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FOS Spot 100W Pro (FOS_Spot 100W Pro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spot 100W Pro" ShortName="Sp 100 Pro" Company="FOS" Version="3">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>5354f31e-343f-4830-8d2d-e50cc024a1ea</Thumbnail>
  <History Date="02-08-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="03-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="10-06-22" Author="Nic Morris" Comment="Added alternative modes with different channel mappings and added 'S1' as per associated manual to existing mode names to differentiate (there are two manuals with different mappings - the non-S1 version is from VII)" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f9e8b4c1-6a6b-4146-8677-476162891898" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" />
      <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" />
      <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="16~31" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="32~47" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~63" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="64~79" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="80~95" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="96~111" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="112~127" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="15,16" If="'Gobo1Func'==3" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6" />
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="70~89" WheelPosition="1" />
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="90~109" WheelPosition="2" />
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="110~129" WheelPosition="3" />
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="130~149" WheelPosition="4" />
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="150~169" WheelPosition="5" />
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="170~189" WheelPosition="6" />
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="16" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="190~255" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="4~127" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~131" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="132~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="6~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </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="Reset All" Display="'Reset All'" Dmx="80~84" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" />
      <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" />
      <Function ID="5" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" />
      <Function ID="6" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" />
      <Function ID="7" Name="Program 1" Display="'Program 1'" Dmx="100~119" />
      <Function ID="8" Name="Program 2" Display="'Program 2'" Dmx="120~139" />
      <Function ID="9" Name="Program 3" Display="'Program 3'" Dmx="140~159" />
      <Function ID="10" Name="Program 4" Display="'Program 4'" Dmx="160~179" />
      <Function ID="11" Name="Program 5" Display="'Program 5'" Dmx="180~199" />
      <Function ID="12" Name="Program 6" Display="'Program 6'" Dmx="200~219" />
      <Function ID="13" Name="Program 7" Display="'Program 7'" Dmx="220~239" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="16b (S1), 13 DMX" Channels="13">
    <Import PearlRef="UKFOS1P1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5dce67ad-a18b-4dbc-a6bf-e035d6ea99b4" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="8b (S1), 11 DMX" Channels="11">
    <Import PearlRef="UKFOS1P2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="65d15dba-ddb5-4353-96a4-a2e978071bb5" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="6" Wheel="15" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Focus" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16b, 13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="edf64189-9773-4576-8039-981377c8a3b6" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="PT_Speed" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="8b, 13 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="23699fb6-d128-4ace-b106-4c567887a653" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="PT_Speed" ChannelOffset="6" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Focus" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Other">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>