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Martin Exterior Projection Pro Compact (Martin_Exterior Projection Pro Compact.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Exterior Projection Pro Compact" ShortName="ExPrjPrCmp" Company="Martin" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>c2c2947f-e27f-4124-8e0e-7f10c0c9df00</Thumbnail>
  <History Date="11-06-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3088de39-cc31-4212-b5d7-fe7a17c6aadd" />
  <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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="6" 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" Highlight="5" Lowlight="4" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="7,8,9,10,11,12,13" If="'Colour1Func'==2" />
      <Condition Name="Shake" ID="14,15,16,17,18,19" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="20,21,22,23" If="'Colour1Func'==4" />
      <Condition Name="Random" ID="24,25" If="'Colour1Func'==5" />
      <Else ID="26" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="4~7" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="8~11" WheelPosition="2" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="12~15" WheelPosition="3" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="16~19" WheelPosition="4" Colour="255,255,0" />
      <Function ID="6" Name="CTO 4000K" Display="'CTO 4000K'" Dmx="20~23" WheelPosition="5" Colour="255,240,200" />
      <Function ID="7" Name="Op - Rd" Display="'Op - Rd %.f%%',0~100" Dmx="24~41" WheelPosition="0" Colour="255,255,255" />
      <Function ID="8" Name="Rd - Grn" Display="'Rd - Grn %.f%%',0~100" Dmx="41~58" WheelPosition="1" Colour="255,0,0" />
      <Function ID="9" Name="Grn - Blu" Display="'Grn - Blu %.f%%',0~100" Dmx="58~75" WheelPosition="2" Colour="0,255,0" />
      <Function ID="10" Name="Blu - Yel" Display="'Blu - Yel %.f%%',0~100" Dmx="75~92" WheelPosition="3" Colour="0,0,255" />
      <Function ID="11" Name="Yel - CTO" Display="'Yel - CTO %.f%%',0~100" Dmx="92~109" WheelPosition="4" Colour="255,255,0" />
      <Function ID="12" Name="CTO - Op" Display="'CTO - Op %.f%%',0~100" Dmx="109~126" WheelPosition="5" Colour="255,240,200" />
      <Function ID="13" Name="Index" Display="'Index %.f%%',0~100" Dmx="24~126" Colour="0,0,0" />
      <Function ID="14" Name="Op Shake" Display="'Op Shake %.f%%',0~100" Dmx="128~137" WheelPosition="0" Colour="255,255,255" />
      <Function ID="15" Name="Rd Shake" Display="'Rd Shake %.f%%',0~100" Dmx="138~147" WheelPosition="1" Colour="255,0,0" />
      <Function ID="16" Name="Grn Shake" Display="'Grn Shake %.f%%',0~100" Dmx="148~157" WheelPosition="2" Colour="0,255,0" />
      <Function ID="17" Name="Blu Shake" Display="'Blu Shake %.f%%',0~100" Dmx="158~167" WheelPosition="3" Colour="0,0,255" />
      <Function ID="18" Name="Yel Shake" Display="'Yel Shake %.f%%',0~100" Dmx="168~177" WheelPosition="4" Colour="255,255,0" />
      <Function ID="19" Name="CTO Shake" Display="'CTO Shake %.f%%',0~100" Dmx="178~187" WheelPosition="5" Colour="255,240,200" />
      <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="215~216" Colour="0,0,0" />
      <Function ID="21" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~214" Colour="0,0,0" />
      <Function ID="22" Name="No Scroll" Display="'No Scroll'" Dmx="215~216" Colour="0,0,0" />
      <Function ID="23" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="217~239" Colour="0,0,0" />
      <Function ID="24" Name="Stop" Display="'Stop'" Dmx="240~240" Colour="0,0,0" />
      <Function ID="25" Name="Random" Display="'Random %.f%%',0~100" Dmx="241~255" Colour="0,0,0" />
      <Function ID="26" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Random Index" Display="'Random Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="8" Name="Random Spin" Display="'Random Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="9" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="5,6,7,8" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Condition Name="Random" ID="13,14" If="'Gobo1Func'==7||'Gobo1Func'==8" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>a8785bc8-7d3d-4438-97d4-5334b08c87b4</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~11" WheelPosition="1">
        <Swatch>170a5c9b-58e7-4da7-99a7-b0d09bba465e</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="2">
        <Swatch>6da0b9f1-7a25-4619-b55c-8602563d3e94</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="3">
        <Swatch>9e965aac-9ee7-49e7-9266-c01fcda5076d</Swatch>
      </Function>
      <Function ID="5" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="128~143" WheelPosition="0">
        <Swatch>a8785bc8-7d3d-4438-97d4-5334b08c87b4</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="144~159" WheelPosition="1">
        <Swatch>170a5c9b-58e7-4da7-99a7-b0d09bba465e</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="160~175" WheelPosition="2">
        <Swatch>6da0b9f1-7a25-4619-b55c-8602563d3e94</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="176~191" WheelPosition="3">
        <Swatch>9e965aac-9ee7-49e7-9266-c01fcda5076d</Swatch>
      </Function>
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="192~215" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="216~239" />
      <Function ID="13" Name="Stop" Display="'Stop'" Dmx="240~240" />
      <Function ID="14" Name="Random" Display="'Random %.f%%',0~100" Dmx="241~255" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2">
      <Locate Locate="3:100" PowerOn="3:100" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5||'Gobo1Func'==7" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6||'Gobo1Func'==8" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32767" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49151~49152" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32768~49150" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49151~49152" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49513~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Animation_Func" Name="Animation Func" Description="" Group="E" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Animation" />
      <Function ID="2" Name="Spin" Display="'Spin'" Dmx="0~0" Update="Animation" />
      <Function ID="3" Name="Bounce" Display="'Bounce'" Dmx="0~0" Update="Animation" />
      <Function ID="4" Name="Custom" Display="'Custom'" Dmx="0~0" Update="Animation" />
    </Attribute>
    <Attribute ID="Animation" Name="Animation" Description="" Group="E" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Index" ID="1" If="'Animation_Func'==1" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Animation_Func'==2" />
