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Prolights LUMI4TRI (Prolights_LUMI4TRI.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LUMI4TRI" ShortName="LUMI4TRI" Company="Prolights" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>68577555-00a4-4807-9581-e93382a14fbc</Thumbnail>
  <History Date="21-01-14" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." Version="2" />
  <History Date="13-08-16" Author="Nic Morris" Comment="Capitalised and removed spaces from fixture name in response to manufacturer request." Version="3" />
  <History Date="08-09-22" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail.  Added vdim to cells and replaced master." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="be450ff9-d184-4917-b675-e8d565c75aa3" />
  <Control>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~29" Colour="255,255,255" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="30~49" Colour="255,255,255" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="50~69" Colour="255,255,255" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="70~89" Colour="255,255,255" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="90~109" Colour="255,255,255" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="210~229" Colour="255,255,255" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="230~249" Colour="255,255,255" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" Intensity="0~0" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <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="fd2fb40d-3334-4839-9c1f-e3c6a0b22057" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="RGB cell, 3 DMX" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="RGB cell, 3 DMX" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="RGB cell, 3 DMX" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="RGB cell, 3 DMX" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell, 3 DMX" Channels="3" 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="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="Dimmer" Wheel="1" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>