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FOS F3 Pro (FOS_F3 Pro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="F3 Pro" ShortName="F3 Pro" Company="FOS" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>26aaca82-e90d-47ac-b2c5-6d03858e4b4d</Thumbnail>
  <History Date="22-01-25" Author="Nic Morris" Comment="Created (vague documentation)" Version="0" />
  <History Date="24-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a7a43e9e-21c7-435c-924c-53f6d494830a" />
  <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_Mode" Name="Shutter Mode" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe (1)" Display="'Strobe (1)'" Dmx="129~171" />
      <Function ID="4" Name="Strobe (2)" Display="'Strobe (2)'" Dmx="215~244" />
      <Function ID="5" Name="Ramp Up" Display="'Ramp Up'" Dmx="172~214" />
      <Function ID="6" Name="Ramp Down" Display="'Ramp Down'" Dmx="17~42" />
      <Function ID="7" Name="Ramp Up Down" Display="'Ramp Up Down'" Dmx="86~128" />
      <Function ID="8" Name="Pulse" Display="'Pulse'" Dmx="43~85" />
    </Attribute>
    <Attribute ID="Shutter_Spd" Name="Shutter Spd" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="0,0,0" />
      <Function ID="2" Name="Jump" Display="'Jump'" Dmx="5~50" Colour="0,0,0" />
      <Function ID="3" Name="Fade" Display="'Fade'" Dmx="51~100" Colour="0,0,0" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="101~150" Colour="0,0,0" />
      <Function ID="5" Name="Macro Combined" Display="'Macro Combined'" Dmx="151~200" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Macro Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="YellowAdditive" Name="Lemon" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lemon C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="CyanAdditive" Name="Cyan" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTC C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </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="Fan Auto" Display="'Fan Auto'" Dmx="16~23" />
      <Function ID="3" Name="Fan High" Display="'Fan High'" Dmx="24~31" />
      <Function ID="4" Name="Fan Low" Display="'Fan Low'" Dmx="32~39" />
      <Function ID="5" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="120~127" />
      <Function ID="6" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="128~135" />
      <Function ID="7" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="136~143" />
      <Function ID="8" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="144~151" />
      <Function ID="9" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="152~159" />
      <Function ID="10" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="160~167" />
      <Function ID="11" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="168~175" />
      <Function ID="12" Name="Dim Spd 4" Display="'Dim Spd 4'" Dmx="176~183" />
      <Function ID="13" Name="Dim Spd 5" Display="'Dim Spd 5'" Dmx="184~191" />
      <Function ID="14" Name="Display Always On" Display="'Display Always On'" Dmx="192~199" />
      <Function ID="15" Name="Display Off After 10s" Display="'Display Off After 10s'" Dmx="200~207" />
      <Function ID="16" Name="Display Off After 60s" Display="'Display Off After 60s'" Dmx="208~215" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10" Id="543728aa-efb4-4c2b-9c2f-94e88e163393">
    <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="b1c47fdf-4c32-4e73-9672-aa5d268d5070" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter_Mode" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="40" />
      <Attribute ID="YellowAdditive" ChannelOffset="7" Wheel="41" />
      <Attribute ID="CyanAdditive" ChannelOffset="8" Wheel="42" />
      <Attribute ID="CTC" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17" Id="9cceab93-a9ce-477c-ba51-4ec047220585">
    <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="2c555499-d245-4b38-b009-9f968690a2f9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter_Mode" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="4,5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6,7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8,9" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="10,11" Wheel="40" />
      <Attribute ID="YellowAdditive" ChannelOffset="12,13" Wheel="41" />
      <Attribute ID="CyanAdditive" ChannelOffset="14,15" Wheel="42" />
      <Attribute ID="CTC" ChannelOffset="16" Wheel="9" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14" Id="74b1bea8-80b4-4feb-b87b-baeae0a222b9">
    <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="c74336e5-cd71-45d1-a2c9-073dea0f2c6d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter_Mode" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Shutter_Spd" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Duration" ChannelOffset="6" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="10" Wheel="40" />
      <Attribute ID="YellowAdditive" ChannelOffset="11" Wheel="41" />
      <Attribute ID="CyanAdditive" ChannelOffset="12" Wheel="42" />
      <Attribute ID="CTC" ChannelOffset="13" Wheel="9" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="21 DMX" Channels="21" Id="b180636e-b1f0-4f35-a15f-e6dce8cfc414">
    <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="dfb56787-fb07-411d-a89b-351797c8345c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter_Mode" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Shutter_Spd" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Duration" ChannelOffset="7" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="8,9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10,11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12,13" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="14,15" Wheel="40" />
      <Attribute ID="YellowAdditive" ChannelOffset="16,17" Wheel="41" />
      <Attribute ID="CyanAdditive" ChannelOffset="18,19" Wheel="42" />
      <Attribute ID="CTC" ChannelOffset="20" Wheel="9" />
      <Attribute ID="Control" ChannelOffset="21" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 1">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 2">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 3">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 4">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 1">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 2">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 3">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 4">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 5">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Always On">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off After 10s">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off After 60s">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>