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Robe Robin SVOPATT Classic (Robe_Robin SVOPATT Classic.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Robin SVOPATT Classic" ShortName="SPATTClass" Company="Robe" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>4cd55064-c8cb-4444-9814-34939eb9a591</Thumbnail>
  <History Date="02-09-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="02-09-25" Author="Nic Morris" Comment="Corrected CTC full range DMX start/end values (were swapped).  Corrected cell layout." Version="1" />
  <History Date="09-09-25" Author="Nic Morris" Comment="Added product thumbnail" Version="3" />
  <Manual Filename="" Summary="" />
  <Control>
    <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="Wired DMX" Display="'Wired DMX'" Dmx="10~14" />
      <Function ID="3" Name="Wireless DMX" Display="'Wireless DMX'" Dmx="15~19" />
      <Function ID="4" Name="Display On" Display="'Display On'" Dmx="20~21" />
      <Function ID="5" Name="Display Off" Display="'Display Off'" Dmx="22~23" />
      <Function ID="6" Name="Col Mixing Mode RGBA" Display="'Col Mixing Mode RGBA'" Dmx="24~25" />
      <Function ID="7" Name="Col Mixing Mode CMY" Display="'Col Mixing Mode CMY'" Dmx="26~27" />
      <Function ID="8" Name="Dim Square" Display="'Dim Square'" Dmx="36~37" />
      <Function ID="9" Name="Dim Linear" Display="'Dim Linear'" Dmx="38~39" />
      <Function ID="10" Name="Fan Auto" Display="'Fan Auto'" Dmx="50~51" />
      <Function ID="11" Name="Fan High" Display="'Fan High'" Dmx="52~53" />
      <Function ID="12" Name="White Point 8000K On" Display="'White Point 8000K On'" Dmx="54~55" />
      <Function ID="13" Name="White Point 8000K Off" Display="'White Point 8000K Off'" Dmx="56~57" />
      <Function ID="14" Name="Tungsten Effect Simulation 750W" Display="'Tungsten Effect Simulation 750W'" Dmx="141~142" />
      <Function ID="15" Name="Tungsten Effect Simulation 1000W" Display="'Tungsten Effect Simulation 1000W'" Dmx="143~144" />
      <Function ID="16" Name="Tungsten Effect Simulation 1200W" Display="'Tungsten Effect Simulation 1200W'" Dmx="145~146" />
      <Function ID="17" Name="Tungsten Effect Simulation 2000W" Display="'Tungsten Effect Simulation 2000W'" Dmx="147~148" />
      <Function ID="18" Name="Tungsten Effect Simulation 2500W" Display="'Tungsten Effect Simulation 2500W'" Dmx="149~150" />
      <Function ID="19" Name="Tungsten Effect Simulation Off" Display="'Tungsten Effect Simulation Off'" Dmx="151~152" />
      <Function ID="20" Name="CTC Standard (2700-8000K)" Display="'CTC Standard (2700-8000K)'" Dmx="153~154" />
      <Function ID="21" Name="CTC Extended (1700-10000K)" Display="'CTC Extended (1700-10000K)'" Dmx="155~156" />
      <Function ID="22" Name="LED Module Mirror On" Display="'LED Module Mirror On'" Dmx="157~158" />
      <Function ID="23" Name="LED Module Mirror Off" Display="'LED Module Mirror Off'" Dmx="159~160" />
      <Function ID="24" Name="Save LED Module Mirror" Display="'Save LED Module Mirror'" Dmx="161~162" />
      <Function ID="25" Name="Quiet Mode" Display="'Quiet Mode'" Dmx="240~240" />
      <Function ID="26" Name="Fan Speed" Display="'Fan Speed %.f%%',0~100" Dmx="241~255" />
    </Attribute>
    <Attribute ID="LED_Freq_Sel" Name="LED Freq Sel" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="300Hz" Display="'300Hz'" Dmx="5~9" />
      <Function ID="3" Name="600Hz" Display="'600Hz'" Dmx="10~10" />
      <Function ID="4" Name="1200Hz" Display="'1200Hz'" Dmx="15~19" />
      <Function ID="5" Name="2400Hz" Display="'2400Hz'" Dmx="20~24" />
      <Function ID="6" Name="High" Display="'High'" Dmx="25~29" />
      <Function ID="7" Name="Reserved" Display="'Reserved %.f',30~255" Dmx="30~255" />
    </Attribute>
    <Attribute ID="LED_Freq_Adj" Name="LED Freq Adj" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Selected" Display="'Selected'" Dmx="0~0" />
      <Function ID="2" Name="-" Display="'- %.f',126~1" Dmx="2~127" />
      <Function ID="3" Name="Selected" Display="'Selected'" Dmx="128~128" />
      <Function ID="4" Name="+" Display="'+ %.f',1~126" Dmx="129~254" />
