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Casa CTL-RGY (Casa_CTL-RGY.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CTL-RGY" ShortName="CTL-RGY" Company="Casa" Version="6">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>4e7b3de4-7868-4185-b0e6-37a4b00a6098</Thumbnail>
  <History Date="12-02-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="24-03-16" Author="Nic Morris" Comment="Merged revised colour functions in response to customer information." Version="2" />
  <History Date="02-07-16" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="05-07-16" Author="Nic Morris" Comment="Changed mode power on to laser off in response to customer request.  Fixed missing conditional statement." Version="4" />
  <History Date="20-05-25" Author="Nic Morris" Comment="Created from Casa CTL-HM" Version="5" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="I">
      <Locate Locate="4" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Update="Pattern" Intensity="0~0" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="50~99" Update="Pattern" Intensity="0~0" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="100~149" Update="Pattern" Intensity="0~0" />
      <Function ID="4" Name="Static Pattern" Display="'Static Pattern'" Dmx="150~199" Update="Pattern" Intensity="0~0" />
      <Function ID="5" Name="Dynamic Pattern" Display="'Dynamic Pattern'" Dmx="200~255" Update="Pattern" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Else 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" />
      <Condition Name="Dynamic" ID="53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104" If="'Mode'==5" />
      <Function ID="1" Name="One Circle" Display="'One Circle'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Empty Circle" Display="'Empty Circle'" Dmx="5~9" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Dot Circle" Display="'Dot Circle'" Dmx="10~14" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Scan Circle" Display="'Scan Circle'" Dmx="15~19" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Two Circle" Display="'Two Circle'" Dmx="20~24" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Three Circle" Display="'Three Circle'" Dmx="25~29" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Four Circle" Display="'Four Circle'" Dmx="30~34" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="2 EMP-Circle" Display="'2 EMP-Circle'" Dmx="35~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="2 Dot Circle" Display="'2 Dot Circle'" Dmx="40~44" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="10" Name="Hor-extend Line" Display="'Hor-extend Line'" Dmx="45~49" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="11" Name="Hor-shrink Line" Display="'Hor-shrink Line'" Dmx="50~54" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Hor-flex Line" Display="'Hor-flex Line'" Dmx="55~59" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="Horiz Line" Display="'Horiz Line'" Dmx="60~64" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="14" Name="Hor-dot Line" Display="'Hor-dot Line'" Dmx="65~69" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="15" Name="Vert Line" Display="'Vert Line'" Dmx="70~74" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="16" Name="Hor-dot Line" Display="'Hor-dot Line'" Dmx="75~79" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="17" Name="45 Diag" Display="'45 Diag'" Dmx="80~84" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="Dot Diag" Display="'Dot Diag'" Dmx="85~89" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="2 Hor Line" Display="'2 Hor Line'" Dmx="90~94" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="2 Hor-dot Line" Display="'2 Hor-dot Line'" Dmx="95~99" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="2 Vert Line" Display="'2 Vert Line'" Dmx="100~104" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="2 Vert-dot Line" Display="'2 Vert-dot Line'" Dmx="105~109" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="V Line" Display="'V Line'" Dmx="110~114" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="24" Name="V Dot Line" Display="'V Dot Line'" Dmx="115~119" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="25" Name="Triangle 1" Display="'Triangle 1'" Dmx="120~124" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="26" Name="Dot Triangle 1" Display="'Dot Triangle 1'" Dmx="125~129" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="27" Name="Triangle 2" Display="'Triangle 2'" Dmx="130~134" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="28" Name="Dot Triangle 2" Display="'Dot Triangle 2'" Dmx="135~139" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="29" Name="Chiasma Line" Display="'Chiasma Line'" Dmx="140~144" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="30" Name="Chia-dot Line" Display="'Chia-dot Line'" Dmx="145~149" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="31" Name="Square" Display="'Square'" Dmx="150~154" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="32" Name="Dot Square" Display="'Dot Square'" Dmx="155~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="33" Name="Rectangle" Display="'Rectangle'" Dmx="160~164" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="34" Name="Dot Rectangle" Display="'Dot Rectangle'" Dmx="165~169" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="35" Name="Many Hor Line" Display="'Many Hor Line'" Dmx="170~174" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="36" Name="Many