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V-Show AURA1904 (V-Show_AURA1904.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="AURA1904" ShortName="AURA1904" Company="V-Show" Version="16">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>29d7915d-4600-43c5-8c0d-fec7e39b40fc</Thumbnail>
  <History Date="20-09-11" Author="John Rogers" Comment="Created" Version="1" />
  <History Date="06-10-11" Author="Nic Morris" Comment="Simplified shutter.  Fixed Aura Colour update and conditionals.  Added macros." Version="2" />
  <History Date="14-10-11" Author="John Rogers" Comment="Added 14 DMX mode." Version="3" />
  <History Date="25-11-11" Author="John Rogers" Comment="Added display name." Version="4" />
  <History Date="13-03-12" Author="Peter Budd" Comment="Unhid Cells called them Beam and Aura." Version="5" />
  <History Date="04-05-12" Author="Peter Budd" Comment="Added a physical pan tilt speed from the Robe 300LED Wash" Version="6" />
  <History Date="17-05-12" Author="Gregory Haynes" Comment="Renamed cells to 'Beam Part' and 'Aura Part'" Version="7" />
  <History Date="19-11-12" Author="Peter Budd" Comment="Updated to bring P/T, Zoom, Effects and Control channels back into master fixture in 25 DMX mode." Version="8" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information. Added RDM Fixture information. Added RDM Mode information." Version="9" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." Version="10" />
  <History Date="20-03-14" Author="Nic Morris" Comment="Changed 25 DMX pearl ref to match 14 DMX for vis" Version="11" />
  <History Date="01-07-14" Author="Peter Budd" Comment="Ended the cell with a number so the 25 DMX  mode will exchange in 7." Version="12" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="13" />
  <History Date="07-07-16" Author="Nic Morris" Comment="Removed broken condition from pan.  Removed aura cell attribute links." Version="14" />
  <History Date="14-04-21" Author="Nic Morris" Comment="Changed shutter open to 255 for improved compatibility.  Added product thumbnail." Version="15" />
  <History Date="01-02-22" Author="Nic Morris" Comment="Created from Martin MAC Aura (poor documentation)" Version="16" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f1109ff9-f71e-402f-8029-a8fbedb11ded" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~25" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="124~110" Intensity="0~0" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="84~70" Intensity="0~0" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="104~90" Intensity="0~0" />
      <Function ID="7" Name="Rnd Op Pulse" Display="'Rnd Op Pulse %.f%%',0~100" Dmx="144~130" Intensity="0~0" />
      <Function ID="8" Name="Rnd Cl Pulse" Display="'Rnd Cl Pulse %.f%%',0~100" Dmx="164~150" Intensity="0~0" />
      <Function ID="9" Name="Burst Pulse" Display="'Burst Pulse %.f%%',0~100" Dmx="184~170" Intensity="0~0" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" Intensity="0~0" />
      <Function ID="11" Name="Sine Wave" Display="'Sine Wave %.f%%',0~100" Dmx="224~210" Intensity="0~0" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <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="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="Reset" Display="'Reset'" Dmx="10~14" />
      <Function ID="3" Name="PTSP Normal" Display="'PTSP Normal'" Dmx="40~44" />
      <Function ID="4" Name="PTSP Fast" Display="'PTSP Fast'" Dmx="45~49" />
      <Function ID="5" Name="PTSP Slow" Display="'PTSP Slow'" Dmx="50~54" />
      <Function ID="6" Name="Fan Full" Display="'Fan Full'" Dmx="60~64" />
      <Function ID="7" Name="Fan Regulated" Display="'Fan Regulated'" Dmx="70~74" />
      <Function ID="8" Name="RGB Control" Display="'RGB Control'" Dmx="90~94" />
      <Function ID="9" Name="Raw Control" Display="'Raw Control'" Dmx="100~104" />
      <Function ID="10" Name="Fast Dimming" Display="'Fast Dimming'" Dmx="110~114" />
      <Function ID="11" Name="Smooth Dimming" Display="'Smooth Dimming'" Dmx="120~124" />