      <Function ID="5" Name="Selected" Display="'Selected'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="5" PowerOn="5" />
      <Function ID="1" Name="2700K" Display="'2700K'" Dmx="255~255" Colour="0,0,0" />
      <Function ID="2" Name="2708-3192K" Display="'2708-3192K %.fK',2708~3192" Dmx="254~193" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="192~192" Colour="0,0,0" />
      <Function ID="4" Name="3216-4184K" Display="'3216-4184K %.fK',3216~4184" Dmx="191~129" Colour="0,0,0" />
      <Function ID="5" Name="4200K" Display="'4200K'" Dmx="128~128" Colour="0,0,0" />
      <Function ID="6" Name="4222-5578K" Display="'4222-5578K %.fK',4222~5578" Dmx="127~65" Colour="0,0,0" />
      <Function ID="7" Name="5600K" Display="'5600K'" Dmx="64~64" Colour="0,0,0" />
      <Function ID="8" Name="5638-7962K" Display="'5638-7962K %.fK',5638~7962" Dmx="63~1" Colour="0,0,0" />
      <Function ID="9" Name="8000K" Display="'8000K'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="10" Name="Full Range" Display="'Full Range %.fK',2700~8000" Dmx="255~0" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour11" Name="Green Shift" Description="" Group="C">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Shift" Display="'No Shift'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="- Green" Display="'- Green %.1f%%',100.0~0.0" Dmx="1~127" Colour="255,255,255" />
      <Function ID="3" Name="No Shift" Display="'No Shift'" Dmx="128~128" Colour="255,255,255" />
      <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Col_Mix_Func" Name="Col Mix Func" Description="" Group="S">
      <Locate Locate="5" PowerOn="5" />
      <Function ID="1" Name="Global" Display="'Global'" Dmx="0~0" />
      <Function ID="2" Name="Maximum" Display="'Maximum'" Dmx="10~19" />
      <Function ID="3" Name="Minimum" Display="'Minimum'" Dmx="20~29" />
      <Function ID="4" Name="Multiply" Display="'Multiply'" Dmx="30~39" />
      <Function ID="5" Name="Addition" Display="'Addition'" Dmx="45~45" />
      <Function ID="6" Name="Subtraction" Display="'Subtraction'" Dmx="50~59" />
      <Function ID="7" Name="Inv Subtract" Display="'Inv Subtract'" Dmx="60~69" />
      <Function ID="8" Name="Global" Display="'Global'" Dmx="128~128" />
      <Function ID="9" Name="Crossfade" Display="'Crossfade %.1f%%',0.0~100.0" Dmx="129~254" />
      <Function ID="10" Name="Pixel" Display="'Pixel'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Virtual_Col" Name="Virtual Col" 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="Filter 4 Medium Bastard Amber" Display="'Filter 4 Medium Bastard Amber'" Dmx="1~2" Colour="255,255,255" />
      <Function ID="3" Name="Filter 25 Sunset Red" Display="'Filter 25 Sunset Red'" Dmx="3~4" Colour="255,255,255" />
      <Function ID="4" Name="Filter 19 Fire" Display="'Filter 19 Fire'" Dmx="5~6" Colour="255,255,255" />
      <Function ID="5" Name="Filter 26 Bright Red" Display="'Filter 26 Bright Red'" Dmx="7~8" Colour="255,255,255" />
      <Function ID="6" Name="Filter 58 Lavender" Display="'Filter 58 Lavender'" Dmx="9~10" Colour="255,255,255" />
      <Function ID="7" Name="Filter 68 Sky Blue" Display="'Filter 68 Sky Blue'" Dmx="11~12" Colour="255,255,255" />
      <Function ID="8" Name="Filter 36 Medium Blue" Display="'Filter 36 Medium Blue'" Dmx="13~14" Colour="255,255,255" />
      <Function ID="9" Name="Filter 89 Moss Green" Display="'Filter 89 Moss Green'" Dmx="15~16" Colour="255,255,255" />
      <Function ID="10" Name="Filter 88 Lime Green" Display="'Filter 88 Lime Green'" Dmx="17~18" Colour="255,255,255" />
      <Function ID="11" Name="Filter 90 Dark Yellow Green" Display="'Filter 90 Dark Yellow Green'" Dmx="19~20" Colour="255,255,255" />
      <Function ID="12" Name="Filter 49 Medium Purple" Display="'Filter 49 Medium Purple'" Dmx="21~22" Colour="255,255,255" />
      <Function ID="13" Name="Filter 52 Light Lavender" Display="'Filter 52 Light Lavender'" Dmx="23~24" Colour="255,255,255" />
      <Function ID="14" Name="Filter 102 Light Amber" Display="'Filter 102 Light Amber'" Dmx="25~26" Colour="255,255,255" />
      <Function ID="15" Name="Filter 103 Straw" Display="'Filter 103 Straw'" Dmx="27~28" Colour="255,255,255" />
