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Pro Light ST 3000 LED (Pro Light_ST 3000 LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ST 3000 LED" ShortName="ST 3K LED" Company="Pro Light" Version="5">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>9d23bfd8-24f6-4117-8bcb-f69d46673f6a</Thumbnail>
  <History Date="30-12-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" />
  <History Date="05-12-19" Author="Nic Morris" Comment="Added product thumbnail.  Fixed missing cell links in response to bug report." Version="3" />
  <History Date="29-03-20" Author="Nic Morris" Comment="Created from Martin Atomic 3000 LED (note range conflicts and 14 channel mode charts are missing some assignments. assumed identical)" Version="4" />
  <History Date="01-04-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0c520446-cc19-4dab-b83e-2e7fe1e2c31d" />
  <Control>
    <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="Duration" Name="Beam Duration" Description="" Group="I">
      <Locate Locate="1:7" PowerOn="1:7" />
      <Function ID="1" Name="Duration" Display="'%.fms',7.0~650.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Beam Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Effect" Name="Beam Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="6~42" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="43~85" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="172~214" />
      <Function ID="7" Name="Spikes" Display="'Spikes'" Dmx="215~255" />
    </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="Dim Linear" Display="'Dim Linear'" Dmx="23~23" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" />
      <Function ID="5" Name="Dim Inv Sq" Display="'Dim Inv Sq'" Dmx="25~25" />
      <Function ID="6" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" />
      <Function ID="7" Name="Video Track ON" Display="'Video Track ON'" Dmx="36~36" />
      <Function ID="8" Name="Video Track OFF" Display="'Video Track OFF'" Dmx="37~37" />
      <Function ID="9" Name="Display ON" Display="'Display ON'" Dmx="52~52" />
      <Function ID="10" Name="Display OFF" Display="'Display OFF'" Dmx="53~53" />
      <Function ID="11" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" />
      <Function ID="12" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" />
      <Function ID="13" Name="Fan Med" Display="'Fan Med'" Dmx="56~56" />
      <Function ID="14" Name="Fan Low" Display="'Fan Low'" Dmx="57~57" />
      <Function ID="15" Name="Fan Ultra Low" Display="'Fan Ultra Low'" Dmx="58~58" />
      <Function ID="16" Name="Strobe LED" Display="'Strobe LED'" Dmx="59~59" />
      <Function ID="17" Name="Strobe Xenon" Display="'Strobe Xenon'" Dmx="60~60" />
    </Attribute>
    <Attribute ID="FX_Sel" Name="FX Sel" Description="" Group="E">
      <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="FX_Adj" Name="FX Adj" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.f%%',100~0" Dmx="255~129" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="127~128" />
      <Function ID="3" Name="REV" Display="'REV %.f%%',0~100" Dmx="126~0" />
    </Attribute>
    <Attribute ID="FX_Sync" Name="FX 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="Offset 10°" Display="'Offset 10°'" Dmx="1~1" />
      <Function ID="3" Name="Offset 20°" Display="'Offset 20°'" Dmx="2~2" />
      <Function ID="4" Name="Offset 30°" Display="'Offset 30°'" Dmx="3~3" />
      <Function ID="5" Name="Offset 40°" Display="'Offset 40°'" Dmx="4~4" />
      <Function ID="6" Name="Offset 50°" Display="'Offset 50°'" Dmx="5~5" />
      <Function ID="7" Name="Offset 60°" Display="'Offset 60°'" Dmx="6~6" />
      <Function ID="8" Name="Offset 70°" Display="'Offset 70°'" Dmx="7~7" />
      <Function ID="9" Name="Offset 80°" Display="'Offset 80°'" Dmx="8~8" />
      <Function ID="10" Name="Offset 90°" Display="'Offset 90°'" Dmx="9~9" />
      <Function ID="11" Name="Offset 100°" Display="'Offset 100°'" Dmx="10~10" />
      <Function ID="12" Name="Offset 110°" Display="'Offset 110°'" Dmx="11~11" />
      <Function ID="13" Name="Offset 120°" Display="'Offset 120°'" Dmx="12~12" />
      <Function ID="14" Name="Offset 130°" Display="'Offset 130°'" Dmx="13~13" />
      <Function ID="15" Name="Offset 140°" Display="'Offset 140°'" Dmx="14~14" />
      <Function ID="16" Name="Offset 150°" Display="'Offset 150°'" Dmx="15~15" />
      <Function ID="17" Name="Offset 160°" Display="'Offset 160°'" Dmx="16~16" />
      <Function ID="18" Name="Offset 170°" Display="'Offset 170°'" Dmx="17~17" />
      <Function ID="19" Name="Offset 180°" Display="'Offset 180°'" Dmx="18~18" />
      <Function ID="20" Name="Offset 190°" Display="'Offset 190°'" Dmx="19~19" />
      <Function ID="21" Name="Offset 200°" Display="'Offset 200°'" Dmx="20~20" />
      <Function ID="22" Name="Offset 210°" Display="'Offset 210°'" Dmx="21~21" />
      <Function ID="23" Name="Offset 220°" Display="'Offset 220°'" Dmx="22~22" />
      <Function ID="24" Name="Offset 230°" Display="'Offset 230°'" Dmx="23~23" />
      <Function ID="25" Name="Offset 240°" Display="'Offset 240°'" Dmx="24~24" />
      <Function ID="26" Name="Offset 250°" Display="'Offset 250°'" Dmx="25~25" />
      <Function ID="27" Name="Offset 260°" Display="'Offset 260°'" Dmx="26~26" />
      <Function ID="28" Name="Offset 270°" Display="'Offset 270°'" Dmx="27~27" />
      <Function ID="29" Name="Offset 280°" Display="'Offset 280°'" Dmx="28~28" />
      <Function ID="30" Name="Offset 290°" Display="'Offset 290°'" Dmx="29~29" />
      <Function ID="31" Name="Offset 300°" Display="'Offset 300°'" Dmx="30~30" />
      <Function ID="32" Name="Offset 310°" Display="'Offset 310°'" Dmx="31~31" />
      <Function ID="33" Name="Offset 320°" Display="'Offset 320°'" Dmx="32~32" />
      <Function ID="34" Name="Offset 330°" Display="'Offset 330°'" Dmx="33~33" />
      <Function ID="35" Name="Offset 340°" Display="'Offset 340°'" Dmx="34~34" />
      <Function ID="36" Name="Offset 350°" Display="'Offset 350°'" Dmx="35~35" />
      <Function ID="37" Name="All Sync" Display="'All Sync'" Dmx="36~36" />
      <Function ID="38" Name="Rnd Start" Display="'Rnd Start'" Dmx="101~120" />
      <Function ID="39" Name="Rnd Duration" Display="'Rnd Duration'" Dmx="121~140" />
    </Attribute>