Vert Line" Display="'Many Vert Line'" Dmx="175~179" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="37" Name="Tetragon 1" Display="'Tetragon 1'" Dmx="180~184" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="38" Name="Tetragon 2" Display="'Tetragon 2'" Dmx="185~189" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="39" Name="Pentagon 1" Display="'Pentagon 1'" Dmx="190~194" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="40" Name="Pentagon 2" Display="'Pentagon 2'" Dmx="195~199" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="41" Name="Pentagon 3" Display="'Pentagon 3'" Dmx="200~204" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="42" Name="Wave Line 1" Display="'Wave Line 1'" Dmx="205~209" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="43" Name="Wave Line 2" Display="'Wave Line 2'" Dmx="210~214" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="44" Name="Wave Line 3" Display="'Wave Line 3'" Dmx="215~219" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="45" Name="Wave Dot Line" Display="'Wave Dot Line'" Dmx="220~224" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="46" Name="Spirality Line" Display="'Spirality Line'" Dmx="225~229" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="47" Name="Welcome" Display="'Welcome'" Dmx="230~234" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="48" Name="Horiz Dot" Display="'Horiz Dot'" Dmx="235~239" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="49" Name="Vert Dot" Display="'Vert Dot'" Dmx="240~244" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="50" Name="Many Dot 1" Display="'Many Dot 1'" Dmx="245~249" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="51" Name="Square Dot" Display="'Square Dot'" Dmx="250~254" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="52" Name="Many Dot 2" Display="'Many Dot 2'" Dmx="255~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="53" Name="Circle to Big" Display="'Circle to Big'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="54" Name="Empty Circ-Big" Display="'Empty Circ-Big'" Dmx="5~9" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="55" Name="Dot Circ-Big" Display="'Dot Circ-Big'" Dmx="10~14" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="56" Name="Scan Circ-Big" Display="'Scan Circ-Big'" Dmx="15~19" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="57" Name="Circ Roll" Display="'Circ Roll'" Dmx="20~24" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="58" Name="Empty Circ Roll" Display="'Empty Circ Roll'" Dmx="25~29" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="59" Name="Dot Circ Roll" Display="'Dot Circ Roll'" Dmx="30~34" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="60" Name="Circ Turn" Display="'Circ Turn'" Dmx="35~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="61" Name="Dot Circ-Add" Display="'Dot Circ-Add'" Dmx="40~44" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="62" Name="Circ Jump" Display="'Circ Jump'" Dmx="45~49" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="63" Name="Scan Circ xtend" Display="'Scan Circ xtend'" Dmx="50~54" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="64" Name="Circ Flash" Display="'Circ Flash'" Dmx="55~59" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="65" Name="Empty Circ Roll" Display="'Empty Circ Roll'" Dmx="60~64" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="66" Name="2 Circ Turn" Display="'2 Circ Turn'" Dmx="65~69" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="67" Name="4 Circ Turn" Display="'4 Circ Turn'" Dmx="70~74" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="68" Name="Diag Jump" Display="'Diag Jump'" Dmx="75~79" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="69" Name="Sector-Big" Display="'Sector-Big'" Dmx="80~84" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="70" Name="Dot Sect-Big" Display="'Dot Sect-Big'" Dmx="85~89" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="71" Name="Diag Move" Display="'Diag Move'" Dmx="90~94" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="72" Name="Dot Diag Move" Display="'Dot Diag Move'" Dmx="95~99" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="73" Name="Long Sect Round" Display="'Long Sect Round'" Dmx="100~104" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="74" Name="Short Sect Round" Display="'Short Sect Round'" Dmx="105~109" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="75" Name="3 Line Round" Display="'3 Line Round'" Dmx="110~114" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="76" Name="Hor Line Move" Display="'Hor Line Move'" Dmx="115~119" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="77" Name="Hor-dot Line Move" Display="'Hor-dot Line Move'" Dmx="120~124" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="78" Name="2 Hor Line Move" Display="'2 Hor Line Move'" Dmx="125~129" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="79" Name="2 Hor Dot Line Move" Display="'2 Hor Dot Line Move'" Dmx="130~134" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="80" Name="Vert Line Move" Display="'Vert Line Move'" Dmx="135~139" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="81" Name="Vert-dot Line Move" Display="'Vert-dot Line Move'" Dmx="140~144" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="82" Name="2 Vert Line Move" Display="'2 Vert Line Move'" Dmx="145~149" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="83" Name="2 