      <Function ID="16" Name="Filter 140 Summer Blue" Display="'Filter 140 Summer Blue'" Dmx="29~30" Colour="255,255,255" />
      <Function ID="17" Name="Filter 124 Dark Green" Display="'Filter 124 Dark Green'" Dmx="31~32" Colour="255,255,255" />
      <Function ID="18" Name="Filter 106 Primary Red" Display="'Filter 106 Primary Red'" Dmx="33~34" Colour="255,255,255" />
      <Function ID="19" Name="Filter 111 Dark Pink" Display="'Filter 111 Dark Pink'" Dmx="35~36" Colour="255,255,255" />
      <Function ID="20" Name="Filter 115 Peacock Blue" Display="'Filter 115 Peacock Blue'" Dmx="37~38" Colour="255,255,255" />
      <Function ID="21" Name="Filter 126 Mauve" Display="'Filter 126 Mauve'" Dmx="39~40" Colour="255,255,255" />
      <Function ID="22" Name="Filter 117 Steel Blue" Display="'Filter 117 Steel Blue'" Dmx="41~42" Colour="255,255,255" />
      <Function ID="23" Name="Filter 118 Light Blue" Display="'Filter 118 Light Blue'" Dmx="43~44" Colour="255,255,255" />
      <Function ID="24" Name="Filter 122 Fern Green" Display="'Filter 122 Fern Green'" Dmx="45~46" Colour="255,255,255" />
      <Function ID="25" Name="Filter 182 Light Red" Display="'Filter 182 Light Red'" Dmx="47~48" Colour="255,255,255" />
      <Function ID="26" Name="Filter 121 Filter Green" Display="'Filter 121 Filter Green'" Dmx="49~50" Colour="255,255,255" />
      <Function ID="27" Name="Filter 128 Bright Pink" Display="'Filter 128 Bright Pink'" Dmx="51~52" Colour="255,255,255" />
      <Function ID="28" Name="Filter 131 Marine Blue" Display="'Filter 131 Marine Blue'" Dmx="53~54" Colour="255,255,255" />
      <Function ID="29" Name="Filter 132 Medium Blue" Display="'Filter 132 Medium Blue'" Dmx="55~56" Colour="255,255,255" />
      <Function ID="30" Name="Filter 134 Golden Amber" Display="'Filter 134 Golden Amber'" Dmx="57~58" Colour="255,255,255" />
      <Function ID="31" Name="Filter 135 Deep Golden Amber" Display="'Filter 135 Deep Golden Amber'" Dmx="59~60" Colour="255,255,255" />
      <Function ID="32" Name="Filter 136 Pale Lavender" Display="'Filter 136 Pale Lavender'" Dmx="61~62" Colour="255,255,255" />
      <Function ID="33" Name="Filter 137 Special Lavender" Display="'Filter 137 Special Lavender'" Dmx="63~64" Colour="255,255,255" />
      <Function ID="34" Name="Filter 138 Pale Green" Display="'Filter 138 Pale Green'" Dmx="65~66" Colour="255,255,255" />
      <Function ID="35" Name="Filter 798 Crysalis Pink" Display="'Filter 798 Crysalis Pink'" Dmx="67~68" Colour="255,255,255" />
      <Function ID="36" Name="Filter 141 Bright Blue" Display="'Filter 141 Bright Blue'" Dmx="69~70" Colour="255,255,255" />
      <Function ID="37" Name="Filter 147 Apricot" Display="'Filter 147 Apricot'" Dmx="71~72" Colour="255,255,255" />
      <Function ID="38" Name="Filter 148 Bright Rose" Display="'Filter 148 Bright Rose'" Dmx="73~74" Colour="255,255,255" />
      <Function ID="39" Name="Filter 152 Pale Gold" Display="'Filter 152 Pale Gold'" Dmx="75~76" Colour="255,255,255" />
      <Function ID="40" Name="Filter 154 Pale Rose" Display="'Filter 154 Pale Rose'" Dmx="77~78" Colour="255,255,255" />
      <Function ID="41" Name="Filter 157 Pink" Display="'Filter 157 Pink'" Dmx="79~80" Colour="255,255,255" />
      <Function ID="42" Name="Filter 143 Pale Navy Blue" Display="'Filter 143 Pale Navy Blue'" Dmx="81~82" Colour="255,255,255" />
      <Function ID="43" Name="Filter 162 Bastard Amber" Display="'Filter 162 Bastard Amber'" Dmx="83~84" Colour="255,255,255" />
      <Function ID="44" Name="Filter 164 Flame Red" Display="'Filter 164 Flame Red'" Dmx="85~86" Colour="255,255,255" />
      <Function ID="45" Name="Filter 165 Daylight Blue" Display="'Filter 165 Daylight Blue'" Dmx="87~88" Colour="255,255,255" />
      <Function ID="46" Name="Filter 169 Lilac Tint" Display="'Filter 169 Lilac Tint'" Dmx="89~90" Colour="255,255,255" />
      <Function ID="47" Name="Filter 170 Deep Lavender" Display="'Filter 170 Deep Lavender'" Dmx="91~92" Colour="255,255,255" />
      <Function ID="48" Name="Filter 172 Lagoon Blue" Display="'Filter 172 Lagoon Blue'" Dmx="93~94" Colour="255,255,255" />
      <Function ID="49" Name="Filter 194 Surprise Pink" Display="'Filter 194 Surprise Pink'" Dmx="95~96" Colour="255,255,255" />
