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UKing ZQ02036 (UKing_ZQ02036.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZQ02036" ShortName="ZQ02036" Company="UKing" Version="3">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>ca016287-2e69-4ba5-95d1-aea4158e6583</Thumbnail>
  <History Date="09-07-16" Author="Nic Morris" Comment="Created (poor documentation)" Version="1" />
  <History Date="18-11-22" Author="Nic Morris" Comment="Created from Yuexin Beam 230 7R (identical)" Version="2" />
  <History Date="22-11-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f835efca-580d-43d3-b37b-d7fd24bfb76c" />
  <Control>
    <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="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="51~240" />
      <Function ID="4" Name="Open" Display="'Open'" Dmx="1~50" />
    </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="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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" 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="Scroll" ID="16,17,18,19" If="'Colour1Func'==2" />
      <Else ID="20" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~15" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~23" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~31" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="32~39" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~55" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="56~63" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="64~71" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~79" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="80~87" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="88~95" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="96~103" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="104~111" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="112~127" Colour="0,0,0" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="17" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="128~191" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Adjust" Name="Colour Adjust" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==2" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="7~13" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="14~20" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="21~27" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="28~34" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="35~41" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="42~48" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="49~55" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="56~62" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="63~69" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="70~76" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="77~83" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="84~90" />
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="91~97" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="98~104" />
      <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="105~111" />
      <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="112~118" />
      <Function ID="18" Name="Gobo 17" Display="'Gobo 17'" Dmx="119~127" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo_Shake" Name="Gobo Shake" 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="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="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <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="Control" Name="Control" 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="100~105" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="200~205" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2d77c76f-b212-4f64-a1bc-d222d686c781" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Frost" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Colour_Adjust" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
      <Attribute ID="Gobo_Shake" ChannelOffset="12" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1" />
      <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1" />
      <Palette ID="18" Name="Gobo 17" Number="0" Page="1" SetControl="Gobo1:18,Gobo1Func:1" />
    </Group>
    <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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>