Vert-dot Line Move" Display="'2 Vert-dot Line Move'" Dmx="150~154" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="84" Name="Square xtend" Display="'Square xtend'" Dmx="155~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="85" Name="Dot Square xtend" Display="'Dot Square xtend'" Dmx="160~164" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="86" Name="Pentagon xtend" Display="'Pentagon xtend'" Dmx="165~169" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="87" Name="Square Turn" Display="'Square Turn'" Dmx="170~174" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="88" Name="Pentagon Turn" Display="'Pentagon Turn'" Dmx="175~179" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="89" Name="Line Scan" Display="'Line Scan'" Dmx="180~184" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="90" Name="Dot Line Scan" Display="'Dot Line Scan'" Dmx="185~189" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="91" Name="Wave Turn" Display="'Wave Turn'" Dmx="190~194" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="92" Name="Dot Wave Turn" Display="'Dot Wave Turn'" Dmx="195~199" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="93" Name="Wave Flowing" Display="'Wave Flowing'" Dmx="200~204" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="94" Name="Dot Wave Flowing" Display="'Dot Wave Flowing'" Dmx="205~209" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="95" Name="Sine Wave" Display="'Sine Wave'" Dmx="210~214" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="96" Name="Dot Sine Wave" Display="'Dot Sine Wave'" Dmx="215~219" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="97" Name="Tetragon Turn" Display="'Tetragon Turn'" Dmx="220~224" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="98" Name="Pentagon Star 1 Turn" Display="'Pentagon Star 1 Turn'" Dmx="225~229" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="99" Name="Pentagon Star 2 Turn" Display="'Pentagon Star 2 Turn'" Dmx="230~234" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="100" Name="Square Dot Jump" Display="'Square Dot Jump'" Dmx="235~239" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="101" Name="Bird Fly" Display="'Bird Fly'" Dmx="240~244" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="102" Name="Many Dot Jump 1" Display="'Many Dot Jump 1'" Dmx="245~249" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="103" Name="V Patt Move" Display="'V Patt Move'" Dmx="250~254" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="104" Name="Many Dot Jump 2" Display="'Many Dot Jump 2'" Dmx="255~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="X-Pos" Name="X-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="X-Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Y-Pos" Name="Y-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Y-Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Scan_Spd" Name="Scan Spd" Description="" Group="G">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Patt_Spd" Name="Patt Spd" Description="" Group="G">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Size" Name="Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Yellow" Display="'Yellow'" Dmx="0~0" Colour="255,255,0" />
      <Function ID="2" Name="Green" Display="'Green'" Dmx="30~59" Colour="0,255,0" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="60~89" Colour="255,0,0" />
      <Function ID="4" Name="Y+G" Display="'Y+G'" Dmx="90~119" Colour="255,255,255" />
      <Function ID="5" Name="G+R" Display="'G+R'" Dmx="120~149" Colour="255,255,255" />
      <Function ID="6" Name="R+Y" Display="'R+Y'" Dmx="150~179" Colour="255,255,255" />
      <Function ID="7" Name="R+G+Y" Display="'R+G+Y'" Dmx="180~209" Colour="255,255,255" />
      <Function ID="8" Name="Moving RGY" Display="'Moving RGY'" Dmx="210~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Segment" Name="Col Segment" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9" Id="11c15eb2-0917-4b2b-9756-473fff394346">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="13" />
      <Attribute ID="X-Pos" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Y-Pos" ChannelOffset="4" Wheel="3" />
      <Attribute ID="Scan_Spd" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Patt_Spd" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Col_Segment" ChannelOffset="9" Wheel="8" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Y+G" Number="1" Page="1" SetControl="Colour1:4" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:3" />
      <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:3" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:2" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:2" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:2" />
      <Palette ID="8" Name="Green" Number="6" Page="1" SetControl="Colour1:2" />
      <Palette ID="9" Name="Green" Number="0" Page="1" SetControl="Colour1:2" />
      <Palette ID="10" Name="Green" Number="7" Page="1" SetControl="Colour1:2" />
      <Palette ID="11" Name="Red" Number="9" Page="1" SetControl="Colour1:3" />
      <Palette ID="12" Name="Red" Number="10" Page="1" SetControl="Colour1:3" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:3" />
      <Palette ID="14" Name="Y+G" Number="8" Page="1" SetControl="Colour1:4" />
      <Palette ID="15" Name="Red" Number="0" Page="1" SetControl="Colour1:3" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>