      <Function ID="50" Name="Filter 180 Dark Lavender" Display="'Filter 180 Dark Lavender'" Dmx="97~98" Colour="255,255,255" />
      <Function ID="51" Name="Filter 181 Congo Blue" Display="'Filter 181 Congo Blue'" Dmx="99~100" Colour="255,255,255" />
      <Function ID="52" Name="Filter 197 Alice Blue" Display="'Filter 197 Alice Blue'" Dmx="101~102" Colour="255,255,255" />
      <Function ID="53" Name="Filter 201 Full CT Blue" Display="'Filter 201 Full CT Blue'" Dmx="103~104" Colour="255,255,255" />
      <Function ID="54" Name="Filter 202 Half CT Blue" Display="'Filter 202 Half CT Blue'" Dmx="105~106" Colour="255,255,255" />
      <Function ID="55" Name="Filter 203 Quarter CT Blue" Display="'Filter 203 Quarter CT Blue'" Dmx="107~108" Colour="255,255,255" />
      <Function ID="56" Name="Filter 204 Full CT Orange" Display="'Filter 204 Full CT Orange'" Dmx="109~110" Colour="255,255,255" />
      <Function ID="57" Name="Filter 219 Fluorescent Green" Display="'Filter 219 Fluorescent Green'" Dmx="111~112" Colour="255,255,255" />
      <Function ID="58" Name="Filter 206 Quarter CT Orange" Display="'Filter 206 Quarter CT Orange'" Dmx="113~114" Colour="255,255,255" />
      <Function ID="59" Name="Filter 247 Filter Minus Green" Display="'Filter 247 Filter Minus Green'" Dmx="115~116" Colour="255,255,255" />
      <Function ID="60" Name="Filter 248 Half Minus Green" Display="'Filter 248 Half Minus Green'" Dmx="117~118" Colour="255,255,255" />
      <Function ID="61" Name="Filter 281 Three Quarter CT Blue" Display="'Filter 281 Three Quarter CT Blue'" Dmx="119~120" Colour="255,255,255" />
      <Function ID="62" Name="Filter 285 Three Quarter CT Orange" Display="'Filter 285 Three Quarter CT Orange'" Dmx="121~122" Colour="255,255,255" />
      <Function ID="63" Name="Filter 352 Glacier Blue" Display="'Filter 352 Glacier Blue'" Dmx="123~124" Colour="255,255,255" />
      <Function ID="64" Name="Filter 353 Lighter Blue" Display="'Filter 353 Lighter Blue'" Dmx="125~126" Colour="255,255,255" />
      <Function ID="65" Name="Filter 507 Madge" Display="'Filter 507 Madge'" Dmx="127~128" Colour="255,255,255" />
      <Function ID="66" Name="Filter 778 Millennium Gold" Display="'Filter 778 Millennium Gold'" Dmx="129~130" Colour="255,255,255" />
      <Function ID="67" Name="Filter 793 Vanity Fair" Display="'Filter 793 Vanity Fair'" Dmx="131~132" Colour="255,255,255" />
      <Function ID="68" Name="Raw DMX" Display="'Raw DMX %.f',133~235" Dmx="133~235" Colour="255,255,255" />
      <Function ID="69" Name="Scroll w/ Fade" Display="'Scroll w/ Fade %.f%%',0~100" Dmx="236~245" Colour="255,255,255" />
      <Function ID="70" Name="Scroll no Fade" Display="'Scroll no Fade %.f%%',0~100" Dmx="246~255" Colour="255,255,255" />
    </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="32~32" />
      <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="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="159~144" />
    </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="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (Wash), 19 DMX" Channels="19" Id="5990b46f-d27d-4fda-a40b-4c68ae78cc62">
    <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>
    <Include>
      <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
      <Attribute ID="LED_Freq_Sel" ChannelOffset="2" Wheel="25" />
      <Attribute ID="LED_Freq_Adj" ChannelOffset="3" Wheel="26" />
      <Attribute ID="CTC" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Reserved" ChannelOffset="6" Wheel="29" />
      <Attribute ID="Col_Mix_Func" ChannelOffset="7" Wheel="27" />
      <Attribute ID="Virtual_Col" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="10,11" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="12,13" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="14,15" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="16,17" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="18,19" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (Individual LED Modules), 83 DMX" Channels="83" Id="c40a9b0c-a29b-4fd3-9b42-27444a9ec1ae">
    <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>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
