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High End Ministar (High End_Ministar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Ministar" ShortName="Ministar" Company="High End" Version="8">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>c76ed1e2-66ae-44e7-bece-1ecd3778b888</Thumbnail>
  <History Date="18-01-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="19538" ModelID="12043" />
  </RDM>
  <AtlaBase TypeID="1c6c55bd-e291-4070-ba61-83368142b9dd" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Geranium" Display="'Geranium'" Dmx="2~3" Colour="0,0,0" />
      <Function ID="3" Name="PrimaryRed" Display="'PrimaryRed'" Dmx="4~5" Colour="0,0,0" />
      <Function ID="4" Name="MediumRose" Display="'MediumRose'" Dmx="6~7" Colour="0,0,0" />
      <Function ID="5" Name="LightRose" Display="'LightRose'" Dmx="8~9" Colour="0,0,0" />
      <Function ID="6" Name="Apricot" Display="'Apricot'" Dmx="10~11" Colour="0,0,0" />
      <Function ID="7" Name="Orange" Display="'Orange'" Dmx="12~13" Colour="0,0,0" />
      <Function ID="8" Name="PaleYellow" Display="'PaleYellow'" Dmx="14~15" Colour="0,0,0" />
      <Function ID="9" Name="Straw" Display="'Straw'" Dmx="16~17" Colour="0,0,0" />
      <Function ID="10" Name="Lemon" Display="'Lemon'" Dmx="18~19" Colour="0,0,0" />
      <Function ID="11" Name="Sunflower" Display="'Sunflower'" Dmx="20~21" Colour="0,0,0" />
      <Function ID="12" Name="Yellow" Display="'Yellow'" Dmx="22~23" Colour="0,0,0" />
      <Function ID="13" Name="LightYellow" Display="'LightYellow'" Dmx="24~25" Colour="0,0,0" />
      <Function ID="14" Name="PeaGreen" Display="'PeaGreen'" Dmx="26~27" Colour="0,0,0" />
      <Function ID="15" Name="NotEasyGreen" Display="'NotEasyGreen'" Dmx="28~29" Colour="0,0,0" />
      <Function ID="16" Name="VibrantGreen" Display="'VibrantGreen'" Dmx="30~31" Colour="0,0,0" />
      <Function ID="17" Name="GrassGreen" Display="'GrassGreen'" Dmx="32~33" Colour="0,0,0" />
      <Function ID="18" Name="PrimaryGreen" Display="'PrimaryGreen'" Dmx="34~35" Colour="0,0,0" />
      <Function ID="19" Name="DeepGreen" Display="'DeepGreen'" Dmx="36~37" Colour="0,0,0" />
      <Function ID="20" Name="BrightGreen" Display="'BrightGreen'" Dmx="38~39" Colour="0,0,0" />
      <Function ID="21" Name="Emerald" Display="'Emerald'" Dmx="40~41" Colour="0,0,0" />
      <Function ID="22" Name="Seafoam" Display="'Seafoam'" Dmx="42~43" Colour="0,0,0" />
      <Function ID="23" Name="Wintergreen" Display="'Wintergreen'" Dmx="44~45" Colour="0,0,0" />
      <Function ID="24" Name="Honeydew" Display="'Honeydew'" Dmx="46~47" Colour="0,0,0" />
      <Function ID="25" Name="Aqua" Display="'Aqua'" Dmx="48~49" Colour="0,0,0" />
      <Function ID="26" Name="Cerulean" Display="'Cerulean'" Dmx="50~51" Colour="0,0,0" />
      <Function ID="27" Name="DaylightBlue" Display="'DaylightBlue'" Dmx="52~53" Colour="0,0,0" />
      <Function ID="28" Name="SkyBlue" Display="'SkyBlue'" Dmx="54~55" Colour="0,0,0" />
      <Function ID="29" Name="IcebergBlue" Display="'IcebergBlue'" Dmx="56~57" Colour="0,0,0" />
      <Function ID="30" Name="ArcticBlue" Display="'ArcticBlue'" Dmx="58~59" Colour="0,0,0" />
      <Function ID="31" Name="DeepSkyBlue" Display="'DeepSkyBlue'" Dmx="60~61" Colour="0,0,0" />
      <Function ID="32" Name="OceanBlue" Display="'OceanBlue'" Dmx="62~63" Colour="0,0,0" />
      <Function ID="33" Name="Cyan" Display="'Cyan'" Dmx="64~65" Colour="0,0,0" />
      <Function ID="34" Name="PrimaryBlue" Display="'PrimaryBlue'" Dmx="66~67" Colour="0,0,0" />
      <Function ID="35" Name="RoyalBlue" Display="'RoyalBlue'" Dmx="68~69" Colour="0,0,0" />
      <Function ID="36" Name="Larkspur" Display="'Larkspur'" Dmx="70~71" Colour="0,0,0" />
      <Function ID="37" Name="PowerBlue" Display="'PowerBlue'" Dmx="72~73" Colour="0,0,0" />
      <Function ID="38" Name="Indigo" Display="'Indigo'" Dmx="74~75" Colour="0,0,0" />
      <Function ID="39" Name="DeepPurple" Display="'DeepPurple'" Dmx="76~77" Colour="0,0,0" />
      <Function ID="40" Name="DuskyPurple" Display="'DuskyPurple'" Dmx="78~79" Colour="0,0,0" />
      <Function ID="41" Name="Lavender" Display="'Lavender'" Dmx="80~81" Colour="0,0,0" />
      <Function ID="42" Name="Pur-ink" Display="'Pur-ink'" Dmx="82~83" Colour="0,0,0" />
      <Function ID="43" Name="Azalea" Display="'Azalea'" Dmx="84~85" Colour="0,0,0" />
      <Function ID="44" Name="Carnation" Display="'Carnation'" Dmx="86~87" Colour="0,0,0" />
      <Function ID="45" Name="Hydrangea" Display="'Hydrangea'" Dmx="88~89" Colour="0,0,0" />
      <Function ID="46" Name="FancyPink" Display="'FancyPink'" Dmx="90~91" Colour="0,0,0" />
      <Function ID="47" Name="NeonPink" Display="'NeonPink'" Dmx="92~93" Colour="0,0,0" />
      <Function ID="48" Name="Orchid" Display="'Orchid'" Dmx="94~95" Colour="0,0,0" />
