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UKing ZQ02229 (UKing_ZQ02229.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZQ02229" ShortName="ZQ02229" Company="UKing" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>71f37dfa-c399-4eb9-8291-f5740b65340d</Thumbnail>
  <History Date="12-12-23" Author="Nic Morris" Comment="Created (very poor documentation.  majority of ranges missing)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="79e96aa8-caab-444a-8180-cae52fff099a" />
  <Control>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="31,32,33,34" If="'Colour1Func'==3" />
      <Else ID="35" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="10~10" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="20~20" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="30~30" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~40" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="50~50" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="60~60" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="70~70" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="80~80" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="90~90" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="100~100" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="110~110" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="120~120" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="130~130" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="140~140" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Op/ 1" Display="'Op/ 1'" Dmx="5~5" WheelPosition="0" Colour="0,0,0" />
      <Function ID="17" Name="1/ 2" Display="'1/ 2'" Dmx="15~15" WheelPosition="1" Colour="0,0,0" />
      <Function ID="18" Name="2/ 3" Display="'2/ 3'" Dmx="25~25" WheelPosition="2" Colour="0,0,0" />
      <Function ID="19" Name="3/ 4" Display="'3/ 4'" Dmx="35~35" WheelPosition="3" Colour="0,0,0" />
      <Function ID="20" Name="4/ 5" Display="'4/ 5'" Dmx="45~45" WheelPosition="4" Colour="0,0,0" />
      <Function ID="21" Name="5/ 6" Display="'5/ 6'" Dmx="55~55" WheelPosition="5" Colour="0,0,0" />
      <Function ID="22" Name="6/ 7" Display="'6/ 7'" Dmx="65~65" WheelPosition="6" Colour="0,0,0" />
      <Function ID="23" Name="7/ 8" Display="'7/ 8'" Dmx="75~75" WheelPosition="7" Colour="0,0,0" />
      <Function ID="24" Name="8/ 9" Display="'8/ 9'" Dmx="85~85" WheelPosition="8" Colour="0,0,0" />
      <Function ID="25" Name="9/ 10" Display="'9/ 10'" Dmx="95~95" WheelPosition="9" Colour="0,0,0" />
      <Function ID="26" Name="10/ 11" Display="'10/ 11'" Dmx="105~105" WheelPosition="10" Colour="0,0,0" />
      <Function ID="27" Name="11/ 12" Display="'11/ 12'" Dmx="115~115" WheelPosition="11" Colour="0,0,0" />
      <Function ID="28" Name="12/ 13" Display="'12/ 13'" Dmx="125~125" WheelPosition="12" Colour="0,0,0" />
      <Function ID="29" Name="13/ 14" Display="'13/ 14'" Dmx="135~135" WheelPosition="13" Colour="0,0,0" />
      <Function ID="30" Name="14/ Op" Display="'14/ Op'" Dmx="145~145" WheelPosition="14" Colour="0,0,0" />
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="32" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~150" Colour="0,0,0" />
      <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="34" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="201~255" Colour="0,0,0" />
      <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <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="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="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="Prism_1" Name="Prism 1" Description="" Group="E">
      <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="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <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="Prism_2" Name="Prism 2" Description="" Group="E">
      <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="Frost/Iris" Name="Frost/Iris" Description="" Group="B">
      <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="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Reset" Name="Reset" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Lamp" Name="Lamp" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="101~255" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 16 DMX" Channels="16" Id="afde386d-be55-471a-be89-059521a5ba51">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="280" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c15f0dfe-2299-477c-8a99-c8b384f2a3e6" />
    <Include>
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Prism_1" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Prism_Rot" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Prism_2" ChannelOffset="7" Wheel="24" />
      <Attribute ID="Frost/Iris" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Focus" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="10,11" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="12,13" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="14" Wheel="25" />
      <Attribute ID="Reset" ChannelOffset="15" Wheel="28" />
      <Attribute ID="Lamp" ChannelOffset="16" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Lamp:2" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Lamp:3" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
  </Macro>
  <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>