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UKing ZQ03070 (UKing_ZQ03070.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZQ03070" ShortName="ZQ03070" Company="UKing" Version="6">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>036d06fe-5697-4102-8a47-bf2cfffe2e88</Thumbnail>
  <History Date="18-08-22" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="28-08-22" Author="Nic Morris" Comment="Fixed missing DMX values in mode functions." Version="1" />
  <History Date="29-08-22" Author="Nic Morris" Comment="Added discreet functions to manual pattern and colour in response to customer feedback." Version="2" />
  <History Date="14-01-25" Author="Nic Morris" Comment="Created from Alien 500mw RGB Laser (pattern ranges not documented.  left the same for now)" Version="6" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Update="Pattern" />
      <Function ID="2" Name="Manual" Display="'Manual'" Dmx="64~127" Update="Pattern" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="128~191" Update="Pattern" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="192~255" Update="Pattern" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="2" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Manual" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52" If="'Mode'==2" />
      <Condition Name="Auto" ID="53,54,55,56" If="'Mode'==3" />
      <Condition Name="Sound" ID="57,58,59,60" If="'Mode'==4" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~5" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2'" Dmx="6~10" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3'" Dmx="11~15" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4'" Dmx="16~20" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5'" Dmx="21~25" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6'" Dmx="26~30" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7'" Dmx="31~35" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8'" Dmx="36~40" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9'" Dmx="41~45" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10'" Dmx="46~50" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11'" Dmx="51~55" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12'" Dmx="56~60" />
      <Function ID="14" Name="Pattern 13" Display="'Pattern 13'" Dmx="61~65" />
      <Function ID="15" Name="Pattern 14" Display="'Pattern 14'" Dmx="66~70" />
      <Function ID="16" Name="Pattern 15" Display="'Pattern 15'" Dmx="71~75" />
      <Function ID="17" Name="Pattern 16" Display="'Pattern 16'" Dmx="76~80" />
      <Function ID="18" Name="Pattern 17" Display="'Pattern 17'" Dmx="81~85" />
      <Function ID="19" Name="Pattern 18" Display="'Pattern 18'" Dmx="86~90" />
      <Function ID="20" Name="Pattern 19" Display="'Pattern 19'" Dmx="91~95" />
      <Function ID="21" Name="Pattern 20" Display="'Pattern 20'" Dmx="96~100" />
      <Function ID="22" Name="Pattern 21" Display="'Pattern 21'" Dmx="101~105" />
      <Function ID="23" Name="Pattern 22" Display="'Pattern 22'" Dmx="106~110" />
      <Function ID="24" Name="Pattern 23" Display="'Pattern 23'" Dmx="111~115" />
      <Function ID="25" Name="Pattern 24" Display="'Pattern 24'" Dmx="116~120" />
      <Function ID="26" Name="Pattern 25" Display="'Pattern 25'" Dmx="121~125" />
      <Function ID="27" Name="Pattern 26" Display="'Pattern 26'" Dmx="126~130" />
      <Function ID="28" Name="Pattern 27" Display="'Pattern 27'" Dmx="131~135" />
      <Function ID="29" Name="Pattern 28" Display="'Pattern 28'" Dmx="136~140" />
      <Function ID="30" Name="Pattern 29" Display="'Pattern 29'" Dmx="141~145" />
      <Function ID="31" Name="Pattern 30" Display="'Pattern 30'" Dmx="146~150" />
      <Function ID="32" Name="Pattern 31" Display="'Pattern 31'" Dmx="151~155" />
      <Function ID="33" Name="Pattern 32" Display="'Pattern 32'" Dmx="156~160" />
      <Function ID="34" Name="Pattern 33" Display="'Pattern 33'" Dmx="161~165" />
      <Function ID="35" Name="Pattern 34" Display="'Pattern 34'" Dmx="166~170" />
