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SOH 36 LEDs four in one (SOH_36 LEDs four in one.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="36 LEDs four in one" ShortName="36LEDs4in1" Company="SOH">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>5ad70475-3448-4f62-a102-fc9120133464</Thumbnail>
  <History Date="29-10-19" Author="Nic Morris" Comment="Created (very poor documentation.  charts contain errors)" />
  <Manual Filename="" Summary="" />
  <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="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" 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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="70~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Auto" Display="'Auto'" Dmx="64~128" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="129~192" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="193~255" />
    </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="0~128" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="P/T_Invert" Name="P/T Invert" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Invert Pan" Display="'Invert Pan'" Dmx="64~128" />
      <Function ID="3" Name="Invert Tilt" Display="'Invert Tilt'" Dmx="129~192" />
      <Function ID="4" Name="Invert P/T" Display="'Invert P/T'" Dmx="193~255" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Macro" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
      <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" />
      <Attribute ID="P/T_Invert" ChannelOffset="17" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="11000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Auto">
      <Set Channel="Control:2" Delay="11000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Sound">
      <Set Channel="Control:3" Delay="11000" />
      <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>
    <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="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>