View Personality

QTX Light HADRON ECO (QTX Light_HADRON ECO.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="HADRON ECO" ShortName="HADRON ECO" Company="QTX Light" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>ec1a78b0-d333-482b-b25a-97c91b2fe45a</Thumbnail>
  <History Date="28-11-23" Author="Nic Morris" Comment="Created (poor documentation.  charts contain errors/range conflicts/incomplete ranges)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="RGBWA_LEDs" Name="RGBWA LEDs" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="11~20" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="21~30" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="31~40" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="41~50" Colour="255,255,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="51~60" Colour="255,100,0" />
      <Function ID="7" Name="R+G" Display="'R+G'" Dmx="61~70" Colour="255,255,255" />
      <Function ID="8" Name="R+B" Display="'R+B'" Dmx="71~80" Colour="255,255,255" />
      <Function ID="9" Name="R+W" Display="'R+W'" Dmx="81~90" Colour="255,255,255" />
      <Function ID="10" Name="R+A" Display="'R+A'" Dmx="91~100" Colour="255,255,255" />
      <Function ID="11" Name="G+B" Display="'G+B'" Dmx="101~110" Colour="255,255,255" />
      <Function ID="12" Name="G+W" Display="'G+W'" Dmx="111~120" Colour="255,255,255" />
      <Function ID="13" Name="G+A" Display="'G+A'" Dmx="121~130" Colour="255,255,255" />
      <Function ID="14" Name="B+W" Display="'B+W'" Dmx="131~140" Colour="255,255,255" />
      <Function ID="15" Name="B+A" Display="'B+A'" Dmx="141~150" Colour="255,255,255" />
      <Function ID="16" Name="R+B+A" Display="'R+B+A'" Dmx="151~160" Colour="255,255,255" />
      <Function ID="17" Name="R+G+A" Display="'R+G+A'" Dmx="161~170" Colour="255,255,255" />
      <Function ID="18" Name="B+W+A" Display="'B+W+A'" Dmx="171~180" Colour="255,255,255" />
      <Function ID="19" Name="G+W+A" Display="'G+W+A'" Dmx="181~190" Colour="255,255,255" />
      <Function ID="20" Name="R+W+A" Display="'R+W+A'" Dmx="191~200" Colour="255,255,255" />
      <Function ID="21" Name="G+B+W+A" Display="'G+B+W+A'" Dmx="201~210" Colour="255,255,255" />
      <Function ID="22" Name="R+B+W+A" Display="'R+B+W+A'" Dmx="211~220" Colour="255,255,255" />
      <Function ID="23" Name="R+G+W+A" Display="'R+G+W+A'" Dmx="221~230" Colour="255,255,255" />
      <Function ID="24" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="231~240" Colour="255,255,255" />
      <Function ID="25" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="241~250" Colour="255,255,255" />
      <Function ID="26" Name="R+G+B+W+A" Display="'R+G+B+W+A'" Dmx="251~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Motor" Name="Motor" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~11" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="139~255" />
    </Attribute>
    <Attribute ID="Laser" Name="Laser" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Red Laser" Display="'Red Laser'" Dmx="11~100" />
      <Function ID="3" Name="Green Laser" Display="'Green Laser'" Dmx="101~200" />
      <Function ID="4" Name="R+G Laser" Display="'R+G Laser'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Laser_Motor" Name="Laser Motor" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~11" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="139~255" />
    </Attribute>
    <Attribute ID="White_LEDs" Name="White LEDs" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="1" Display="'1'" Dmx="11~20" Colour="0,0,0" />
      <Function ID="3" Name="2" Display="'2'" Dmx="21~30" Colour="0,0,0" />
      <Function ID="4" Name="3" Display="'3'" Dmx="31~40" Colour="0,0,0" />
      <Function ID="5" Name="4" Display="'4'" Dmx="41~50" Colour="0,0,0" />
      <Function ID="6" Name="5" Display="'5'" Dmx="51~60" Colour="0,0,0" />
      <Function ID="7" Name="6" Display="'6'" Dmx="61~70" Colour="0,0,0" />
      <Function ID="8" Name="7" Display="'7'" Dmx="71~80" Colour="0,0,0" />
      <Function ID="9" Name="8" Display="'8'" Dmx="81~90" Colour="0,0,0" />
      <Function ID="10" Name="1+5" Display="'1+5'" Dmx="91~100" Colour="0,0,0" />
      <Function ID="11" Name="2+6" Display="'2+6'" Dmx="101~110" Colour="0,0,0" />
      <Function ID="12" Name="3+7" Display="'3+7'" Dmx="111~120" Colour="0,0,0" />
      <Function ID="13" Name="4+8" Display="'4+8'" Dmx="121~130" Colour="0,0,0" />
      <Function ID="14" Name="1+2" Display="'1+2'" Dmx="131~140" Colour="0,0,0" />
      <Function ID="15" Name="3+4" Display="'3+4'" Dmx="141~150" Colour="0,0,0" />
      <Function ID="16" Name="5+6" Display="'5+6'" Dmx="151~160" Colour="0,0,0" />
      <Function ID="17" Name="7+8" Display="'7+8'" Dmx="161~170" Colour="0,0,0" />
      <Function ID="18" Name="1+8" Display="'1+8'" Dmx="171~180" Colour="0,0,0" />
      <Function ID="19" Name="4+5" Display="'4+5'" Dmx="181~190" Colour="0,0,0" />
      <Function ID="20" Name="1+3+5+7" Display="'1+3+5+7'" Dmx="191~200" Colour="0,0,0" />
      <Function ID="21" Name="2+4+6+8" Display="'2+4+6+8'" Dmx="201~210" Colour="0,0,0" />
      <Function ID="22" Name="3+4+5+6" Display="'3+4+5+6'" Dmx="211~220" Colour="0,0,0" />
      <Function ID="23" Name="1+2+7+8" Display="'1+2+7+8'" Dmx="221~230" Colour="0,0,0" />
      <Function ID="24" Name="1+2+3+4" Display="'1+2+3+4'" Dmx="231~240" Colour="0,0,0" />
      <Function ID="25" Name="5+6+7+8" Display="'5+6+7+8'" Dmx="241~250" Colour="0,0,0" />
      <Function ID="26" Name="All On" Display="'All On'" Dmx="251~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Strobe" Name="Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="11~200" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="fb298995-a7d4-4ec2-afe7-3f6c23b4378c">
    <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="RGBWA_LEDs" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Laser" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Motor" ChannelOffset="3" Wheel="19" />
      <Attribute ID="White_LEDs" ChannelOffset="4" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="53099eb2-d2d2-4f95-992d-01b14c3edbf1">
    <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="RGBWA_LEDs" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Motor" ChannelOffset="2" Wheel="19" />
      <Attribute ID="Laser" ChannelOffset="3" Wheel="13" />
      <Attribute ID="Laser_Motor" ChannelOffset="4" Wheel="20" />
      <Attribute ID="White_LEDs" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Strobe" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch id="ec1a78b0-d333-482b-b25a-97c91b2fe45a">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</Swatch>
  </swatchLibrary>
</Fixture>