      <Function ID="36" Name="Pattern 35" Display="'Pattern 35'" Dmx="171~175" />
      <Function ID="37" Name="Pattern 36" Display="'Pattern 36'" Dmx="176~180" />
      <Function ID="38" Name="Pattern 37" Display="'Pattern 37'" Dmx="181~185" />
      <Function ID="39" Name="Pattern 38" Display="'Pattern 38'" Dmx="186~190" />
      <Function ID="40" Name="Pattern 39" Display="'Pattern 39'" Dmx="191~195" />
      <Function ID="41" Name="Pattern 40" Display="'Pattern 40'" Dmx="196~200" />
      <Function ID="42" Name="Pattern 41" Display="'Pattern 41'" Dmx="201~205" />
      <Function ID="43" Name="Pattern 42" Display="'Pattern 42'" Dmx="206~210" />
      <Function ID="44" Name="Pattern 43" Display="'Pattern 43'" Dmx="211~215" />
      <Function ID="45" Name="Pattern 44" Display="'Pattern 44'" Dmx="216~220" />
      <Function ID="46" Name="Pattern 45" Display="'Pattern 45'" Dmx="221~225" />
      <Function ID="47" Name="Pattern 46" Display="'Pattern 46'" Dmx="226~230" />
      <Function ID="48" Name="Pattern 47" Display="'Pattern 47'" Dmx="231~235" />
      <Function ID="49" Name="Pattern 48" Display="'Pattern 48'" Dmx="236~240" />
      <Function ID="50" Name="Pattern 49" Display="'Pattern 49'" Dmx="241~245" />
      <Function ID="51" Name="Pattern 50" Display="'Pattern 50'" Dmx="246~250" />
      <Function ID="52" Name="Pattern 51" Display="'Pattern 51'" Dmx="251~255" />
      <Function ID="53" Name="Auto 1" Display="'Auto 1'" Dmx="0~0" />
      <Function ID="54" Name="Auto 2" Display="'Auto 2'" Dmx="64~127" />
      <Function ID="55" Name="Auto 3" Display="'Auto 3'" Dmx="128~191" />
      <Function ID="56" Name="Auto 4" Display="'Auto 4'" Dmx="192~255" />
      <Function ID="57" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="58" Name="Sound 2" Display="'Sound 2'" Dmx="64~127" />
      <Function ID="59" Name="Sound 3" Display="'Sound 3'" Dmx="128~191" />
      <Function ID="60" Name="Sound 4" Display="'Sound 4'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Angle" Name="Angle" 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="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Horiz_Angle" Name="Horiz Angle" 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" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Vert_Angle" Name="Vert Angle" 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" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Pos" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.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="Tilt" Name="Vert Pos" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.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="Zoom" Name="Size" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'Size %.f%%',0~100" Dmx="63~0" />
      <Function ID="2" Name="Open Puse" Display="'Open Puse %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~191" />
      <Function ID="4" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Mono" Display="'Mono %.f%%',0~100" Dmx="0~63" Colour="255,255,255" />
      <Function ID="2" Name="Col Mixing" Display="'Col Mixing %.f%%',0~100" Dmx="64~127" Colour="255,255,255" />
      <Function ID="3" Name="Mono Auto" Display="'Mono Auto %.f%%',0~100" Dmx="128~191" Colour="255,255,255" />
      <Function ID="4" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Code_Control" Name="Code Control" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Dots+Lines" Display="'Dots+Lines'" Dmx="0~0" />
      <Function ID="2" Name="Dots, Wireless Strips" Display="'Dots, Wireless Strips'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10" Id="5cf02716-8920-46c2-9cdb-70d2acb64bbb">
    <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="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Angle" ChannelOffset="3" Wheel="49" />
      <Attribute ID="Horiz_Angle" ChannelOffset="4" Wheel="20" />
      <Attribute ID="Vert_Angle" ChannelOffset="5" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Code_Control" ChannelOffset="10" Wheel="5" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>