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QTX Light Mesmerizer (QTX Light_Mesmerizer.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mesmerizer" ShortName="Mesmerizer" Company="QTX Light" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>d74ed190-2341-4243-afc2-602a82f562f3</Thumbnail>
  <History Date="26-02-23" Author="Nic Morris" Comment="Created (poor documentation.  charts contain errors)" Version="0" />
  <History Date="02-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f1a92b55-fa31-4e06-b596-1577ae922c39" />
  <Control>
    <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="LED_Shutter" Name="LED Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="LED_Colour" Name="LED Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour" Display="'Colour %.f%%',0~100" Dmx="10~79" Colour="255,255,255" />
      <Function ID="3" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="80~159" Colour="255,255,255" />
      <Function ID="4" Name="Gradual" Display="'Gradual %.f%%',0~100" Dmx="160~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Laser_Colour" Name="Laser Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Fixed Colour" Display="'Fixed Colour %.f%%',0~100" Dmx="2~69" Colour="255,255,255" />
      <Function ID="3" Name="Total Col Change" Display="'Total Col Change'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="4" Name="Default Col" Display="'Default Col'" Dmx="80~89" Colour="255,255,255" />
      <Function ID="5" Name="Rainbow Col" Display="'Rainbow Col'" Dmx="90~94" Colour="255,255,255" />
      <Function ID="6" Name="2-Segment Col" Display="'2-Segment Col'" Dmx="95~114" Colour="255,255,255" />
      <Function ID="7" Name="3-Segment Col" Display="'3-Segment Col'" Dmx="115~139" Colour="255,255,255" />
      <Function ID="8" Name="4-Segment Col" Display="'4-Segment Col'" Dmx="140~164" Colour="255,255,255" />
      <Function ID="9" Name="8-Segment Col" Display="'8-Segment Col'" Dmx="165~189" Colour="255,255,255" />
      <Function ID="10" Name="16-Segment Col" Display="'16-Segment Col'" Dmx="190~224" Colour="255,255,255" />
      <Function ID="11" Name="Dynamic Col Chase 1" Display="'Dynamic Col Chase 1'" Dmx="225~229" Colour="255,255,255" />
      <Function ID="12" Name="Dynamic Col Chase 2" Display="'Dynamic Col Chase 2'" Dmx="230~234" Colour="255,255,255" />
      <Function ID="13" Name="Dynamic Col Chase 3" Display="'Dynamic Col Chase 3'" Dmx="235~239" Colour="255,255,255" />
      <Function ID="14" Name="Dynamic Col Chase 4" Display="'Dynamic Col Chase 4'" Dmx="240~244" Colour="255,255,255" />
      <Function ID="15" Name="Dynamic Col Chase 5" Display="'Dynamic Col Chase 5'" Dmx="245~249" Colour="255,255,255" />
      <Function ID="16" Name="Dynamic Col Chase 6" Display="'Dynamic Col Chase 6'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Chase_Spd" Name="Col Chase Spd" 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="CW" Display="'CW %.1f%%',100.0~0.0" Dmx="127~10" Colour="0,0,0" />
      <Function ID="3" Name="CCW" Display="'CCW %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" 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="Pattern_Group" Name="Pattern Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Inner 1" Display="'Inner 1'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Inner 2" Display="'Inner 2'" Dmx="25~49" WheelPosition="0" />
      <Function ID="3" Name="Inner 3" Display="'Inner 3'" Dmx="50~74" WheelPosition="0" />
      <Function ID="4" Name="Inner 4" Display="'Inner 4'" Dmx="75~99" WheelPosition="0" />
      <Function ID="5" Name="Inner 5" Display="'Inner 5'" Dmx="100~124" WheelPosition="0" />
      <Function ID="6" Name="Dyanmic 1" Display="'Dyanmic 1'" Dmx="125~149" WheelPosition="0" />
      <Function ID="7" Name="Dyanmic 2" Display="'Dyanmic 2'" Dmx="150~174" WheelPosition="0" />
    </Attribute>
    <Attribute ID="Size" Name="Size" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto_Zoom" Name="Auto Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Manual" Display="'Manual'" Dmx="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="16~55" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="56~95" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="96~135" />
      <Function ID="5" Name="Cycle Zoom Effect 1" Display="'Cycle Zoom Effect 1'" Dmx="136~175" />
      <Function ID="6" Name="Cycle Zoom Effect 2" Display="'Cycle Zoom Effect 2'" Dmx="176~215" />
      <Function ID="7" Name="Cycle Zoom Effect 3" Display="'Cycle Zoom Effect 3'" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-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="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Move" Description="" Group="P">
      <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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Move" Description="" Group="P">
      <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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Wave" Name="X-Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Wave Spd" Display="'Wave Spd %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Manual 1" Display="'Manual 1'" Dmx="2~63" />
      <Function ID="3" Name="Manual 2" Display="'Manual 2'" Dmx="64~127" />
      <Function ID="4" Name="Auto Increase" Display="'Auto Increase'" Dmx="128~153" />
      <Function ID="5" Name="Auto Decrease" Display="'Auto Decrease'" Dmx="154~179" />
      <Function ID="6" Name="Auto Rev Increase->Decrease" Display="'Auto Rev Increase->Decrease'" Dmx="180~205" />
      <Function ID="7" Name="Auto Syntropy Increase->Decrease" Display="'Auto Syntropy Increase->Decrease'" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Trace" Name="Trace" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Trance Range" Display="'Trance Range %.1f%%',0.0~100.0" Dmx="16~255" />
    </Attribute>
    <Attribute ID="Trace_Spd" Name="Trace 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>
    <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="Dynamic_FX" Name="Dynamic FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Inner Dynamic FX Single" Display="'Inner Dynamic FX Single'" Dmx="3~183" />
      <Function ID="3" Name="Inner Dynamic FX Group" Display="'Inner Dynamic FX Group'" Dmx="184~248" />
      <Function ID="4" Name="Random" Display="'Random'" Dmx="249~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX_Spd" Name="Dynamic FX Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Inner Program" Display="'Inner Program %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="DMX" Display="'DMX %.1f%%',0.0~100.0" Dmx="255~128" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <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>
    <AtlaBase ModeID="17f7dcef-d3c7-4e1e-a647-dd05ffc7bf03" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="LED_Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="LED_Colour" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Laser_Colour" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Col_Chase_Spd" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Dynamic_FX" ChannelOffset="6" Wheel="53" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="7" Wheel="54" />
    </Include>
  </Mode>
  <Mode Name="21 DMX" Channels="21">
    <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>
    <AtlaBase ModeID="88a0e2b3-e6f1-4011-bc08-c18ec7b44f59" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="LED_Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="LED_Colour" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Laser_Colour" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Col_Chase_Spd" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Pattern" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Pattern_Group" ChannelOffset="7" Wheel="13" />
      <Attribute ID="Size" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Auto_Zoom" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Z-Rot" ChannelOffset="10" Wheel="51" />
      <Attribute ID="X-Rot" ChannelOffset="11" Wheel="49" />
      <Attribute ID="Y-Rot" ChannelOffset="12" Wheel="50" />
      <Attribute ID="Pan" ChannelOffset="13" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="14" Wheel="3" />
      <Attribute ID="X-Wave" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Drawing" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Trace" ChannelOffset="17" Wheel="24" />
      <Attribute ID="Trace_Spd" ChannelOffset="18" Wheel="52" />
      <Attribute ID="Gobo1" ChannelOffset="19" Wheel="16" />
      <Attribute ID="Dynamic_FX" ChannelOffset="20" Wheel="53" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="21" Wheel="54" />
    </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>