View Personality

Martin ELP PAR (Martin_ELP PAR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ELP PAR" ShortName="ELP PAR" Company="Martin" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>95ff2934-1135-4508-8223-8aaf3b07fe64</Thumbnail>
  <History Date="14-03-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-07-22" Author="Nic Morris" Comment="Updated in line with latest charts.  Added Atlabase ID's.  Added product thumbnail" Version="1" />
  <History Date="19-10-22" Author="Nic Morris" Comment="Added dim spd control functions and macros in line with latest documentation in response to manufacturer request." Version="2" />
  <History Date="18-09-23" Author="Nic Morris" Comment="Updated in line with latest charts (revises CTC ranges, adds Compact 9 channel mode and renames 14 channel mode from '14 DMX' to 'Basic, 14 DMX')" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="75faa368-0636-4cca-ac62-20c53dd755e8" />
  <Control>
    <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="30~30" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" />
    </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="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="2:6000" PowerOn="2:6000" />
      <Function ID="1" Name="1800-6000K" Display="'1800-6000K %.fK',1800~6000" Dmx="34~118" Colour="255,240,200" />
      <Function ID="2" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="128~128" Colour="255,240,200" />
      <Function ID="3" Name="6500-12850K" Display="'6500-12850K %.fK',6000~12850" Dmx="128~255" Colour="255,240,200" />
    </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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="50,51,52,53" If="'Colour1Func'==2" />
      <Condition Name="Random" ID="54,55,56,57" If="'Colour1Func'==3" />
      <Else ID="58" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Moroccan Pink (LEE 790)" Display="'Moroccan Pink (LEE 790)'" Dmx="11~12" Colour="0,0,0" />
      <Function ID="3" Name="Pink (LEE 157)" Display="'Pink (LEE 157)'" Dmx="13~14" Colour="0,0,0" />
      <Function ID="4" Name="Special Rose Pink (LEE 332)" Display="'Special Rose Pink (LEE 332)'" Dmx="15~16" Colour="0,0,0" />
      <Function ID="5" Name="Follies Pink (LEE 328)" Display="'Follies Pink (LEE 328)'" Dmx="17~18" Colour="0,0,0" />
      <Function ID="6" Name="Fuchsia Pink (LEE 345)" Display="'Fuchsia Pink (LEE 345)'" Dmx="19~20" Colour="0,0,0" />
      <Function ID="7" Name="Surprise Pink (LEE 194)" Display="'Surprise Pink (LEE 194)'" Dmx="21~22" Colour="0,0,0" />
      <Function ID="8" Name="Congo Blue (LEE 181)" Display="'Congo Blue (LEE 181)'" Dmx="23~24" Colour="0,0,0" />
      <Function ID="9" Name="Tokyo Blue (LEE 071)" Display="'Tokyo Blue (LEE 071)'" Dmx="25~26" Colour="0,0,0" />
      <Function ID="10" Name="Deep Blue (LEE 120)" Display="'Deep Blue (LEE 120)'" Dmx="27~28" Colour="0,0,0" />
      <Function ID="11" Name="Just Blue (LEE 079)" Display="'Just Blue (LEE 079)'" Dmx="29~30" Colour="0,0,0" />
      <Function ID="12" Name="Medium Blue (LEE 132)" Display="'Medium Blue (LEE 132)'" Dmx="31~32" Colour="0,0,0" />
      <Function ID="13" Name="Double CT Blue (LEE 200)" Display="'Double CT Blue (LEE 200)'" Dmx="33~34" Colour="0,0,0" />
      <Function ID="14" Name="Slate Blue (LEE 161)" Display="'Slate Blue (LEE 161)'" Dmx="35~36" Colour="0,0,0" />
      <Function ID="15" Name="Full CT Blue (LEE 201)" Display="'Full CT Blue (LEE 201)'" Dmx="37~38" Colour="0,0,0" />
      <Function ID="16" Name="Half CT Blue (LEE 202)" Display="'Half CT Blue (LEE 202)'" Dmx="39~40" Colour="0,0,0" />
      <Function ID="17" Name="Steel Blue (LEE 117)" Display="'Steel Blue (LEE 117)'" Dmx="41~42" Colour="0,0,0" />
      <Function ID="18" Name="Lighter Blue (LEE 353)" Display="'Lighter Blue (LEE 353)'" Dmx="43~44" Colour="0,0,0" />
      <Function ID="19" Name="Light Blue (LEE 118)" Display="'Light Blue (LEE 118)'" Dmx="45~46" Colour="0,0,0" />
      <Function ID="20" Name="Medium Blue Green (LEE 116)" Display="'Medium Blue Green (LEE 116)'" Dmx="47~48" Colour="0,0,0" />
      <Function ID="21" Name="Dark Green (LEE 124)" Display="'Dark Green (LEE 124)'" Dmx="49~50" Colour="0,0,0" />
      <Function ID="22" Name="Primary Green (LEE 139)" Display="'Primary Green (LEE 139)'" Dmx="51~52" Colour="0,0,0" />
      <Function ID="23" Name="Moss Green (LEE 089)" Display="'Moss Green (LEE 089)'" Dmx="53~54" Colour="0,0,0" />
      <Function ID="24" Name="Fern Green (LEE 122)" Display="'Fern Green (LEE 122)'" Dmx="55~56" Colour="0,0,0" />
      <Function ID="25" Name="Jas Green (LEE 738)" Display="'Jas Green (LEE 738)'" Dmx="57~58" Colour="0,0,0" />
      <Function ID="26" Name="Lime Green (LEE 088)" Display="'Lime Green (LEE 088)'" Dmx="59~60" Colour="0,0,0" />
