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UKing ZQ02061 (UKing_ZQ02061.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZQ02061" ShortName="ZQ02061" Company="UKing" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>79c74b02-9da4-4d3e-abaa-a178652be5c6</Thumbnail>
  <History Date="20-09-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="01981861-d2fc-40ce-907e-b4904a081cd0" />
  <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="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="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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="0~127" Colour="255,255,255" />
      <Function ID="2" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Gobo" Display="'Gobo %.1f%%',0.0~100.0" Dmx="0~159" />
      <Function ID="2" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="160~255" />
    </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="100~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="255~128" />
    </Attribute>
    <Attribute ID="7-Colour" Name="7-Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="7-Colour" Display="'7-Colour'" Dmx="255~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="60~75" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="76~90" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="91~105" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="106~120" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="121~135" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="136~159" />
      <Function ID="8" Name="Sound 1" Display="'Sound 1'" Dmx="160~175" />
      <Function ID="9" Name="Sound 2" Display="'Sound 2'" Dmx="176~190" />
      <Function ID="10" Name="Sound 3" Display="'Sound 3'" Dmx="191~205" />
      <Function ID="11" Name="Sound 4" Display="'Sound 4'" Dmx="206~220" />
      <Function ID="12" Name="Sound 5" Display="'Sound 5'" Dmx="221~235" />
      <Function ID="13" Name="Sound 6" Display="'Sound 6'" Dmx="236~255" />
    </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="Reset" Display="'Reset'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Strip_Effect" Name="Strip Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Strip Effect" Display="'Strip Effect %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
  </Control>
  <Mode Name="12 DMX" Channels="12" Id="8957f4bf-a492-4d83-ab41-8e41e54df3ff">
    <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="c0f5f5df-7fd7-4847-bfcd-54f50b16b0fe" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="22" />
      <Attribute ID="7-Colour" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
      <Attribute ID="Strip_Effect" ChannelOffset="12" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14" Id="e11e084b-8e49-4f1b-9aa9-b2c8d9ec9dff">
    <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="d8c3094b-75d4-4566-8099-0d1ef56e6388" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="22" />
      <Attribute ID="7-Colour" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
      <Attribute ID="Strip_Effect" ChannelOffset="14" Wheel="24" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control: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>