      <Function ID="49" Name="DeepLavender" Display="'DeepLavender'" Dmx="96~97" Colour="0,0,0" />
      <Function ID="50" Name="Magenta" Display="'Magenta'" Dmx="98~99" Colour="0,0,0" />
      <Function ID="51" Name="HotMagenta" Display="'HotMagenta'" Dmx="100~101" Colour="0,0,0" />
      <Function ID="52" Name="Fuchsia" Display="'Fuchsia'" Dmx="102~103" Colour="0,0,0" />
      <Function ID="53" Name="Pink" Display="'Pink'" Dmx="104~105" Colour="0,0,0" />
      <Function ID="54" Name="SoftWhite" Display="'SoftWhite'" Dmx="106~107" Colour="0,0,0" />
      <Function ID="55" Name="WarmWhite" Display="'WarmWhite'" Dmx="108~109" Colour="0,0,0" />
      <Function ID="56" Name="LightPink" Display="'LightPink'" Dmx="110~111" Colour="0,0,0" />
      <Function ID="57" Name="GreenTint" Display="'GreenTint'" Dmx="112~113" Colour="0,0,0" />
      <Function ID="58" Name="NeutralWhite" Display="'NeutralWhite'" Dmx="114~115" Colour="0,0,0" />
      <Function ID="59" Name="MercuryArc" Display="'MercuryArc'" Dmx="116~117" Colour="0,0,0" />
      <Function ID="60" Name="Smoke" Display="'Smoke'" Dmx="118~119" Colour="0,0,0" />
      <Function ID="61" Name="FullCTB" Display="'FullCTB'" Dmx="120~121" Colour="0,0,0" />
      <Function ID="62" Name="Quad 1" Display="'Quad 1'" Dmx="124~125" Colour="0,0,0" />
      <Function ID="63" Name="Quad 2" Display="'Quad 2'" Dmx="126~127" Colour="0,0,0" />
      <Function ID="64" Name="Quad 3" Display="'Quad 3'" Dmx="128~129" Colour="0,0,0" />
      <Function ID="65" Name="Quad 4" Display="'Quad 4'" Dmx="130~131" Colour="0,0,0" />
      <Function ID="66" Name="Quad 5" Display="'Quad 5'" Dmx="132~133" Colour="0,0,0" />
      <Function ID="67" Name="Quad 6" Display="'Quad 6'" Dmx="134~135" Colour="0,0,0" />
      <Function ID="68" Name="Quad 7" Display="'Quad 7'" Dmx="136~137" Colour="0,0,0" />
      <Function ID="69" Name="Quad 8" Display="'Quad 8'" Dmx="138~139" Colour="0,0,0" />
      <Function ID="70" Name="Quad 9" Display="'Quad 9'" Dmx="140~141" Colour="0,0,0" />
      <Function ID="71" Name="Quad 10" Display="'Quad 10'" Dmx="142~143" Colour="0,0,0" />
      <Function ID="72" Name="Quad 11" Display="'Quad 11'" Dmx="144~145" Colour="0,0,0" />
      <Function ID="73" Name="Quad 12" Display="'Quad 12'" Dmx="146~147" Colour="0,0,0" />
      <Function ID="74" Name="Quad 13" Display="'Quad 13'" Dmx="148~149" Colour="0,0,0" />
      <Function ID="75" Name="Quad 14" Display="'Quad 14'" Dmx="150~151" Colour="0,0,0" />
      <Function ID="76" Name="Quad 15" Display="'Quad 15'" Dmx="152~153" Colour="0,0,0" />
      <Function ID="77" Name="Quad 16" Display="'Quad 16'" Dmx="154~155" Colour="0,0,0" />
      <Function ID="78" Name="Quad 17" Display="'Quad 17'" Dmx="156~157" Colour="0,0,0" />
      <Function ID="79" Name="Quad 18" Display="'Quad 18'" Dmx="158~159" Colour="0,0,0" />
      <Function ID="80" Name="Quad 19" Display="'Quad 19'" Dmx="160~161" Colour="0,0,0" />
      <Function ID="81" Name="Quad 20" Display="'Quad 20'" Dmx="162~163" Colour="0,0,0" />
      <Function ID="82" Name="Quad 21" Display="'Quad 21'" Dmx="164~165" Colour="0,0,0" />
      <Function ID="83" Name="Quad 22" Display="'Quad 22'" Dmx="166~167" Colour="0,0,0" />
      <Function ID="84" Name="Quad 23" Display="'Quad 23'" Dmx="168~169" Colour="0,0,0" />
      <Function ID="85" Name="Quad 24" Display="'Quad 24'" Dmx="170~171" Colour="0,0,0" />
      <Function ID="86" Name="Quad 25" Display="'Quad 25'" Dmx="172~173" Colour="0,0,0" />
      <Function ID="87" Name="Quad 26" Display="'Quad 26'" Dmx="174~175" Colour="0,0,0" />
      <Function ID="88" Name="Quad 27" Display="'Quad 27'" Dmx="176~177" Colour="0,0,0" />
      <Function ID="89" Name="Quad 28" Display="'Quad 28'" Dmx="178~179" Colour="0,0,0" />
      <Function ID="90" Name="Quad 29" Display="'Quad 29'" Dmx="180~181" Colour="0,0,0" />
      <Function ID="91" Name="Quad 30" Display="'Quad 30'" Dmx="182~183" Colour="0,0,0" />
      <Function ID="92" Name="Quad 31" Display="'Quad 31'" Dmx="184~185" Colour="0,0,0" />
      <Function ID="93" Name="Quad 32" Display="'Quad 32'" Dmx="186~187" Colour="0,0,0" />
      <Function ID="94" Name="Quad 33" Display="'Quad 33'" Dmx="188~189" Colour="0,0,0" />
      <Function ID="95" Name="Quad 34" Display="'Quad 34'" Dmx="190~191" Colour="0,0,0" />
      <Function ID="96" Name="Quad 35" Display="'Quad 35'" Dmx="192~193" Colour="0,0,0" />
      <Function ID="97" Name="Quad 36" Display="'Quad 36'" Dmx="194~195" Colour="0,0,0" />
      <Function ID="98" Name="Quad 37" Display="'Quad 37'" Dmx="196~197" Colour="0,0,0" />
      <Function ID="99" Name="Quad 38" Display="'Quad 38'" Dmx="198~199" Colour="0,0,0" />
      <Function ID="100" Name="Quad 39" Display="'Quad 39'" Dmx="200~201" Colour="0,0,0" />
      <Function ID="101" Name="Quad 40" Display="'Quad 40'" Dmx="202~203" Colour="0,0,0" />
