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Godox LD150R (Godox_LD150R.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LD150R" ShortName="LD150R" Company="Godox" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>5bb31899-bda9-4954-ab3f-29281a037650</Thumbnail>
  <History Date="31-03-22" Author="Nic Morris" Comment="Created (confusing charts.  made best guess.  implemented as separate modes)" Version="0" />
  <History Date="02-04-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="03-04-22" Author="Nic Morris" Comment="Added 'All Modes' dynamic mode." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="687c7ac0-34e4-47b6-b9e2-4438829ee9b5" />
  <Control>
    <Attribute ID="Mode(CCT)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="CCT" Display="''" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Mode(HSI)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="HSI" Display="''" Dmx="52~103" />
    </Attribute>
    <Attribute ID="Mode(RGBW)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGBW" Display="''" Dmx="104~155" />
    </Attribute>
    <Attribute ID="Mode(FX)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FX" Display="''" Dmx="156~207" />
    </Attribute>
    <Attribute ID="Mode(Filters)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Filters" Display="''" Dmx="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" />
    </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="White" Name="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="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.f°',0~360" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="G/M" Name="G/M" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="G/M" Display="'%.1f%%',-50.0~50.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Type" Name="Effect Type" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="I" Display="'I'" Dmx="0~0" />
      <Function ID="2" Name="II" Display="'II'" Dmx="86~171" />
      <Function ID="3" Name="III" Display="'III'" Dmx="255~255" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Brand" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Lee" Display="'Lee'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Rosco" Display="'Rosco'" Dmx="255~255" Colour="255,255,255" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gel" Name="Gel" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Mode(AllModes)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="CCT" Display="''" Dmx="0~0" Update="Parameter_1, Parameter_2, Parameter_3, Parameter_4" />
      <Function ID="2" Name="HSI" Display="''" Dmx="52~103" Update="Parameter_1, Parameter_2, Parameter_3, Parameter_4" />
      <Function ID="3" Name="RGBW" Display="''" Dmx="104~155" Update="Parameter_1, Parameter_2, Parameter_3, Parameter_4" />
      <Function ID="4" Name="FX" Display="''" Dmx="156~207" Update="Parameter_1, Parameter_2, Parameter_3, Parameter_4" />
      <Function ID="5" Name="Filters" Display="''" Dmx="255~255" Update="Parameter_1, Parameter_2, Parameter_3, Parameter_4" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Parameter_1, Parameter_2, Parameter_3, Parameter_4" />
    </Attribute>
    <Attribute ID="Parameter_1" Name="Parameter 1" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Condition Name="CCT" ID="1" If="'Mode(AllModes)'==1" />
      <Condition Name="HSI" ID="2" If="'Mode(AllModes)'==2" />
      <Condition Name="RGBW" ID="3" If="'Mode(AllModes)'==3" />
      <Condition Name="FX" ID="4" If="'Mode(AllModes)'==4" />
      <Condition Name="Filters" ID="5,6,7" If="'Mode(AllModes)'==5" />
      <Else ID="8" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="255,240,200" />
      <Function ID="2" Name="Hue" Display="'%.f°',0~360" Dmx="0~255" Colour="255,255,255" />
      <Function ID="3" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="4" Name="Effect" Display="'%.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="5" Name="Brand = Lee" Display="'Brand = Lee'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="6" Name="Brand = Rosco" Display="'Brand = Rosco'" Dmx="255~255" Colour="255,255,255" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Parameter_2" Name="Parameter 2" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="CCT" ID="1" If="'Mode(AllModes)'==1" />
      <Condition Name="HSI" ID="2" If="'Mode(AllModes)'==2" />
      <Condition Name="RGBW" ID="3" If="'Mode(AllModes)'==3" />
      <Condition Name="FX" ID="4,5,6,7" If="'Mode(AllModes)'==4" />
      <Condition Name="Filters" ID="8" If="'Mode(AllModes)'==5" />
      <Else ID="9" />
      <Function ID="1" Name="G/M" Display="'%.1f%%',-50.0~50.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="2" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="3" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
      <Function ID="4" Name="Effect Type I" Display="'Effect Type I'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="5" Name="Effect Type II" Display="'Effect Type II'" Dmx="86~171" Colour="0,0,0" />
      <Function ID="6" Name="Effect Type III" Display="'Effect Type III'" Dmx="255~255" Colour="0,0,0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="8" Name="Gel" Display="'%.f',0~255" Dmx="0~255" Colour="0,0,0" />
      <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Parameter_3" Name="Parameter 3" Description="" Group="C">
      <Locate Locate="2:0" PowerOn="2:0" />
      <Condition Name="RGBW" ID="1" If="'Mode(AllModes)'==3" />
      <Else ID="2" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
      <Function ID="2" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Parameter_4" Name="Parameter 4" Description="" Group="C">
      <Locate Locate="2:0" PowerOn="2:0" />
      <Condition Name="RGBW" ID="1" If="'Mode(AllModes)'==3" />
      <Else ID="2" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="2" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="CCT, 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="529a017f-2e0e-4ab3-8fb2-c607efb23444" />
    <Include>
      <Attribute ID="Mode(CCT)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="3" Wheel="37" />
      <Attribute ID="G/M" ChannelOffset="4" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="HSI, 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="5db940a4-ca4b-4fb0-aa70-b970775eec1e" />
    <Include>
      <Attribute ID="Mode(HSI)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="ColourIntensity" ChannelOffset="2" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Hue" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="4" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="RGBW, 6 DMX" Channels="6">
    <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="aba1f869-550b-4701-a8bd-98d1abe6efa9" />
    <Include>
      <Attribute ID="Mode(RGBW)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="FX, 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="687d221a-b770-4864-9118-60c48f01e1de" />
    <Include>
      <Attribute ID="Mode(FX)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Effect" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Effect_Type" ChannelOffset="4" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Filters, 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="5eeba288-3a2f-477d-a27e-1cffb4689a1e" />
    <Include>
      <Attribute ID="Mode(Filters)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="67" />
      <Attribute ID="Gel" ChannelOffset="4" Wheel="68" />
    </Include>
  </Mode>
  <Mode Name="All Modes, 6 DMX" Channels="6">
    <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="Mode(AllModes)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Parameter_1" ChannelOffset="3" Wheel="97" />
      <Attribute ID="Parameter_2" ChannelOffset="4" Wheel="98" />
      <Attribute ID="Parameter_3" ChannelOffset="5" Wheel="99" />
      <Attribute ID="Parameter_4" ChannelOffset="6" Wheel="127" />
    </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>