      <Function ID="12" Name="Display On" Display="'Display On'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="35,36,37,38" If="'Colour1Func'==2" />
      <Condition Name="Random" ID="39,40,41,42" If="'Colour1Func'==3" />
      <Else ID="43" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="LEE 790" Display="'LEE 790'" Dmx="10~14" Colour="255,180,165" />
      <Function ID="3" Name="LEE 157" Display="'LEE 157'" Dmx="15~19" Colour="255,146,163" />
      <Function ID="4" Name="LEE 332" Display="'LEE 332'" Dmx="20~24" Colour="255,55,135" />
      <Function ID="5" Name="LEE 328" Display="'LEE 328'" Dmx="25~29" Colour="255,100,200" />
      <Function ID="6" Name="LEE 345" Display="'LEE 345'" Dmx="30~34" Colour="205,110,215" />
      <Function ID="7" Name="LEE 194" Display="'LEE 194'" Dmx="35~39" Colour="190,140,240" />
      <Function ID="8" Name="LEE 181" Display="'LEE 181'" Dmx="40~44" Colour="80,0,170" />
      <Function ID="9" Name="LEE 071" Display="'LEE 071'" Dmx="45~49" Colour="0,0,180" />
      <Function ID="10" Name="LEE 120" Display="'LEE 120'" Dmx="50~54" Colour="0,95,190" />
      <Function ID="11" Name="LEE 079" Display="'LEE 079'" Dmx="55~59" Colour="60,140,210" />
      <Function ID="12" Name="LEE 132" Display="'LEE 132'" Dmx="60~64" Colour="0,160,220" />
      <Function ID="13" Name="LEE 200" Display="'LEE 200'" Dmx="65~69" Colour="145,190,245" />
      <Function ID="14" Name="LEE 161" Display="'LEE 161'" Dmx="70~74" Colour="125,210,245" />
      <Function ID="15" Name="LEE 201" Display="'LEE 201'" Dmx="75~79" Colour="195,225,250" />
      <Function ID="16" Name="LEE 202" Display="'LEE 202'" Dmx="80~84" Colour="215,240,255" />
      <Function ID="17" Name="LEE 117" Display="'LEE 117'" Dmx="85~89" Colour="180,250,245" />
      <Function ID="18" Name="LEE 353" Display="'LEE 353'" Dmx="90~94" Colour="97,232,227" />
      <Function ID="19" Name="LEE 118" Display="'LEE 118'" Dmx="95~99" Colour="0,225,235" />
      <Function ID="20" Name="LEE 116" Display="'LEE 116'" Dmx="100~104" Colour="0,200,185" />
      <Function ID="21" Name="LEE 124" Display="'LEE 124'" Dmx="105~109" Colour="0,220,120" />
      <Function ID="22" Name="LEE 139" Display="'LEE 139'" Dmx="110~114" Colour="75,195,0" />
      <Function ID="23" Name="LEE 089" Display="'LEE 089'" Dmx="115~119" Colour="90,220,90" />
      <Function ID="24" Name="LEE 122" Display="'LEE 122'" Dmx="120~124" Colour="120,250,110" />
      <Function ID="25" Name="LEE 738" Display="'LEE 738'" Dmx="125~129" Colour="170,255,0" />
      <Function ID="26" Name="LEE 088" Display="'LEE 088'" Dmx="130~134" Colour="220,255,100" />
      <Function ID="27" Name="LEE 100" Display="'LEE 100'" Dmx="135~139" Colour="245,255,0" />
      <Function ID="28" Name="LEE 104" Display="'LEE 104'" Dmx="140~144" Colour="255,220,0" />
      <Function ID="29" Name="LEE 179" Display="'LEE 179'" Dmx="145~149" Colour="255,190,0" />
      <Function ID="30" Name="LEE 105" Display="'LEE 105'" Dmx="150~154" Colour="255,160,0" />
      <Function ID="31" Name="LEE 021" Display="'LEE 021'" Dmx="155~159" Colour="255,140,50" />
      <Function ID="32" Name="LEE 778" Display="'LEE 778'" Dmx="160~164" Colour="255,118,0" />
      <Function ID="33" Name="LEE 135" Display="'LEE 135'" Dmx="165~169" Colour="255,95,0" />
      <Function ID="34" Name="LEE 164" Display="'LEE 164'" Dmx="170~174" Colour="255,50,0" />
      <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="202~207" Colour="255,255,255" />
      <Function ID="36" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="180~201" Colour="0,0,0" />
      <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="202~207" Colour="255,255,255" />
      <Function ID="38" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="208~229" Colour="0,0,0" />
      <Function ID="39" Name="Open" Display="'Open'" Dmx="250~255" Colour="255,255,255" />
      <Function ID="40" Name="Slow" Display="'Slow'" Dmx="245~249" Colour="0,0,0" />
      <Function ID="41" Name="Medium" Display="'Medium'" Dmx="240~244" Colour="0,0,0" />
