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FOS 20W RGB IP65 (FOS_20W RGB IP65.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="20W RGB IP65" ShortName="20W RGB IP" Company="FOS" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>59206c2b-5839-41fc-8e9b-d19ab29d3033</Thumbnail>
  <History Date="07-05-25" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <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="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="Size" Name="Size" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Horiz Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Vert Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Col_Function" Name="Col Function" 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="Col_Selection" Name="Col Selection" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original Pattern Col" Display="'Original Pattern Col'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Fixed Multi-Col Pattern" Display="'Fixed Multi-Col Pattern'" Dmx="1~7" Colour="0,0,0" />
      <Function ID="3" Name="White" Display="'White'" Dmx="8~15" Colour="255,255,255" />
      <Function ID="4" Name="Red" Display="'Red'" Dmx="16~23" Colour="255,0,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="32~39" Colour="0,255,0" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="40~47" Colour="0,255,255" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="48~55" Colour="0,0,255" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="56~63" Colour="255,150,150" />
      <Function ID="10" Name="7 Col Change (1)" Display="'7 Col Change (1) %.f%%',0~100" Dmx="64~95" Colour="0,0,0" />
      <Function ID="11" Name="RGB Col Change" Display="'RGB Col Change %.f%%',0~100" Dmx="96~127" Colour="0,0,0" />
      <Function ID="12" Name="7 Col Change (2)" Display="'7 Col Change (2) %.f%%',0~100" Dmx="128~159" Colour="0,0,0" />
      <Function ID="13" Name="Mult-Col Flow" Display="'Mult-Col Flow %.f%%',0~100" Dmx="160~191" Colour="0,0,0" />
      <Function ID="14" Name="Full Col Flow" Display="'Full Col Flow %.f%%',0~100" Dmx="192~223" Colour="0,0,0" />
      <Function ID="15" Name="Col Drawing" Display="'Col Drawing %.f%%',0~100" Dmx="224~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Scan_Spd" Name="Scan Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Line Scan Spd" Display="'Line Scan Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dot Scan Spd" Display="'Dot Scan Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="FX/Pattern_Sel" Name="FX/Pattern Sel" Description="" Group="G">
      <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="FX/Pattern_Lib" Name="FX/Pattern Lib" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Patterns Library 1" Display="'Patterns Library 1'" Dmx="0~0" />
      <Function ID="2" Name="Effects Library 1" Display="'Effects Library 1'" Dmx="8~15" />
      <Function ID="3" Name="Effects Library 2" Display="'Effects Library 2'" Dmx="16~23" />
      <Function ID="4" Name="Effects Library 3" Display="'Effects Library 3'" Dmx="24~31" />
      <Function ID="5" Name="Effects Library 4" Display="'Effects Library 4'" Dmx="32~39" />
      <Function ID="6" Name="Effects Library 5" Display="'Effects Library 5'" Dmx="40~47" />
      <Function ID="7" Name="Effects Library 6" Display="'Effects Library 6'" Dmx="48~55" />
      <Function ID="8" Name="Effects Library 7" Display="'Effects Library 7'" Dmx="56~63" />
      <Function ID="9" Name="Effects Library 8" Display="'Effects Library 8'" Dmx="64~71" />
      <Function ID="10" Name="Effects Library 9" Display="'Effects Library 9'" Dmx="72~79" />
      <Function ID="11" Name="Effects Library 10" Display="'Effects Library 10'" Dmx="80~87" />
      <Function ID="12" Name="Patterns Library 2" Display="'Patterns Library 2'" Dmx="88~255" />
    </Attribute>
    <Attribute ID="Trigger" Name="Trigger" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default Auto Spd" Display="'Default Auto Spd'" Dmx="0~0" />
      <Function ID="2" Name="Auto Spd" Display="'Auto Spd %.f%%',0~100" Dmx="27~127" />
      <Function ID="3" Name="Sound Sensitivity" Display="'Sound Sensitivity %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Rotation" Name="Rotation" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Move" Name="X-Move" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Horiz Pos" Display="'Horiz Pos %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Auto L->R" Display="'Auto L->R %.f%%',0~100" Dmx="128~159" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Auto R->L (1)" Display="'Auto R->L (1) %.f%%',0~100" Dmx="160~191" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Auto R->L (2)" Display="'Auto R->L (2) %.f%%',0~100" Dmx="192~223" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="L+R Circ" Display="'L+R Circ %.f%%',0~100" Dmx="224~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Y-Move" Name="Y-Move" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Vert Pos" Display="'Vert Pos %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="AutoUp->Down" Display="'AutoUp->Down %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Auto Down->Up (1)" Display="'Auto Down->Up (1) %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Auto Down->Up (2)" Display="'Auto Down->Up (2) %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Up+Down Circ" Display="'Up+Down Circ %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Zoom -" Display="'Zoom - %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Zoom +" Display="'Zoom + %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Zoom +/- Circ (1)" Display="'Zoom +/- Circ (1) %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Zoom +/- Circ (2)" Display="'Zoom +/- Circ (2) %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Drawing 1 Spd" Display="'Drawing 1 Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Drawing 2 Spd" Display="'Drawing 2 Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Wave" Name="Wave" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="X-Wave Spd (1)" Display="'X-Wave Spd (1) %.f%%',0~100" Dmx="0~0" />
      <Function ID="2" Name="X-Wave Spd (2)" Display="'X-Wave Spd (2) %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Y-Wave Spd (1)" Display="'Y-Wave Spd (1) %.f%%',0~100" Dmx="128~191" />
      <Function ID="4" Name="Y-Wave Spd (2)" Display="'Y-Wave Spd (2) %.f%%',0~100" Dmx="192~255" />
    </Attribute>
  </Control>
  <Mode Name="Normal, 14 DMX" Channels="14" Id="1683ba78-4e16-4f10-b7b5-967cfcb0c83a">
    <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="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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Size" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Col_Function" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Col_Selection" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Scan_Spd" ChannelOffset="11" Wheel="26" />
      <Attribute ID="FX/Pattern_Sel" ChannelOffset="12" Wheel="13" />
      <Attribute ID="FX/Pattern_Lib" ChannelOffset="13" Wheel="14" />
      <Attribute ID="Trigger" ChannelOffset="14" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Expert, 22 DMX" Channels="22" Id="9b1ec781-318d-41f4-9a3c-10d46c5175cc">
    <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="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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Size" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Col_Function" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Col_Selection" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Scan_Spd" ChannelOffset="11" Wheel="26" />
      <Attribute ID="FX/Pattern_Sel" ChannelOffset="12" Wheel="13" />
      <Attribute ID="FX/Pattern_Lib" ChannelOffset="13" Wheel="14" />
      <Attribute ID="Trigger" ChannelOffset="14" Wheel="25" />
      <Attribute ID="Rotation" ChannelOffset="15" Wheel="20" />
      <Attribute ID="X-Rot" ChannelOffset="16" Wheel="21" />
      <Attribute ID="Y-Rot" ChannelOffset="17" Wheel="49" />
      <Attribute ID="X-Move" ChannelOffset="18" Wheel="50" />
      <Attribute ID="Y-Move" ChannelOffset="19" Wheel="51" />
      <Attribute ID="Zoom" ChannelOffset="20" Wheel="79" />
      <Attribute ID="Drawing" ChannelOffset="21" Wheel="6" />
      <Attribute ID="Wave" ChannelOffset="22" Wheel="22" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="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" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="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" Legend="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="Position">
      <Palette ID="1" Name="Middle" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Legend="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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>
    <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>