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High End SolaPix 19 (High End_SolaPix 19.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SolaPix 19" ShortName="SolaPix 19" Company="High End" Version="3">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>33e0194d-ae92-4a8e-8e0e-9839d4c368a9</Thumbnail>
  <History Date="23-01-20" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="16-08-20" Author="Nic Morris" Comment="Updated to firmware v1.4" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="439386df-c165-49c0-a0c1-711089bdd841" />
  <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_Mode" Name="Colour Mode" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGB" Display="'RGB'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="RBG" Display="'RBG'" Dmx="16~31" Colour="255,255,255" />
      <Function ID="3" Name="BRG" Display="'BRG'" Dmx="32~47" Colour="255,255,255" />
      <Function ID="4" Name="BGR" Display="'BGR'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="5" Name="GRB" Display="'GRB'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="GBR" Display="'GBR'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="CMY" Display="'CMY'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="CYM" Display="'CYM'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="YCM" Display="'YCM'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="YMC" Display="'YMC'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="MCY" Display="'MCY'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="MYC" Display="'MYC'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="Cycle" Display="'Cycle'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="Random" Display="'Random'" Dmx="208~223" Colour="255,255,255" />
    </Attribute>
    <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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="CTO C-Mix" Display="'CTO C-Mix %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Section_Sel" Name="Section Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Center" Display="'Center'" Dmx="3~4" />
      <Function ID="3" Name="Ring 1" Display="'Ring 1'" Dmx="5~6" />
      <Function ID="4" Name="Ring 2" Display="'Ring 2'" Dmx="7~8" />
      <Function ID="5" Name="(NA - Ring 3)" Display="'(NA - Ring 3)'" Dmx="9~10" />
      <Function ID="6" Name="Center + Ring 1" Display="'Center + Ring 1'" Dmx="11~12" />
      <Function ID="7" Name="Center + Ring 2" Display="'Center + Ring 2'" Dmx="13~14" />
      <Function ID="8" Name="Center + Ring 3" Display="'Center + Ring 3'" Dmx="15~16" />
      <Function ID="9" Name="Ring 1+2" Display="'Ring 1+2'" Dmx="17~18" />
      <Function ID="10" Name="Ring 1+3" Display="'Ring 1+3'" Dmx="19~20" />
      <Function ID="11" Name="Ring 2+3" Display="'Ring 2+3'" Dmx="21~22" />
      <Function ID="12" Name="Center + Ring 1+2" Display="'Center + Ring 1+2'" Dmx="23~24" />
      <Function ID="13" Name="Ring 1+2+3" Display="'Ring 1+2+3'" Dmx="25~26" />
      <Function ID="14" Name="Center + Ring 2+3" Display="'Center + Ring 2+3'" Dmx="27~28" />
      <Function ID="15" Name="Center + Ring 1+3" Display="'Center + Ring 1+3'" Dmx="29~30" />
      <Function ID="16" Name="Sector 1" Display="'Sector 1'" Dmx="31~32" />
      <Function ID="17" Name="Sector 2" Display="'Sector 2'" Dmx="33~34" />
      <Function ID="18" Name="Sector 3" Display="'Sector 3'" Dmx="35~36" />
      <Function ID="19" Name="Sector 4" Display="'Sector 4'" Dmx="37~38" />
      <Function ID="20" Name="Sector 5" Display="'Sector 5'" Dmx="39~40" />
      <Function ID="21" Name="Sector 6" Display="'Sector 6'" Dmx="41~42" />
      <Function ID="22" Name="Sector 1+4" Display="'Sector 1+4'" Dmx="43~44" />
      <Function ID="23" Name="Sector 1+4+Center" Display="'Sector 1+4+Center'" Dmx="45~46" />
      <Function ID="24" Name="Sector 2+5" Display="'Sector 2+5'" Dmx="47~48" />
      <Function ID="25" Name="Sector 2+5+Center" Display="'Sector 2+5+Center'" Dmx="49~50" />
      <Function ID="26" Name="Sector 3+6" Display="'Sector 3+6'" Dmx="51~52" />
      <Function ID="27" Name="Sector 3+6+Center" Display="'Sector 3+6+Center'" Dmx="53~54" />
      <Function ID="28" Name="Sector 1+3+5" Display="'Sector 1+3+5'" Dmx="55~56" />
      <Function ID="29" Name="Sector 1+3+5+Center" Display="'Sector 1+3+5+Center'" Dmx="57~58" />
      <Function ID="30" Name="Sector 2+4+6" Display="'Sector 2+4+6'" Dmx="59~60" />
      <Function ID="31" Name="Sector 2+4+6+Center" Display="'Sector 2+4+6+Center'" Dmx="61~62" />
      <Function ID="32" Name="Sector 1+2+3" Display="'Sector 1+2+3'" Dmx="63~64" />
      <Function ID="33" Name="Sector 2+3+4" Display="'Sector 2+3+4'" Dmx="65~66" />
      <Function ID="34" Name="Sector 3+4+5" Display="'Sector 3+4+5'" Dmx="67~68" />
      <Function ID="35" Name="Sector 4+5+6" Display="'Sector 4+5+6'" Dmx="69~70" />
      <Function ID="36" Name="Sector 1+5+6" Display="'Sector 1+5+6'" Dmx="71~72" />
      <Function ID="37" Name="Sector 1+2+6" Display="'Sector 1+2+6'" Dmx="73~74" />
    </Attribute>
    <Attribute ID="Module_Prio" Name="Module Prio" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pixel over Flex/Macro over Base" Display="'Pixel over Flex/Macro over Base'" Dmx="0~0" />
      <Function ID="2" Name="Flex/Macro over Pixel over Base" Display="'Flex/Macro over Pixel over Base'" Dmx="8~15" />