      <Function ID="102" Name="Quad 41" Display="'Quad 41'" Dmx="204~205" Colour="0,0,0" />
      <Function ID="103" Name="Quad 42" Display="'Quad 42'" Dmx="206~207" Colour="0,0,0" />
      <Function ID="104" Name="Quad 43" Display="'Quad 43'" Dmx="208~209" Colour="0,0,0" />
      <Function ID="105" Name="Quad 44" Display="'Quad 44'" Dmx="210~211" Colour="0,0,0" />
      <Function ID="106" Name="Quad 45" Display="'Quad 45'" Dmx="212~213" Colour="0,0,0" />
      <Function ID="107" Name="Quad 46" Display="'Quad 46'" Dmx="214~215" Colour="0,0,0" />
      <Function ID="108" Name="Quad 47" Display="'Quad 47'" Dmx="216~217" Colour="0,0,0" />
      <Function ID="109" Name="Quad 48" Display="'Quad 48'" Dmx="218~219" Colour="0,0,0" />
      <Function ID="110" Name="Quad 49" Display="'Quad 49'" Dmx="220~221" Colour="0,0,0" />
      <Function ID="111" Name="Quad 50" Display="'Quad 50'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="112" Name="Quad 51" Display="'Quad 51'" Dmx="224~225" Colour="0,0,0" />
      <Function ID="113" Name="Quad 52" Display="'Quad 52'" Dmx="226~227" Colour="0,0,0" />
      <Function ID="114" Name="Quad 53" Display="'Quad 53'" Dmx="228~229" Colour="0,0,0" />
      <Function ID="115" Name="Quad 54" Display="'Quad 54'" Dmx="230~231" Colour="0,0,0" />
      <Function ID="116" Name="Quad 55" Display="'Quad 55'" Dmx="232~233" Colour="0,0,0" />
      <Function ID="117" Name="Quad 56" Display="'Quad 56'" Dmx="234~235" Colour="0,0,0" />
      <Function ID="118" Name="Quad 57" Display="'Quad 57'" Dmx="236~237" Colour="0,0,0" />
      <Function ID="119" Name="Quad 58" Display="'Quad 58'" Dmx="238~239" Colour="0,0,0" />
      <Function ID="120" Name="Quad 59" Display="'Quad 59'" Dmx="240~241" Colour="0,0,0" />
      <Function ID="121" Name="Quad 60" Display="'Quad 60'" Dmx="242~243" Colour="0,0,0" />
      <Function ID="122" Name="Quad 61" Display="'Quad 61'" Dmx="244~245" Colour="0,0,0" />
      <Function ID="123" Name="Quad 62" Display="'Quad 62'" Dmx="246~247" Colour="0,0,0" />
      <Function ID="124" Name="Quad 63" Display="'Quad 63'" Dmx="248~249" Colour="0,0,0" />
      <Function ID="125" Name="Quad 64" Display="'Quad 64'" Dmx="250~251" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="48~48" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" Name="Fast Scan" Display="'Fast Scan'" Dmx="64~79" Update="Colour1" Colour="0,0,0" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="80~95" Update="Colour1" Colour="0,0,0" />
      <Function ID="7" Name="Blink" Display="'Blink'" Dmx="96~111" Update="Colour1" Colour="0,0,0" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C">
      <Locate Locate="17" PowerOn="17" />
      <Condition Name="Fixed/Blink" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" If="'Colour1Func'==1||'Colour1Func'==7" />
      <Condition Name="Index" ID="17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Colour1Func'==2" />
      <Condition Name="Speed" ID="34,35" If="'Colour1Func'==3||'Colour1Func'==4||'Colour1Func'==6" />
      <Condition Name="Fast Scan" ID="36,37,38,39,40,41,42,43" If="'Colour1Func'==5" />
      <Else ID="44" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Op/ Yel" Display="'Op/ Yel'" Dmx="15~29" WheelPosition="1" Colour="255,255,255" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="30~44" WheelPosition="2" Colour="255,255,0" />
      <Function ID="4" Name="Yel/ L Yel" Display="'Yel/ L Yel'" Dmx="45~59" WheelPosition="3" Colour="255,255,0" />
      <Function ID="5" Name="Light Yellow" Display="'Light Yellow'" Dmx="60~74" WheelPosition="4" Colour="255,255,128" />
      <Function ID="6" Name="L Yel/ Pk" Display="'L Yel/ Pk'" Dmx="75~89" WheelPosition="5" Colour="255,255,128" />
      <Function ID="7" Name="Pink" Display="'Pink'" Dmx="90~104" WheelPosition="6" Colour="255,150,150" />
      <Function ID="8" Name="Pk/ Str" Display="'Pk/ Str'" Dmx="105~119" WheelPosition="7" Colour="255,150,150" />
      <Function ID="9" Name="Straw" Display="'Straw'" Dmx="120~134" WheelPosition="8" Colour="255,250,230" />
      <Function ID="10" Name="Str/ S Wht" Display="'Str/ S Wht'" Dmx="135~149" WheelPosition="9" Colour="255,250,230" />
      <Function ID="11" Name="Soft White" Display="'Soft White'" Dmx="150~164" WheelPosition="10" Colour="255,255,255" />
      <Function ID="12" Name="S Wht/ N Pk" Display="'S Wht/ N Pk'" Dmx="165~179" WheelPosition="11" Colour="255,255,255" />
      <Function ID="13" Name="Neon Pink" Display="'Neon Pink'" Dmx="180~194" WheelPosition="12" Colour="255,150,150" />
      <Function ID="14" Name="N Pk/ S Blu" Display="'N Pk/ S Blu'" Dmx="195~209" WheelPosition="13" Colour="255,150,150" />
      <Function ID="15" Name="Sky Blue" Display="'Sky Blue'" Dmx="210~224" WheelPosition="14" Colour="0,0,255" />
      <Function ID="16" Name="S Blu/ Op" Display="'S Blu/ Op'" Dmx="225~239" WheelPosition="15" Colour="0,0,255" />