    <Attribute ID="Aura_Shutter" Name="Aura 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="20~49" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="211~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Red" Name="Aura 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="Aura 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="Aura 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="Colour1Func" Name="Aura Col 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="Aura Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="38,39,40,41" If="'Colour1Func'==2" />
      <Condition Name="Random" ID="42,43,44" If="'Colour1Func'==3" />
      <Else ID="45" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="11~15" Colour="255,180,165" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~20" Colour="255,146,163" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~25" Colour="255,55,135" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="26~30" Colour="255,100,200" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="31~35" Colour="205,110,215" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="36~40" Colour="190,140,240" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="41~45" Colour="80,0,170" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="46~50" Colour="0,0,180" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="51~55" Colour="0,95,190" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="56~60" Colour="60,140,210" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="61~65" Colour="0,160,220" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="66~70" Colour="145,190,245" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="71~75" Colour="125,210,245" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="76~80" Colour="195,225,250" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="81~85" Colour="215,240,255" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="86~90" Colour="180,250,245" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="91~95" Colour="97,232,227" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="96~100" Colour="0,225,235" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="101~105" Colour="0,200,185" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="106~110" Colour="0,220,120" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="111~115" Colour="75,195,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="116~120" Colour="90,220,90" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="121~125" Colour="120,250,110" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="126~130" Colour="170,255,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="131~135" Colour="220,255,100" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="136~140" Colour="245,255,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="141~145" Colour="255,220,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="146~150" Colour="255,190,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="151~155" Colour="255,160,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="156~160" Colour="255,140,50" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="161~165" Colour="255,118,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="166~170" Colour="255,95,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="171~175" Colour="255,50,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="176~180" Colour="255,0,255" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="181~185" Colour="255,128,255" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="186~190" Colour="255,255,255" />
      <Function ID="38" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="255,255,255" />
      <Function ID="39" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~214" Colour="0,0,0" />
      <Function ID="40" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="255,255,255" />
      <Function ID="41" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="220~243" Colour="0,0,0" />
      <Function ID="42" Name="Fast" Display="'Fast'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="43" Name="Medium" Display="'Medium'" Dmx="248~251" Colour="0,0,0" />
      <Function ID="44" Name="Slow" Display="'Slow'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="45" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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>
    <AtlaBase ModeID="0e961042-049a-44b6-be90-311af3f9bfc3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <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>
    <AtlaBase ModeID="38b2c618-22fd-47e6-a062-1631219d3667" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <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>
    <AtlaBase ModeID="beb4329d-f639-447d-9026-63f7e5607ca8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" Wheel="5" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Effect" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
        <Attribute ID="FX_Sel" ChannelOffset="6" Wheel="52" />
        <Attribute ID="FX_Adj" ChannelOffset="7" Wheel="53" />
        <Attribute ID="FX_Sync" ChannelOffset="8" Wheel="54" />
        <Attribute ID="Aura_Shutter" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Colour1Func" Wheel="7" />
        <Attribute ID="Colour1" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="1" ModeLink="Beam cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell2" Name="Aura" ChannelOffset="9" ModeLink="Aura cell" X="0" Y="1">
        <AttributeLink SourceId="Aura_Shutter" TargetId="Aura_Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Aura cell" Channels="6" Hidden="True">
    <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="Aura_Shutter" ChannelOffset="1" Wheel="6" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="Beam cell" Channels="4" Hidden="True">
    <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" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Sq">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Video Track ON">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Video Track OFF">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display ON">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display OFF">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Med">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Ultra Low">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Strobe LED">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Strobe Xenon">
      <Set Channel="Control:17" 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>
  </Palettes>
  <swatchLibrary>
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</Swatch>
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</Fixture>