      <Function ID="3" Name="Pixel over Base" Display="'Pixel over Base'" Dmx="16~23" />
      <Function ID="4" Name="Flex/Macro over Base" Display="'Flex/Macro over Base'" Dmx="24~31" />
      <Function ID="5" Name="Base" Display="'Base'" Dmx="32~39" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter_Mode" Name="Shutter Mode" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Sync" Display="'Sync'" Dmx="16~31" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="32~47" />
      <Function ID="4" Name="Random Pixel" Display="'Random Pixel'" Dmx="48~63" />
      <Function ID="5" Name="Random Pixel/Colour" Display="'Random Pixel/Colour'" Dmx="64~79" />
      <Function ID="6" Name="Sync Random" Display="'Sync Random'" Dmx="80~95" />
    </Attribute>
    <Attribute ID="Shutter_Mode1" Name="Shutter Mode" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Sync" Display="'Sync'" Dmx="16~31" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="32~47" />
      <Function ID="4" Name="Sync Random" Display="'Sync Random'" Dmx="48~63" />
    </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 %.f%%',0~100" 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="PT_Speed" Name="P/T Speed" 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="Fan_Spd" Name="Fan Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Idle" Display="'Idle'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~215" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="216~225" />
      <Function ID="4" Name="Studio" Display="'Studio'" Dmx="226~235" />
    </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="20~28" />
      <Function ID="3" Name="Display On" Display="'Display On'" Dmx="29~35" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="49~68" />
      <Function ID="5" Name="Shutdown" Display="'Shutdown'" Dmx="69~75" />
      <Function ID="6" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="76~85" />
      <Function ID="7" Name="Red Shift On" Display="'Red Shift On'" Dmx="86~95" />
      <Function ID="8" Name="LED PWM 2.4KHz" Display="'LED PWM 2.4KHz'" Dmx="96~105" />
      <Function ID="9" Name="LED PWM 16KHz" Display="'LED PWM 16KHz'" Dmx="106~115" />
      <Function ID="10" Name="Independent Base Intensity" Display="'Independent Base Intensity'" Dmx="116~125" />
      <Function ID="11" Name="Master Base Intensity" Display="'Master Base Intensity'" Dmx="126~135" />
    </Attribute>
    <Attribute ID="Flex/Mac_Mode" Name="Flex/Mac Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~1" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="2~2" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="3~3" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="4~4" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="5~5" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="6~6" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="7~7" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="8~8" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="9~9" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="10~10" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="11~11" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="12~12" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="13~13" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="14~14" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="15~15" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="16~16" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="17~17" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="18~18" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="19~19" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="20~20" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="21~21" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="22~22" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="23~23" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="24~24" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="25~25" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="26~26" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="27~27" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="28~28" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="29~29" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="30~30" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="31~31" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="32~32" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="33~33" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="34~34" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="35~35" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="36~36" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="37~37" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="38~38" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="39~39" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="40~40" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="41~41" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="42~42" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="43~43" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="44~44" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="45~45" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="46~46" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="47~47" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="48~48" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="49~49" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="50~50" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="51~51" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="52~52" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="53~53" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="54~54" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="55~55" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="56~56" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="57~57" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="58~58" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="59~59" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="60~60" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="61~61" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="62~62" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="63~63" />
      <Function ID="65" Name="Macro 64" Display="'Macro 64'" Dmx="64~64" />
      <Function ID="66" Name="Macro 65" Display="'Macro 65'" Dmx="65~65" />
      <Function ID="67" Name="Macro 66" Display="'Macro 66'" Dmx="66~66" />
      <Function ID="68" Name="Macro 67" Display="'Macro 67'" Dmx="67~67" />
      <Function ID="69" Name="Macro 68" Display="'Macro 68'" Dmx="68~68" />
      <Function ID="70" Name="Macro 69" Display="'Macro 69'" Dmx="69~69" />
      <Function ID="71" Name="Macro 70" Display="'Macro 70'" Dmx="70~70" />
      <Function ID="72" Name="Macro 71" Display="'Macro 71'" Dmx="71~71" />
      <Function ID="73" Name="Macro 72" Display="'Macro 72'" Dmx="72~72" />
      <Function ID="74" Name="Macro 73" Display="'Macro 73'" Dmx="73~73" />
      <Function ID="75" Name="Macro 74" Display="'Macro 74'" Dmx="74~74" />
      <Function ID="76" Name="Macro 75" Display="'Macro 75'" Dmx="75~75" />
      <Function ID="77" Name="Macro 76" Display="'Macro 76'" Dmx="76~76" />
      <Function ID="78" Name="Macro 77" Display="'Macro 77'" Dmx="77~77" />
      <Function ID="79" Name="Macro 78" Display="'Macro 78'" Dmx="78~78" />
      <Function ID="80" Name="Macro 79" Display="'Macro 79'" Dmx="79~79" />
      <Function ID="81" Name="Macro 80" Display="'Macro 80'" Dmx="80~80" />
      <Function ID="82" Name="Macro 81" Display="'Macro 81'" Dmx="81~81" />
      <Function ID="83" Name="Macro 82" Display="'Macro 82'" Dmx="82~82" />
      <Function ID="84" Name="Macro 83" Display="'Macro 83'" Dmx="83~83" />
      <Function ID="85" Name="Macro 84" Display="'Macro 84'" Dmx="84~84" />
      <Function ID="86" Name="Macro 85" Display="'Macro 85'" Dmx="85~85" />
      <Function ID="87" Name="Macro 86" Display="'Macro 86'" Dmx="86~86" />
      <Function ID="88" Name="Macro 87" Display="'Macro 87'" Dmx="87~87" />
      <Function ID="89" Name="Macro 88" Display="'Macro 88'" Dmx="88~88" />
      <Function ID="90" Name="Macro 89" Display="'Macro 89'" Dmx="89~89" />
      <Function ID="91" Name="Macro 90" Display="'Macro 90'" Dmx="90~90" />
      <Function ID="92" Name="Macro 91" Display="'Macro 91'" Dmx="91~91" />
      <Function ID="93" Name="Macro 92" Display="'Macro 92'" Dmx="92~92" />
      <Function ID="94" Name="Macro 93" Display="'Macro 93'" Dmx="93~93" />
      <Function ID="95" Name="Macro 94" Display="'Macro 94'" Dmx="94~94" />
      <Function ID="96" Name="Macro 95" Display="'Macro 95'" Dmx="95~95" />
      <Function ID="97" Name="Macro 96" Display="'Macro 96'" Dmx="96~96" />
      <Function ID="98" Name="Macro 97" Display="'Macro 97'" Dmx="97~97" />
      <Function ID="99" Name="Macro 98" Display="'Macro 98'" Dmx="98~98" />
      <Function ID="100" Name="Macro 99" Display="'Macro 99'" Dmx="99~99" />
    </Attribute>
    <Attribute ID="Flex/Mac_Spd" Name="Flex/Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~129" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="127~128" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="126~0" />
    </Attribute>
    <Attribute ID="Flex/Mac_xFade" Name="Flex/Mac xFade" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Base Module, 21 DMX" Channels="21">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a279159d-dd78-439c-9a0e-99b10629a5f7" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour_Mode" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
      <Attribute ID="White" ChannelOffset="9" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Section_Sel" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Module_Prio" ChannelOffset="12" Wheel="26" />
      <Attribute ID="Zoom" ChannelOffset="13,14" Wheel="19" />
      <Attribute ID="Shutter_Mode" ChannelOffset="15" Wheel="4" />
      <Attribute ID="Shutter" ChannelOffset="16" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="17,18" Wheel="1" />
      <Attribute ID="PT_Speed" ChannelOffset="19" Wheel="25" />
      <Attribute ID="Fan_Spd" ChannelOffset="20" Wheel="27" />
      <Attribute ID="Control" ChannelOffset="21" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Flex Module, 17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
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      <Lens Name="" Degrees="" />
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</Swatch>
  </swatchLibrary>
</Fixture>