      <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="18" Name="Op - Yel" Display="'Op - Yel %.f%%',0~100" Dmx="0~33" WheelPosition="1" Colour="255,255,255" />
      <Function ID="19" Name="Yellow" Display="'Yellow'" Dmx="33~33" WheelPosition="2" Colour="255,255,0" />
      <Function ID="20" Name="Yel - L Yel" Display="'Yel - L Yel %.f%%',0~100" Dmx="33~65" WheelPosition="3" Colour="255,255,0" />
      <Function ID="21" Name="Light Yellow" Display="'Light Yellow'" Dmx="65~65" WheelPosition="4" Colour="255,255,128" />
      <Function ID="22" Name="L Yel - Pk" Display="'L Yel - Pk %.f%%',0~100" Dmx="65~97" WheelPosition="5" Colour="255,255,128" />
      <Function ID="23" Name="Pink" Display="'Pink'" Dmx="97~97" WheelPosition="6" Colour="255,150,150" />
      <Function ID="24" Name="Pk - Str" Display="'Pk - Str %.f%%',0~100" Dmx="97~129" WheelPosition="7" Colour="255,150,150" />
      <Function ID="25" Name="Straw" Display="'Straw'" Dmx="129~129" WheelPosition="8" Colour="255,250,230" />
      <Function ID="26" Name="Str - S Wht" Display="'Str - S Wht %.f%%',0~100" Dmx="129~161" WheelPosition="9" Colour="255,250,230" />
      <Function ID="27" Name="Soft White" Display="'Soft White'" Dmx="161~161" WheelPosition="10" Colour="255,255,255" />
      <Function ID="28" Name="S Wht - N Pk" Display="'S Wht - N Pk %.f%%',0~100" Dmx="161~193" WheelPosition="11" Colour="255,255,255" />
      <Function ID="29" Name="Neon Pink" Display="'Neon Pink'" Dmx="193~193" WheelPosition="12" Colour="255,150,150" />
      <Function ID="30" Name="N Pk - S Blu" Display="'N Pk - S Blu %.f%%',0~100" Dmx="193~225" WheelPosition="13" Colour="255,150,150" />
      <Function ID="31" Name="Sky Blue" Display="'Sky Blue'" Dmx="225~225" WheelPosition="14" Colour="0,0,255" />
      <Function ID="32" Name="S Blu - Op" Display="'S Blu - Op %.f%%',0~100" Dmx="225~255" WheelPosition="15" Colour="0,0,255" />
      <Function ID="33" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="34" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="35" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" Colour="0,0,0" />
      <Function ID="36" Name="Op/ Yel" Display="'Op/ Yel %.f%%',0~100" Dmx="0~29" WheelPosition="0" Colour="255,255,255" />
      <Function ID="37" Name="Yel/ L Yel" Display="'Yel/ L Yel %.f%%',0~100" Dmx="30~59" WheelPosition="2" Colour="255,255,0" />
      <Function ID="38" Name="L Yel/ Pk" Display="'L Yel/ Pk %.f%%',0~100" Dmx="60~89" WheelPosition="4" Colour="255,255,128" />
      <Function ID="39" Name="Pk/ Str" Display="'Pk/ Str %.f%%',0~100" Dmx="90~119" WheelPosition="6" Colour="255,150,150" />
      <Function ID="40" Name="Str/ S Wht" Display="'Str/ S Wht %.f%%',0~100" Dmx="120~149" WheelPosition="8" Colour="255,250,230" />
      <Function ID="41" Name="S Wht/ N Pk" Display="'S Wht/ N Pk %.f%%',0~100" Dmx="150~179" WheelPosition="10" Colour="255,255,255" />
      <Function ID="42" Name="N Pk/ S Blu" Display="'N Pk/ S Blu %.f%%',0~100" Dmx="180~209" WheelPosition="12" Colour="255,150,150" />
      <Function ID="43" Name="S Blu/ Op" Display="'S Blu/ Op %.f%%',0~100" Dmx="210~255" WheelPosition="14" Colour="0,0,255" />
      <Function ID="44" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="48~48" Update="Colour2" Colour="0,0,0" />
      <Function ID="3" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Colour2" Colour="0,0,0" />
      <Function ID="4" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Colour2" Colour="0,0,0" />
      <Function ID="5" Name="Fast Scan" Display="'Fast Scan'" Dmx="64~79" Update="Colour2" Colour="0,0,0" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="80~95" Update="Colour2" Colour="0,0,0" />
      <Function ID="7" Name="Blink" Display="'Blink'" Dmx="96~111" Update="Colour2" Colour="0,0,0" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour2" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C">
      <Locate Locate="17" PowerOn="17" />
      <Condition Name="Fixed/Blink" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" If="'Colour2Func'==1||'Colour2Func'==7" />
      <Condition Name="Index" ID="17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Colour2Func'==2" />
      <Condition Name="Speed" ID="34,35" If="'Colour2Func'==3||'Colour2Func'==4||'Colour2Func'==6" />
      <Condition Name="Fast Scan" ID="36,37,38,39,40,41,42,43" If="'Colour2Func'==5" />
      <Else ID="44" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Op/ D Lav" Display="'Op/ D Lav'" Dmx="15~29" WheelPosition="1" Colour="255,255,255" />
      <Function ID="3" Name="Deep Lavender" Display="'Deep Lavender'" Dmx="30~44" WheelPosition="2" Colour="255,128,255" />
      <Function ID="4" Name="D Lav/ CTB" Display="'D Lav/ CTB'" Dmx="45~59" WheelPosition="3" Colour="255,128,255" />
      <Function ID="5" Name="Full CTB" Display="'Full CTB'" Dmx="60~74" WheelPosition="4" Colour="230,230,255" />