      <Condition Name="Bounce" ID="6" If="'Animation_Func'==3" />
      <Condition Name="Custom" ID="7,8,9,10,11,12,13,14" If="'Animation_Func'==4" />
      <Else ID="15" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~16383" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="24575~24576" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="16384~24574" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32768~32768" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="24577~32767" />
      <Function ID="6" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="7" Name="Slot 1" Display="'Slot 1'" Dmx="49152~51199" />
      <Function ID="8" Name="Slot 2" Display="'Slot 2'" Dmx="51200~53247" />
      <Function ID="9" Name="Slot 3" Display="'Slot 3'" Dmx="53248~55295" />
      <Function ID="10" Name="Slot 4" Display="'Slot 4'" Dmx="55296~57343" />
      <Function ID="11" Name="Slot 5" Display="'Slot 5'" Dmx="57344~59391" />
      <Function ID="12" Name="Slot 6" Display="'Slot 6'" Dmx="59392~61439" />
      <Function ID="13" Name="Slot 7" Display="'Slot 7'" Dmx="61440~63487" />
      <Function ID="14" Name="Slot 8" Display="'Slot 8'" Dmx="63488~65535" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </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="65535~0" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" 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 All" Display="'Reset All'" Dmx="10~14" />
      <Function ID="3" Name="Reset Colour" Display="'Reset Colour'" Dmx="16~16" />
      <Function ID="4" Name="Reset Beam" Display="'Reset Beam'" Dmx="17~17" />
      <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" />
      <Function ID="6" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" />
      <Function ID="7" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="25~25" />
      <Function ID="8" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" />
      <Function ID="9" Name="Parameter Shortcuts On" Display="'Parameter Shortcuts On'" Dmx="30~30" />
      <Function ID="10" Name="Parameter Shortcuts Off" Display="'Parameter Shortcuts Off'" Dmx="31~31" />
      <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="Hibernation On" Display="'Hibernation On'" Dmx="61~61" />
      <Function ID="17" Name="Hibernation Off" Display="'Hibernation Off'" Dmx="62~62" />
      <Function ID="18" Name="Cal Enable" Display="'Cal Enable'" Dmx="100~100" />
      <Function ID="19" Name="Store Dimmer Cal" Display="'Store Dimmer Cal'" Dmx="102~102" />
      <Function ID="20" Name="Store Gobo+Slot Index Cal" Display="'Store Gobo+Slot Index Cal'" Dmx="108~108" />
      <Function ID="21" Name="Store Focus Cal" Display="'Store Focus Cal'" Dmx="113~113" />
      <Function ID="22" Name="Store Zoom Cal" Display="'Store Zoom Cal'" Dmx="114~114" />
      <Function ID="23" Name="Store Colour Cal" Display="'Store Colour Cal'" Dmx="115~115" />
      <Function ID="24" Name="Store Animation Cal" Display="'Store Animation Cal'" Dmx="116~116" />
      <Function ID="25" Name="Drying Disable" Display="'Drying Disable'" Dmx="210~210" />
      <Function ID="26" Name="Drying Enable" Display="'Drying Enable'" Dmx="212~212" />
    </Attribute>
  </Control>
  <Mode Name="Basic, 13 DMX" Channels="13" Id="4552ceed-55cc-457f-bd2f-6a998bc87748">
    <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="73fcd1b6-aa5e-4553-8d40-be6813a51ffe" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5,6" Wheel="15" />
      <Attribute ID="Animation_Func" Wheel="22" />
      <Attribute ID="Animation" ChannelOffset="7,8" Wheel="23" />
      <Attribute ID="Zoom" ChannelOffset="9,10" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="11,12" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Extended, 14 DMX" Channels="14" Id="6856d7e0-df54-4cb0-a6da-315601e893f2">
    <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="33c385ed-3f3b-46df-947f-0dfe31abf72e" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="6,7" Wheel="15" />
      <Attribute ID="Animation_Func" Wheel="22" />
      <Attribute ID="Animation" ChannelOffset="8,9" Wheel="23" />
      <Attribute ID="Zoom" ChannelOffset="10,11" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="12,13" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Beam">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:5" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:6" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:7" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:8" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Parameter Shortcuts On">
      <Set Channel="Control:9" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Parameter Shortcuts Off">
      <Set Channel="Control:10" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:11" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:12" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Med">
      <Set Channel="Control:13" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:14" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Ultra-Low">
      <Set Channel="Control:15" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Hibernation On">
      <Set Channel="Control:16" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Hibernation Off">
      <Set Channel="Control:17" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Cal Enable">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Dimmer Cal">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Gobo+Slot Index Cal">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Focus Cal">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Zoom Cal">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Colour Cal">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Store Animation Cal">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Drying Disable">
      <Set Channel="Control:25" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Drying Enable">
      <Set Channel="Control:26" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="12" Name="CTO 4000K" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="CTO 4000K" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Gobo 1" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 2" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 3" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 4" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
    </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>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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