      <Function ID="27" Name="Spring Yellow (LEE 100)" Display="'Spring Yellow (LEE 100)'" Dmx="61~62" Colour="0,0,0" />
      <Function ID="28" Name="Deep Amber (LEE 104)" Display="'Deep Amber (LEE 104)'" Dmx="63~64" Colour="0,0,0" />
      <Function ID="29" Name="Chrome Orange (LEE 179)" Display="'Chrome Orange (LEE 179)'" Dmx="65~66" Colour="0,0,0" />
      <Function ID="30" Name="Orange (LEE 105)" Display="'Orange (LEE 105)'" Dmx="67~68" Colour="0,0,0" />
      <Function ID="31" Name="Gold Amber (LEE 021)" Display="'Gold Amber (LEE 021)'" Dmx="69~70" Colour="0,0,0" />
      <Function ID="32" Name="Millennium Gold (LEE 778)" Display="'Millennium Gold (LEE 778)'" Dmx="71~72" Colour="0,0,0" />
      <Function ID="33" Name="Deep Golden Amber (LEE 135)" Display="'Deep Golden Amber (LEE 135)'" Dmx="73~74" Colour="0,0,0" />
      <Function ID="34" Name="Flame Red (LEE 164)" Display="'Flame Red (LEE 164)'" Dmx="75~76" Colour="0,0,0" />
      <Function ID="35" Name="Red Magenta (LEE 113)" Display="'Red Magenta (LEE 113)'" Dmx="77~78" Colour="0,0,0" />
      <Function ID="36" Name="Medium Lavender (LEE 343)" Display="'Medium Lavender (LEE 343)'" Dmx="79~80" Colour="0,0,0" />
      <Function ID="37" Name="Pure White (White LEDs only)" Display="'Pure White (White LEDs only)'" Dmx="81~82" Colour="0,0,0" />
      <Function ID="38" Name="Pure Red (Red LEDs only)" Display="'Pure Red (Red LEDs only)'" Dmx="83~84" Colour="0,0,0" />
      <Function ID="39" Name="Pure Yellow (Red+Green LEDs only)" Display="'Pure Yellow (Red+Green LEDs only)'" Dmx="85~86" Colour="0,0,0" />
      <Function ID="40" Name="Pure Green (Green LEDs only)" Display="'Pure Green (Green LEDs only)'" Dmx="87~88" Colour="0,0,0" />
      <Function ID="41" Name="Pure Cyan (Green+Blue LEDs only)" Display="'Pure Cyan (Green+Blue LEDs only)'" Dmx="89~90" Colour="0,0,0" />
      <Function ID="42" Name="Pure Blue (Blue LEDs only)" Display="'Pure Blue (Blue LEDs only)'" Dmx="91~92" Colour="0,0,0" />
      <Function ID="43" Name="Pure Magenta (Blue+Red LEDs only)" Display="'Pure Magenta (Blue+Red LEDs only)'" Dmx="93~94" Colour="0,0,0" />
      <Function ID="44" Name="Peacock Blue (LEE 115)" Display="'Peacock Blue (LEE 115)'" Dmx="95~96" Colour="0,0,0" />
      <Function ID="45" Name="Dark Lavender (LEE 180)" Display="'Dark Lavender (LEE 180)'" Dmx="97~98" Colour="0,0,0" />
      <Function ID="46" Name="Double CT Orange (LEE 287)" Display="'Double CT Orange (LEE 287)'" Dmx="99~100" Colour="0,0,0" />
      <Function ID="47" Name="Full CT Orange (LEE 204)" Display="'Full CT Orange (LEE 204)'" Dmx="101~102" Colour="0,0,0" />
      <Function ID="48" Name="Half CT Orange (LEE 205)" Display="'Half CT Orange (LEE 205)'" Dmx="103~104" Colour="0,0,0" />
      <Function ID="49" Name="Deep Straw (LEE 015)" Display="'Deep Straw (LEE 015)'" Dmx="105~106" Colour="0,0,0" />
      <Function ID="50" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="51" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~214" Colour="0,0,0" />
      <Function ID="52" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="0,0,0" />
      <Function ID="53" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="220~243" Colour="0,0,0" />
      <Function ID="54" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="55" Name="Rnd Slow" Display="'Rnd Slow'" Dmx="252~255" Colour="255,255,255" />
      <Function ID="56" Name="Rnd Med" Display="'Rnd Med'" Dmx="248~251" Colour="255,255,255" />
      <Function ID="57" Name="Rnd Fast" Display="'Rnd Fast'" Dmx="244~247" Colour="255,255,255" />
      <Function ID="58" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="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 Fixture" Display="'Reset Fixture'" Dmx="10~14" />
      <Function ID="3" Name="Reset Beam" Display="'Reset Beam'" Dmx="17~17" />
      <Function ID="4" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" />
      <Function ID="5" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" />
      <Function ID="6" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="25~25" />
      <Function ID="7" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" />
      <Function ID="8" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="31~31" />
      <Function ID="9" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="32~32" />
      <Function ID="10" Name="Col Mode Extended" Display="'Col Mode Extended'" Dmx="38~38" />
      <Function ID="11" Name="Col Mode Calibrated" Display="'Col Mode Calibrated'" Dmx="39~39" />
      <Function ID="12" Name="Col Mode Raw" Display="'Col Mode Raw'" Dmx="40~40" />
      <Function ID="13" Name="Display On" Display="'Display On'" Dmx="52~52" />