      <Function ID="6" Name="CTB/ D Blu" Display="'CTB/ D Blu'" Dmx="75~89" WheelPosition="5" Colour="230,230,255" />
      <Function ID="7" Name="Daylight Blue" Display="'Daylight Blue'" Dmx="90~104" WheelPosition="6" Colour="0,0,255" />
      <Function ID="8" Name="D Blu/ Az" Display="'D Blu/ Az'" Dmx="105~119" WheelPosition="7" Colour="0,0,255" />
      <Function ID="9" Name="Azalea" Display="'Azalea'" Dmx="120~134" WheelPosition="8" Colour="255,255,255" />
      <Function ID="10" Name="Az/ A Blu" Display="'Az/ A Blu'" Dmx="135~149" WheelPosition="9" Colour="255,255,255" />
      <Function ID="11" Name="Arctic Blue" Display="'Arctic Blue'" Dmx="150~164" WheelPosition="10" Colour="0,0,255" />
      <Function ID="12" Name="A Blu/ N Wht" Display="'A Blu/ N Wht'" Dmx="165~179" WheelPosition="11" Colour="0,0,255" />
      <Function ID="13" Name="Neutral White" Display="'Neutral White'" Dmx="180~194" WheelPosition="12" Colour="255,255,255" />
      <Function ID="14" Name="N Wht/ P Blu" Display="'N Wht/ P Blu'" Dmx="195~209" WheelPosition="13" Colour="255,255,255" />
      <Function ID="15" Name="Primary Blue" Display="'Primary Blue'" Dmx="210~224" WheelPosition="14" Colour="0,0,255" />
      <Function ID="16" Name="P Blu/ Op" Display="'P Blu/ Op'" Dmx="225~239" WheelPosition="15" Colour="0,0,255" />
      <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="18" Name="Op - D Lav" Display="'Op - D Lav %.f%%',0~100" Dmx="0~32" WheelPosition="1" Colour="255,255,255" />
      <Function ID="19" Name="Deep Lavender" Display="'Deep Lavender'" Dmx="32~32" WheelPosition="2" Colour="255,128,255" />
      <Function ID="20" Name="D Lav - CTB" Display="'D Lav - CTB %.f%%',0~100" Dmx="32~64" WheelPosition="3" Colour="255,128,255" />
      <Function ID="21" Name="Full CTB" Display="'Full CTB'" Dmx="64~64" WheelPosition="4" Colour="230,230,255" />
      <Function ID="22" Name="CTB - D Blu" Display="'CTB - D Blu %.f%%',0~100" Dmx="64~96" WheelPosition="5" Colour="230,230,255" />
      <Function ID="23" Name="Daylight Blue" Display="'Daylight Blue'" Dmx="96~96" WheelPosition="6" Colour="0,0,255" />
      <Function ID="24" Name="D Blu - Az" Display="'D Blu - Az %.f%%',0~100" Dmx="96~128" WheelPosition="7" Colour="0,0,255" />
      <Function ID="25" Name="Azalea" Display="'Azalea'" Dmx="128~128" WheelPosition="8" Colour="255,255,255" />
      <Function ID="26" Name="Az - A Blu" Display="'Az - A Blu %.f%%',0~100" Dmx="128~160" WheelPosition="9" Colour="255,255,255" />
      <Function ID="27" Name="Arctic Blue" Display="'Arctic Blue'" Dmx="160~160" WheelPosition="10" Colour="0,0,255" />
      <Function ID="28" Name="A Blu - N Wht" Display="'A Blu - N Wht %.f%%',0~100" Dmx="160~192" WheelPosition="11" Colour="0,0,255" />
      <Function ID="29" Name="Neutral White" Display="'Neutral White'" Dmx="192~192" WheelPosition="12" Colour="255,255,255" />
      <Function ID="30" Name="N Wht - P Blu" Display="'N Wht - P Blu %.f%%',0~100" Dmx="192~224" WheelPosition="13" Colour="255,255,255" />
      <Function ID="31" Name="Primary Blue" Display="'Primary Blue'" Dmx="224~224" WheelPosition="14" Colour="0,0,255" />
      <Function ID="32" Name="P Blu - Op" Display="'P Blu - Op %.f%%',0~100" Dmx="224~255" WheelPosition="15" Colour="0,0,255" />
      <Function ID="33" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="34" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="35" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" Colour="0,0,0" />
      <Function ID="36" Name="Op/ D Lav" Display="'Op/ D Lav %.f%%',0~100" Dmx="0~29" WheelPosition="0" Colour="255,255,255" />
      <Function ID="37" Name="D Lav/ CTB" Display="'D Lav/ CTB %.f%%',0~100" Dmx="30~59" WheelPosition="2" Colour="255,128,255" />
      <Function ID="38" Name="CTB/ D Blu" Display="'CTB/ D Blu %.f%%',0~100" Dmx="60~89" WheelPosition="4" Colour="230,230,255" />
      <Function ID="39" Name="D Blu/ Az" Display="'D Blu/ Az %.f%%',0~100" Dmx="90~119" WheelPosition="6" Colour="0,0,255" />
      <Function ID="40" Name="Az/ A Blu" Display="'Az/ A Blu %.f%%',0~100" Dmx="120~149" WheelPosition="8" Colour="255,255,255" />
      <Function ID="41" Name="A Blu/ N Wht" Display="'A Blu/ N Wht %.f%%',0~100" Dmx="150~179" WheelPosition="10" Colour="0,0,255" />
      <Function ID="42" Name="N Wht/ P Blu" Display="'N Wht/ P Blu %.f%%',0~100" Dmx="180~209" WheelPosition="12" Colour="255,255,255" />
      <Function ID="43" Name="P Blu/ Op" Display="'P Blu/ Op %.f%%',0~100" Dmx="210~255" WheelPosition="14" Colour="0,0,255" />
      <Function ID="44" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Gobo1" />
      <Function ID="3" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Gobo1" />
      <Function ID="4" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo1" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="64~79" Update="Gobo1" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1" />
