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American Pro Neo Torch 2000 (American Pro_Neo Torch 2000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Neo Torch 2000" ShortName="Torch 2000" Company="American Pro" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>c9ca6631-d376-4618-9303-b7ae4639e83a</Thumbnail>
  <History Date="23-04-22" Author="Nic Morris" Comment="Created (poor documentation.  channel 2 charts contain three range definitions - it is not clear which is relevant)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="5" PowerOn="1" />
      <Function ID="1" Name="Sound" Display="'Sound'" Dmx="0~0" />
      <Function ID="2" Name="Auto Beam" Display="'Auto Beam'" Dmx="50~99" />
      <Function ID="3" Name="Auto Pattern" Display="'Auto Pattern'" Dmx="100~159" />
      <Function ID="4" Name="Manual Sound" Display="'Manual Sound'" Dmx="160~199" />
      <Function ID="5" Name="Auto" Display="'Auto'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Blank" Name="Blank" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="6~15" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~25" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="26~35" />
      <Function ID="5" Name="Rnd Single Col" Display="'Rnd Single Col %.f%%',0~100" Dmx="36~105" />
      <Function ID="6" Name="Rnd 3 Col" Display="'Rnd 3 Col %.f%%',0~100" Dmx="106~175" />
      <Function ID="7" Name="Flow Blank" Display="'Flow Blank %.f%%',0~100" Dmx="176~245" />
      <Function ID="8" Name="Default" Display="'Default'" Dmx="246~255" />
      <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1:1" PowerOn="1:1" />
      <Function ID="1" Name="Pattern" Display="'%.f',1~256" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto Down" Display="'Auto Down %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Auto Up" Display="'Auto Up %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto Right" Display="'Auto Right %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Auto Left" Display="'Auto Left %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Vert_Invert" Name="Vert Invert" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Horiz_Invert" Name="Horiz Invert" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto" Display="'Auto %.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="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto CW" Display="'Auto CW %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Auto CCW" Display="'Auto CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Small->Big" Display="'Small->Big %.f%%',0~100" Dmx="0~85" />
      <Function ID="2" Name="Big->Small" Display="'Big->Small %.f%%',0~100" Dmx="86~170" />
      <Function ID="3" Name="Alternating" Display="'Alternating %.f%%',0~100" Dmx="171~255" />
    </Attribute>
    <Attribute ID="Pattern_Size" Name="Pattern Size" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original Size" Display="'Original Size'" Dmx="0~0" />
      <Function ID="2" Name="Size" Display="'Size %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Hot_Point" Name="Hot Point" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Level" Display="'Level %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Auto Draw 1" Display="'Auto Draw 1 %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Auto Draw 2" Display="'Auto Draw 2 %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="12 DMX" Channels="12">
    <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="Blank" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Pattern" ChannelOffset="3" Wheel="13" />
      <Attribute ID="Pan" ChannelOffset="4" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="5" Wheel="3" />
      <Attribute ID="Vert_Invert" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Horiz_Invert" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Rotation" ChannelOffset="8" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="49" />
      <Attribute ID="Pattern_Size" ChannelOffset="10" Wheel="50" />
      <Attribute ID="Hot_Point" ChannelOffset="11" Wheel="5" />
      <Attribute ID="Drawing" ChannelOffset="12" Wheel="6" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>