      <Function ID="14" Name="Display Off" Display="'Display Off'" Dmx="53~53" />
      <Function ID="15" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" />
      <Function ID="16" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" />
      <Function ID="17" Name="Fan Low" Display="'Fan Low'" Dmx="56~56" />
      <Function ID="18" Name="Hibernate On" Display="'Hibernate On'" Dmx="61~61" />
      <Function ID="19" Name="Hibernate Off" Display="'Hibernate Off'" Dmx="62~62" />
      <Function ID="20" Name="Tungsten Emulation On" Display="'Tungsten Emulation On'" Dmx="72~72" />
      <Function ID="21" Name="Tungsten Emulation Off" Display="'Tungsten Emulation Off'" Dmx="73~73" />
      <Function ID="22" Name="Capture Current Scene" Display="'Capture Current Scene'" Dmx="74~74" />
      <Function ID="23" Name="Playback Captured Scene On" Display="'Playback Captured Scene On'" Dmx="75~75" />
      <Function ID="24" Name="Playback Captured Scene Off" Display="'Playback Captured Scene Off'" Dmx="76~76" />
      <Function ID="25" Name="Enable Calibration" Display="'Enable Calibration'" Dmx="100~100" />
      <Function ID="26" Name="Store Dimmer Calibration" Display="'Store Dimmer Calibration'" Dmx="102~102" />
      <Function ID="27" Name="Store Zoom Calibration" Display="'Store Zoom Calibration'" Dmx="114~114" />
      <Function ID="28" Name="Reset All Calibration to Default" Display="'Reset All Calibration to Default'" Dmx="199~199" />
    </Attribute>
  </Control>
  <Mode Name="Basic, 14 DMX" Channels="14" Id="a7c23019-48f7-4622-8a27-c94086725089">
    <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="8e39c474-78cf-4916-8f2e-47b09cf5e4b9" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="4,5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6,7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8,9" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Zoom" ChannelOffset="12,13" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Compact, 9 DMX" Channels="9" Id="e3842b9f-a16d-495c-8963-88785f33238c">
    <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="89c1326b-8706-4b7d-8407-091a5d2f79e7" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Zoom" ChannelOffset="8,9" Wheel="19" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Fixture">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Beam">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:4" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:5" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:6" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:7" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:8" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Slow">
      <Set Channel="Control:9" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mode Extended">
      <Set Channel="Control:10" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mode Calibrated">
      <Set Channel="Control:11" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mode Raw">
      <Set Channel="Control:12" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:13" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:14" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:15" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:16" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:17" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Hibernate On">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Hibernate Off">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Emulation On">
      <Set Channel="Control:20" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Emulation Off">
      <Set Channel="Control:21" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Capture Current Scene">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Playback Captured Scene On">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Playback Captured Scene Off">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Enable Calibration">
      <Set Channel="Control:25" Delay="6000" />
    </Macro>
    <Macro Name="Disable Calibration">
      <Set Channel="Control:28" Delay="6000" />
    </Macro>
    <Macro Name="Store Dimmer Calibration">
      <Set Channel="Control:26" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Zoom Calibration">
      <Set Channel="Control:27" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All Calibration to Default">
      <Set Channel="Control:28" 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="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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="95ff2934-1135-4508-8223-8aaf3b07fe64">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</Swatch>
  </swatchLibrary>
</Fixture>