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Proel PLLAS055 (Proel_PLLAS055.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PLLAS055" ShortName="PLLAS055" Company="Proel" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>d14f7dea-e327-4b94-86b6-ffca55144d5d</Thumbnail>
  <History Date="15-11-20" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="4" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="64~127" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="128~191" />
      <Function ID="4" Name="DMX" Display="'DMX'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Irradiance w/ blanking" Display="'Irradiance w/ blanking'" Dmx="64~127" Colour="255,255,255" />
      <Function ID="3" Name="Irradiance no blanking" Display="'Irradiance no blanking'" Dmx="128~191" Colour="255,255,255" />
      <Function ID="4" Name="Dot Effect" Display="'Dot Effect'" Dmx="192~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" 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="Gobo_Team" Name="Gobo Team" 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="Horiz_Rot" Name="Horiz Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Pan CW" Display="'Pan CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Pan CCW" Display="'Pan CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Vert_Rot" Name="Vert Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Tilt CW" Display="'Tilt CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Tilt CCW" Display="'Tilt CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Center_Rot" Name="Center Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Center CW" Display="'Center CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Center CCW" Display="'Center CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Fixed" Display="'Fixed %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Continuous" Display="'Continuous %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Vert Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Fixed" Display="'Fixed %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Continuous" Display="'Continuous %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Horiz_Elong" Name="Horiz Elong" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fixed" Display="'Fixed %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Continuous" Display="'Continuous %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Vert_Elong" Name="Vert Elong" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fixed" Display="'Fixed %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Continuous" Display="'Continuous %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original Size" Display="'Original Size'" Dmx="0~0" />
      <Function ID="2" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="3~127" />
      <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~169" />
      <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="170~211" />
      <Function ID="5" Name="Circle" Display="'Circle %.f%%',0~100" Dmx="212~255" />
    </Attribute>
    <Attribute ID="Gradual_Draw" Name="Gradual Draw" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" />
    </Attribute>
    <Attribute ID="Scan_Speed" Name="Scan Speed" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="3~255" />
    </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>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <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" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Gobo1" ChannelOffset="3" Wheel="13" />
      <Attribute ID="Gobo_Team" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Horiz_Rot" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Vert_Rot" ChannelOffset="6" Wheel="20" />
      <Attribute ID="Center_Rot" ChannelOffset="7" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="8" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="9" Wheel="3" />
      <Attribute ID="Horiz_Elong" ChannelOffset="10" Wheel="49" />
      <Attribute ID="Vert_Elong" ChannelOffset="11" Wheel="50" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="51" />
      <Attribute ID="Gradual_Draw" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Scan_Speed" ChannelOffset="14" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="15" Wheel="4" />
    </Include>
  </Mode>
  <Palettes>
    <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:2:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:2:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>