      <Condition Name="Speed" ID="8,9" If="'Gobo1Func'==2||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Scan" ID="10,11,12,13,14,15,16" If="'Gobo1Func'==4" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>49aab617-a72c-4490-a735-00b0ef54e03c</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Bar)" Display="'Gobo 1 (Bar)'" Dmx="16~31" WheelPosition="1">
        <Swatch>93cb364c-0bc5-46ab-85cd-8b98ccd12bc8</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Quadricles)" Display="'Gobo 2 (Quadricles)'" Dmx="32~47" WheelPosition="2">
        <Swatch>cc1da43b-8eea-46d6-a22a-166644a6ac69</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Broken Tunnel)" Display="'Gobo 3 (Broken Tunnel)'" Dmx="48~63" WheelPosition="3">
        <Swatch>59b07982-a2c6-4e23-8e76-0000360b3eb2</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Seashell)" Display="'Gobo 4 (Seashell)'" Dmx="64~79" WheelPosition="4">
        <Swatch>20c9c989-2233-4dfc-a207-bc33ff3f8458</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Shower)" Display="'Gobo 5 (Shower)'" Dmx="80~95" WheelPosition="5">
        <Swatch>81af0ef6-8137-48b9-8422-a107dc974401</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6 (Ice)" Display="'Gobo 6 (Ice)'" Dmx="96~111" WheelPosition="6">
        <Swatch>aefc0633-a34f-4670-aa3e-1ec985f8f4ef</Swatch>
      </Function>
      <Function ID="8" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="9" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" />
      <Function ID="10" Name="Open/ 1" Display="'Open/ 1 %.f%%',0~100" Dmx="0~0" WheelPosition="0">
        <Swatch>49aab617-a72c-4490-a735-00b0ef54e03c</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 1/ 2" Display="'Gobo 1/ 2 %.f%%',0~100" Dmx="16~31" WheelPosition="1">
        <Swatch>93cb364c-0bc5-46ab-85cd-8b98ccd12bc8</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 2/ 3" Display="'Gobo 2/ 3 %.f%%',0~100" Dmx="32~47" WheelPosition="2">
        <Swatch>cc1da43b-8eea-46d6-a22a-166644a6ac69</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 3/ 4" Display="'Gobo 3/ 4 %.f%%',0~100" Dmx="48~63" WheelPosition="3">
        <Swatch>59b07982-a2c6-4e23-8e76-0000360b3eb2</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 4/ 5" Display="'Gobo 4/ 5 %.f%%',0~100" Dmx="64~79" WheelPosition="4">
        <Swatch>20c9c989-2233-4dfc-a207-bc33ff3f8458</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 5/ 6" Display="'Gobo 5/ 6 %.f%%',0~100" Dmx="80~95" WheelPosition="5">
        <Swatch>81af0ef6-8137-48b9-8422-a107dc974401</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 6/ Op" Display="'Gobo 6/ Op %.f%%',0~100" Dmx="96~111" WheelPosition="6">
        <Swatch>aefc0633-a34f-4670-aa3e-1ec985f8f4ef</Swatch>
      </Function>
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo_1_Rot_Fnc" Name="Gobo 1 Rot Fnc" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo1Rot" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Gobo1Rot" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Gobo1Rot" />
      <Function ID="4" Name="Anim CW" Display="'Anim CW'" Dmx="48~63" Update="Gobo1Rot" />
      <Function ID="5" Name="Anim CCW" Display="'Anim CCW'" Dmx="64~79" Update="Gobo1Rot" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo_1_Rot_Fnc'==1" />
      <Condition Name="Spin" ID="2,3" If="'Gobo_1_Rot_Fnc'==2||'Gobo_1_Rot_Fnc'==3||'Gobo_1_Rot_Fnc'==4||'Gobo_1_Rot_Fnc'==5" />
      <Else ID="4" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" WheelPosition="0" />
      <Function ID="3" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" />
      <Function ID="2" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Gobo2" />
      <Function ID="3" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Gobo2" />
      <Function ID="4" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo2" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="64~79" Update="Gobo2" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo2" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo2Func'==1" />
      <Condition Name="Speed" ID="11,12" If="'Gobo2Func'==2||'Gobo2Func'==3||'Gobo2Func'==5" />
      <Condition Name="Scan" ID="13,14,15,16,17,18,19,20,21,22" If="'Gobo2Func'==4" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>49aab617-a72c-4490-a735-00b0ef54e03c</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Shattered)" Display="'Gobo 1 (Shattered)'" Dmx="16~31" WheelPosition="1">
        <Swatch>306dcded-e5af-451c-b56c-345eb6471667</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Misc Spot)" Display="'Gobo 2 (Misc Spot)'" Dmx="32~47" WheelPosition="2">
        <Swatch>4579f888-e8c5-43f9-8040-450a9c36b948</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Light Organic)" Display="'Gobo 3 (Light Organic)'" Dmx="48~63" WheelPosition="3">
