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Prolights ARCSHINEM9VW (Prolights_ARCSHINEM9VW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ARCSHINEM9VW" ShortName="ARCSHM9VW" Company="Prolights" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>3ffdba40-1708-4f10-8c5a-930d7270177d</Thumbnail>
  <History Date="23-09-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="27-09-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a05531b4-85c2-4390-9c9e-537513a9239e" />
  <Control>
    <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="2~62" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="65~125" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~188" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="xFade_CCT-WWCW" Name="xFade CCT-WWCW" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CCT->WWCW" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="Dim_Fade" Name="Dim Fade" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="52~101" />
      <Function ID="3" Name="Fast" Display="'Fast'" Dmx="102~152" />
      <Function ID="4" Name="Med" Display="'Med'" Dmx="153~203" />
      <Function ID="5" Name="Slow" Display="'Slow'" Dmx="204~255" />
    </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="Dim Linear" Display="'Dim Linear'" Dmx="2~3" />
      <Function ID="3" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="4~5" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="6~7" />
      <Function ID="5" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="8~9" />
      <Function ID="6" Name="Dim Spd Auto" Display="'Dim Spd Auto'" Dmx="10~11" />
      <Function ID="7" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="12~13" />
      <Function ID="8" Name="Dim Spd Med" Display="'Dim Spd Med'" Dmx="14~15" />
      <Function ID="9" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="16~17" />
      <Function ID="10" Name="LED Freq 600Hz" Display="'LED Freq 600Hz'" Dmx="18~19" />
      <Function ID="11" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="20~21" />
      <Function ID="12" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="22~23" />
      <Function ID="13" Name="LED Freq 4000Hz" Display="'LED Freq 4000Hz'" Dmx="24~25" />
      <Function ID="14" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="26~27" />
      <Function ID="15" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="28~29" />
      <Function ID="16" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="30~31" />
      <Function ID="17" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="32~33" />
      <Function ID="18" Name="No DMX Stand Alone" Display="'No DMX Stand Alone'" Dmx="34~35" />
      <Function ID="19" Name="Stand Alone Master DMX" Display="'Stand Alone Master DMX'" Dmx="36~37" />
      <Function ID="20" Name="Stand Alone Master No DMX" Display="'Stand Alone Master No DMX'" Dmx="38~39" />
      <Function ID="21" Name="Stand Alone Slave" Display="'Stand Alone Slave'" Dmx="40~41" />
      <Function ID="22" Name="Stand Alone Effects" Display="'Stand Alone Effects'" Dmx="42~43" />
      <Function ID="23" Name="Stand Alone Fixed Colours" Display="'Stand Alone Fixed Colours'" Dmx="44~45" />
      <Function ID="24" Name="Stand Alone White Presets" Display="'Stand Alone White Presets'" Dmx="46~47" />
      <Function ID="25" Name="Stand Alone Manual CW+WW" Display="'Stand Alone Manual CW+WW'" Dmx="48~49" />
      <Function ID="26" Name="Invert Mapping Off" Display="'Invert Mapping Off'" Dmx="50~51" />
      <Function ID="27" Name="Invert Mapping On" Display="'Invert Mapping On'" Dmx="52~53" />
      <Function ID="28" Name="Factory Default" Display="'Factory Default'" Dmx="254~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="300b3f2b-a3a0-43a3-b025-2af00e2b2b3a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="c9205bac-7f44-43ba-9d61-e80ed1becc96" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <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="01958bdd-085d-409b-bf22-802323933680" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dim_Fade" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="89614b97-bf5e-468e-a1a8-8b9005adfdcd" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Dim_Fade" ChannelOffset="4" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="c08ddd8c-a059-44b9-9d2c-8b21b9c07a4b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="CCT" ChannelOffset="4" Wheel="7" />
      <Attribute ID="xFade_CCT-WWCW" ChannelOffset="5" Wheel="8" />
      <Attribute ID="WarmWhite" ChannelOffset="6" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Dim_Fade" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <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 Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Auto">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Med">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Slow">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 600Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 4000Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 6000Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25kHz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Stand Alone">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Master DMX">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Master No DMX">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Slave">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Effects">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Fixed Colours">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone White Presets">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Manual CW+WW">
      <Set Channel="Control:25" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert Mapping Off">
      <Set Channel="Control:26" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert Mapping On">
      <Set Channel="Control:27" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Factory Default">
      <Set Channel="Control:28" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>