dmx="32~47" />
      <Function ID="84" Name="Fade 4" Display="'Fade 4'" Dmx="48~63" />
      <Function ID="85" Name="Fade 5" Display="'Fade 5'" Dmx="64~79" />
      <Function ID="86" Name="Fade 6" Display="'Fade 6'" Dmx="80~95" />
      <Function ID="87" Name="Fade 7" Display="'Fade 7'" Dmx="96~111" />
      <Function ID="88" Name="Fade 8" Display="'Fade 8'" Dmx="112~127" />
      <Function ID="89" Name="Fade 9" Display="'Fade 9'" Dmx="128~143" />
      <Function ID="90" Name="Fade 10" Display="'Fade 10'" Dmx="144~159" />
      <Function ID="91" Name="Fade 11" Display="'Fade 11'" Dmx="160~175" />
      <Function ID="92" Name="Fade 12" Display="'Fade 12'" Dmx="176~191" />
      <Function ID="93" Name="Fade 13" Display="'Fade 13'" Dmx="192~207" />
      <Function ID="94" Name="Fade 14" Display="'Fade 14'" Dmx="208~223" />
      <Function ID="95" Name="Fade 15" Display="'Fade 15'" Dmx="224~239" />
      <Function ID="96" Name="Fade 16" Display="'Fade 16'" Dmx="240~255" />
      <Function ID="97" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="98" Name="Sound 2" Display="'Sound 2'" Dmx="16~31" />
      <Function ID="99" Name="Sound 3" Display="'Sound 3'" Dmx="32~47" />
      <Function ID="100" Name="Sound 4" Display="'Sound 4'" Dmx="48~63" />
      <Function ID="101" Name="Sound 5" Display="'Sound 5'" Dmx="64~79" />
      <Function ID="102" Name="Sound 6" Display="'Sound 6'" Dmx="80~95" />
      <Function ID="103" Name="Sound 7" Display="'Sound 7'" Dmx="96~111" />
      <Function ID="104" Name="Sound 8" Display="'Sound 8'" Dmx="112~127" />
      <Function ID="105" Name="Sound 9" Display="'Sound 9'" Dmx="128~143" />
      <Function ID="106" Name="Sound 10" Display="'Sound 10'" Dmx="144~159" />
      <Function ID="107" Name="Sound 11" Display="'Sound 11'" Dmx="160~175" />
      <Function ID="108" Name="Sound 12" Display="'Sound 12'" Dmx="176~191" />
      <Function ID="109" Name="Sound 13" Display="'Sound 13'" Dmx="192~207" />
      <Function ID="110" Name="Sound 14" Display="'Sound 14'" Dmx="208~223" />
      <Function ID="111" Name="Sound 15" Display="'Sound 15'" Dmx="224~239" />
      <Function ID="112" Name="Sound 16" Display="'Sound 16'" Dmx="240~255" />
      <Function ID="113" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="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="797da0c3-8ec8-424d-8542-8e517b466e8e" />
    <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" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="147e79d3-b811-4867-a0ed-77b56352962c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="7" 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="40" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" />
    </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="f0e0d8ff-a1e0-4f31-9461-516accb19f9b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" 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="40" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" />
    </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="fcc148f5-bd82-4907-95f5-f6296cc44e2e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" 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="40" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Colour1Func" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="11" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <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="08e8564a-b50b-476e-8bf2-92ccb6d19780" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" 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="40" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Colour1Func" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Dim_Curve" ChannelOffset="12" 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" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>