        <Swatch>9167df69-3654-4b35-8a8b-2901f876562a</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Thatch)" Display="'Gobo 4 (Thatch)'" Dmx="64~79" WheelPosition="4">
        <Swatch>3a0eae56-9155-4161-9655-d72115dd5fe8</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Across)" Display="'Gobo 5 (Across)'" Dmx="80~95" WheelPosition="5">
        <Swatch>507ddc34-aee7-4a3e-b4d1-5eff49555a6e</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6 (Triangles)" Display="'Gobo 6 (Triangles)'" Dmx="96~111" WheelPosition="6">
        <Swatch>9e059e06-4fdc-4e1a-8b31-0f4a303a7b73</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7 (Daisey)" Display="'Gobo 7 (Daisey)'" Dmx="112~127" WheelPosition="7">
        <Swatch>14351336-5a55-41ad-8f8a-c1681fa93a1e</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8 (Big Dot)" Display="'Gobo 8 (Big Dot)'" Dmx="128~143" WheelPosition="8">
        <Swatch>fadf34f8-c3d1-47c6-b298-0b99e117f0bb</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9 (Dot)" Display="'Gobo 9 (Dot)'" Dmx="144~159" WheelPosition="9">
        <Swatch>962613ca-a6d2-404c-85cb-07910e1a581d</Swatch>
      </Function>
      <Function ID="11" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" />
      <Function ID="13" Name="Open/ 1" Display="'Open/ 1 %.f%%',0~100" Dmx="0~0" WheelPosition="0">
        <Swatch>49aab617-a72c-4490-a735-00b0ef54e03c</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 1/ 2" Display="'Gobo 1/ 2 %.f%%',0~100" Dmx="16~31" WheelPosition="1">
        <Swatch>306dcded-e5af-451c-b56c-345eb6471667</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 2/ 3" Display="'Gobo 2/ 3 %.f%%',0~100" Dmx="32~47" WheelPosition="2">
        <Swatch>4579f888-e8c5-43f9-8040-450a9c36b948</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 3/ 4" Display="'Gobo 3/ 4 %.f%%',0~100" Dmx="48~63" WheelPosition="3">
        <Swatch>9167df69-3654-4b35-8a8b-2901f876562a</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 4/ 5" Display="'Gobo 4/ 5 %.f%%',0~100" Dmx="64~79" WheelPosition="4">
        <Swatch>3a0eae56-9155-4161-9655-d72115dd5fe8</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 5/ 6" Display="'Gobo 5/ 6 %.f%%',0~100" Dmx="80~95" WheelPosition="5">
        <Swatch>507ddc34-aee7-4a3e-b4d1-5eff49555a6e</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 6/ 7" Display="'Gobo 6/ 7 %.f%%',0~100" Dmx="96~111" WheelPosition="6">
        <Swatch>9e059e06-4fdc-4e1a-8b31-0f4a303a7b73</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 7/ 8" Display="'Gobo 7/ 8 %.f%%',0~100" Dmx="112~127" WheelPosition="7">
        <Swatch>14351336-5a55-41ad-8f8a-c1681fa93a1e</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 8/ 9" Display="'Gobo 8/ 9 %.f%%',0~100" Dmx="128~143" WheelPosition="8">
        <Swatch>fadf34f8-c3d1-47c6-b298-0b99e117f0bb</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 9/ 10" Display="'Gobo 9/ 10 %.f%%',0~100" Dmx="144~159" WheelPosition="9">
        <Swatch>962613ca-a6d2-404c-85cb-07910e1a581d</Swatch>
      </Function>
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_Rot" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_Rot" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_Rot" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_Rot" />
      <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_Rot" />
      <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_Rot" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="No Prism" ID="1" If="'Prism'==1" />
      <Condition Name="Index" ID="2" If="'Prism'==2" />
      <Condition Name="Speed" ID="3,4" If="'Prism'==3||'Prism'==4||'Prism'==5||'Prism'==6" />
      <Else ID="5" />
      <Function ID="1" Name="No Prism" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="3" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="4" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Frost" Name="Diffusion" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Edge" Display="'Edge %.1f%%',0.0~100.0" Dmx="1~128" />
      <Function ID="3" Name="Periodic Strobe" Display="'Periodic Strobe'" Dmx="136~151" />
      <Function ID="4" Name="Random Strobe" Display="'Random Strobe'" Dmx="152~167" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter_Func" Name="Shutter Func" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Random Random" Display="'Random Random'" Dmx="32~63" />
      <Function ID="3" Name="Sync Random" Display="'Sync Random'" Dmx="64~95" />
    </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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="24~229" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="mSpeed" Name="mSpeed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Display Off" Display="'Display Off'" Dmx="32~47" />
      <Function ID="3" Name="Display On" Display="'Display On'" Dmx="48~63" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="80~95" />