      <Function ID="42" Name="Fast" Display="'Fast'" Dmx="235~239" Colour="0,0,0" />
      <Function ID="43" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="'%.fK',2500~10000" Dmx="255~20" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Effect1" Name="Effect 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Effect_Speed1" Name="Effect 1 Speed" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect2" Name="Effect 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Effect_Speed2" Name="Effect 2 Speed" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Sync" Name="Effect Sync" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Sync" Display="'No Sync'" Dmx="0~0" />
      <Function ID="2" Name="Sync" Display="'Sync %.1f%%',0.0~100.0" Dmx="6~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="5.6 kg" />
      <Size Height="360 mm" Width="196 mm" Depth="133 mm" />
      <Focus Type="Head" PanMax="540" TiltMax="232" PanMaxSpeed="225" TiltMaxSpeed="300" />
    </Physical>
    <AtlaBase ModeID="c5c0a0fd-875e-40db-91a6-71a38cf6482a" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="4,5" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="6,7" Wheel="3" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="14" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="25 DMX" Channels="25">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="5.6 kg" />
      <Size Height="360 mm" Width="196 mm" Depth="133 mm" />
      <Focus Type="Head" PanMax="540" TiltMax="232" PanMaxSpeed="225" TiltMaxSpeed="300" />
    </Physical>
    <AtlaBase ModeID="768e0538-5555-4d53-8dc4-fb41b6ef3174" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour1Func" Wheel="7" />
        <Attribute ID="Colour1" Wheel="8" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
        <Attribute ID="Pan" ChannelOffset="4,5" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="6,7" Wheel="3" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
        <Attribute ID="CTO" ChannelOffset="14" Wheel="9" />
        <Attribute ID="Effect1" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Effect_Speed1" ChannelOffset="16" Wheel="23" />
        <Attribute ID="Effect2" ChannelOffset="17" Wheel="24" />
        <Attribute ID="Effect_Speed2" ChannelOffset="18" Wheel="52" />
        <Attribute ID="Effect_Sync" ChannelOffset="19" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="1" ModeLink="Beam Cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell2" Name="Aura" ChannelOffset="20" ModeLink="Aura Cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Beam Cell" Channels="7" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="5.6 kg" />
      <Size Height="360 mm" Width="196 mm" Depth="133 mm" />
      <Focus Type="Head" PanMax="540" TiltMax="232" PanMaxSpeed="225" TiltMaxSpeed="300" />
    </Physical>
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="Aura Cell" Channels="6" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="5.6 kg" />
      <Size Height="360 mm" Width="196 mm" Depth="133 mm" />
      <Focus Type="Head" PanMax="540" TiltMax="232" PanMaxSpeed="225" TiltMaxSpeed="300" />
    </Physical>
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PTSP Normal">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PTSP Fast">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PTSP Slow">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Regulated">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RGB Control">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Raw Control">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fast Dimming">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth Dimming">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:12" Delay="6000" />
      <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="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="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>
    <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>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>