        <Attribute ID="LED_Freq_Sel" ChannelOffset="2" Wheel="25" />
        <Attribute ID="LED_Freq_Adj" ChannelOffset="3" Wheel="26" />
        <Attribute ID="CTC" ChannelOffset="4" Wheel="7" />
        <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" />
        <Attribute ID="Reserved" ChannelOffset="6" Wheel="29" />
        <Attribute ID="Col_Mix_Func" ChannelOffset="7" Wheel="27" />
        <Attribute ID="Virtual_Col" ChannelOffset="8" Wheel="9" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="10,11" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="12" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="20" ModeLink="Cell" X="1" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="28" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="36" ModeLink="Cell" X="3" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="44" ModeLink="Cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="52" ModeLink="Cell" X="5" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="60" ModeLink="Cell" X="6" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="68" ModeLink="Cell" X="7" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="76" ModeLink="Cell" X="8" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 3 (Simple), 5 DMX" Channels="5" Id="10390b10-7434-4e30-a518-5668991e8bf0">
    <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>
    <Include>
      <Attribute ID="CTC" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Colour11" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Virtual_Col" ChannelOffset="3" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (One Channel Mode), 1 DMX" Channels="1" Id="8a0f5143-ab1f-4bcc-80b2-4eb47f438b90">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Cell" Channels="8" Hidden="True" Id="afd9c892-fb11-45ff-a5e0-4444fb6909fd">
    <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>
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Wired DMX">
      <Set Channel="Control:2,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Wireless DMX">
      <Set Channel="Control:3,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:4,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:5,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Col Mixing Mode RGBA">
      <Set Channel="Control:6,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Col Mixing Mode CMY">
      <Set Channel="Control:7,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:8,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:9,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:10,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:11,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="White Point 8000K On">
      <Set Channel="Control:12,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="White Point 8000K Off">
      <Set Channel="Control:13,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation 750W">
      <Set Channel="Control:14" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation 1000W">
      <Set Channel="Control:15" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation 1200W">
      <Set Channel="Control:16" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation 2000W">
      <Set Channel="Control:17" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation 2500W">
      <Set Channel="Control:18" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation Off">
      <Set Channel="Control:19" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="CTC Standard (2700-8000K)">
      <Set Channel="Control:20" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="CTC Extended (1700-10000K)">
      <Set Channel="Control:21" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Module Mirror On">
      <Set Channel="Control:22" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Module Mirror Off">
      <Set Channel="Control:23" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Save LED Module Mirror">
      <Set Channel="Control:24" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Quiet Mode">
      <Set Channel="Control:25" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>