      <Function ID="5" Name="Shutdown" Display="'Shutdown'" Dmx="96~111" />
      <Function ID="6" Name="Disable P/T" Display="'Disable P/T'" Dmx="112~127" />
      <Function ID="7" Name="Dim Mode 2.4kHz" Display="'Dim Mode 2.4kHz'" Dmx="128~143" />
      <Function ID="8" Name="Dim Mode 1.6kHz" Display="'Dim Mode 1.6kHz'" Dmx="144~159" />
    </Attribute>
    <Attribute ID="Fan" Name="Fan" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="16~207" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="208~223" />
      <Function ID="4" Name="Studio" Display="'Studio'" Dmx="224~239" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 31 DMX" Channels="31" Id="111ccdc5-593c-49e9-aa30-d05d21e71d01">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="255" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="4533a141-75c2-49dd-94f8-88b2d76f0082" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="67" />
      <Attribute ID="Colour1Func" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Colour2Func" ChannelOffset="8" Wheel="37" />
      <Attribute ID="Colour2" ChannelOffset="9" Wheel="38" />
      <Attribute ID="Gobo1Func" ChannelOffset="10" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
      <Attribute ID="Gobo_1_Rot_Fnc" ChannelOffset="12" Wheel="15" />
      <Attribute ID="Gobo1Rot" ChannelOffset="13,14" Wheel="43" />
      <Attribute ID="Gobo2Func" ChannelOffset="15" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" />
      <Attribute ID="Prism" ChannelOffset="17" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="18,19" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="20" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="21,22" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="23,24" Wheel="19" />
      <Attribute ID="Shutter_Func" ChannelOffset="25" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="26" Wheel="6" />
      <Attribute ID="Dimmer" ChannelOffset="27,28" Wheel="1" />
      <Attribute ID="mSpeed" ChannelOffset="29" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="30" Wheel="28" />
      <Attribute ID="Fan" ChannelOffset="31" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Shutdown">
      <Set Channel="Control:5" Delay="10000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Disable P/T">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 2.4kHz">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 1.6kHz">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="2" Name="Pink" Number="2" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="3" Name="Yellow" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="5" Name="Yellow" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="6" Name="Yellow" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="7" Name="Light Yellow" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="8" Name="Full CTB" Number="6" Page="1" SetControl="Colour2:5,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Daylight Blue" Number="0" Page="1" SetControl="Colour2:7,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="10" Name="Sky Blue" Number="7" Page="1" SetControl="Colour1:15,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="11" Name="Sky Blue" Number="9" Page="1" SetControl="Colour1:15,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="12" Name="Deep Lavender" Number="10" Page="1" SetControl="Colour2:3,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="13" Name="Pink" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="14" Name="Deep Lavender" Number="8" Page="1" SetControl="Colour2:3,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="15" Name="Sky Blue" Number="0" Page="1" SetControl="Colour1:15,Colour1Func:1,Colour2:1,Colour2Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1 (Bar)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2 (Quadricles)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3 (Broken Tunnel)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4 (Seashell)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5 (Shower)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6 (Ice)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 1 (Shattered)" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 2 (Misc Spot)" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 3 (Light Organic)" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 4 (Thatch)" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 5 (Across)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 6 (Triangles)" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 7 (Daisey)" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 8 (Big Dot)" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 9 (Dot)" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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