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Prolights ARCPOD300FCLT (Prolights_ARCPOD300FCLT.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ARCPOD300FCLT" ShortName="APD300FCLT" Company="Prolights" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>1240a3e2-92ca-45a9-bd46-e98ae0f521cd</Thumbnail>
  <History Date="10-10-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="12-10-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="5584" ModelID="53616" />
  </RDM>
  <AtlaBase TypeID="855d5bef-ca5f-4d23-9b61-42d855148d84" />
  <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" />
    </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="WarmWhite" Name="Warm 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="255,240,200" />
    </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 %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" 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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'All Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="2800K" Display="'2800K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="3000K" Display="'3000K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="3200K" Display="'3200K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="4000K" Display="'4000K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="5600K" Display="'5600K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="6000K" Display="'6000K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="7000K" Display="'7000K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="8000K" Display="'8000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="9000K" Display="'9000K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="10000K" Display="'10000K'" Dmx="251~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="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="Effect 1" Display="'Effect 1'" Dmx="11~37" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="38~64" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="65~91" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="92~118" />
      <Function ID="6" Name="Effect 5 (Effects 1-4)" Display="'Effect 5 (Effects 1-4)'" Dmx="119~145" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="146~172" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="173~199" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="200~226" />
      <Function ID="10" Name="Effect 9 (Effects 6-8)" Display="'Effect 9 (Effects 6-8)'" Dmx="227~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" 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>
  </Control>
  <Mode Name="5 DMX" Channels="5" Id="2a155122-d81e-4b9b-83d8-e24f28991309">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="010f85e8-2d12-486a-8c81-34e2c50c7cd8" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dim_Spd" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="d7a6a99e-1fcc-4f5e-b3a0-c0028fb3df82">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="3422d02b-780b-4708-83b2-7a575f4b894f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="WarmWhite" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="efd7add7-1ff0-4727-85b7-de18930a6098">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="b55e8d2f-d0e2-48c7-a69c-c09c624bde54" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="WarmWhite" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Effect" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <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: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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>