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UKing ZQ03251 (UKing_ZQ03251.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ZQ03251" ShortName="ZQ03251" Company="UKing" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>ebf9f02a-6d14-42a9-9e83-99578886cbe4</Thumbnail>
  <History Date="26-02-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fixed Col" Display="'Fixed Col %.f%%',0~100" Dmx="0~69" Colour="0,0,0" />
      <Function ID="2" Name="Overall Col Change" Display="'Overall Col Change'" Dmx="70~79" Colour="0,0,0" />
      <Function ID="3" Name="Initial Col of Pattern" Display="'Initial Col of Pattern'" Dmx="80~89" Colour="0,0,0" />
      <Function ID="4" Name="7 Rainbow Cols" Display="'7 Rainbow Cols'" Dmx="90~94" Colour="0,0,0" />
      <Function ID="5" Name="2 Segmented Col" Display="'2 Segmented Col'" Dmx="95~109" Colour="0,0,0" />
      <Function ID="6" Name="3 Segmented Col" Display="'3 Segmented Col'" Dmx="110~129" Colour="0,0,0" />
      <Function ID="7" Name="4 Segmented Col" Display="'4 Segmented Col'" Dmx="130~145" Colour="0,0,0" />
      <Function ID="8" Name="8 Segmented Col" Display="'8 Segmented Col'" Dmx="146~161" Colour="0,0,0" />
      <Function ID="9" Name="16 Segmented Col" Display="'16 Segmented Col'" Dmx="162~209" Colour="0,0,0" />
      <Function ID="10" Name="32 Segmented Col" Display="'32 Segmented Col'" Dmx="210~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Flow_Spd" Name="Col Flow Spd" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',0.0~100.0" Dmx="127~10" Colour="0,0,0" />
      <Function ID="2" Name="No Flow" Display="'No Flow'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Graphic_Group" Name="Graphic Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Group 1 (Basic Geometric Patterns)" Display="'Group 1 (Basic Geometric Patterns)'" Dmx="0~0" />
      <Function ID="2" Name="Group 2 (Edge Highlight Pattern)" Display="'Group 2 (Edge Highlight Pattern)'" Dmx="64~127" />
      <Function ID="3" Name="Group 3 (Dot Graphics)" Display="'Group 3 (Dot Graphics)'" Dmx="128~191" />
      <Function ID="4" Name="Group 4 (Animation)" Display="'Group 4 (Animation)'" Dmx="192~249" />
      <Function ID="5" Name="Group 5 (Animation)" Display="'Group 5 (Animation)'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Graphic" Name="Graphic" 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="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="2~235" />
      <Function ID="3" Name="Rnd Geometric" Display="'Rnd Geometric'" Dmx="236~245" />
      <Function ID="4" Name="Rnd Animation" Display="'Rnd Animation'" Dmx="246~249" />
      <Function ID="5" Name="Rnd Geometric+Anim" Display="'Rnd Geometric+Anim'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX_Spd" Name="Dynamic FX Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto_Scale" Name="Auto Scale" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern Size" Display="'Pattern Size'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Speed Small->Large" Display="'Speed Small->Large %.f%%',0~100" Dmx="16~55" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Speed High->Low" Display="'Speed High->Low %.f%%',0~100" Dmx="56~95" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Size Scaling Speed" Display="'Size Scaling Speed'" Dmx="96~135" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Split Irregular Loop Scaling" Display="'Split Irregular Loop Scaling'" Dmx="136~175" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="Triple Irregular Loop Scaling" Display="'Triple Irregular Loop Scaling'" Dmx="176~255" Iris="0~0" Zoom="0~0" />
    </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" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Vert Flip Pos" Display="'Vert Flip Pos %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Vert Flip Spd" Display="'Vert Flip Spd %.1f%%',0.0~100.0" Dmx="128~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Horiz Flip Pos" Display="'Horiz Flip Pos %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Horiz Flip Spd" Display="'Horiz Flip Spd %.1f%%',0.0~100.0" Dmx="128~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.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="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.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="Wave" Name="Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Waves" Display="'No Waves'" Dmx="0~0" />
      <Function ID="2" Name="Wave" Display="'Wave %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Gradient" Display="'No Gradient'" Dmx="0~0" />
      <Function ID="2" Name="Manual Gradient 1" Display="'Manual Gradient 1'" Dmx="2~63" />
      <Function ID="3" Name="Manual Gradient 2" Display="'Manual Gradient 2'" Dmx="64~127" />
      <Function ID="4" Name="Auto Gradient (Increase)" Display="'Auto Gradient (Increase)'" Dmx="128~153" />
      <Function ID="5" Name="Auto Gradient (Subtraction)" Display="'Auto Gradient (Subtraction)'" Dmx="154~179" />
      <Function ID="6" Name="Auto Gradient (Increase then Decrease Reverse)" Display="'Auto Gradient (Increase then Decrease Reverse)'" Dmx="180~205" />
      <Function ID="7" Name="Auto Gradient (Increase then Decrease Same Direction)" Display="'Auto Gradient (Increase then Decrease Same Direction)'" Dmx="206~255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7" Id="152f1ccc-595a-4339-aa5f-843afda6a1cc">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Col_Flow_Spd" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Graphic_Group" ChannelOffset="4" Wheel="13" />
      <Attribute ID="Graphic" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Dynamic_FX" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="7" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="47037fe7-a3d1-4931-b3de-62634e523b26">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Col_Flow_Spd" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Graphic_Group" ChannelOffset="4" Wheel="13" />
      <Attribute ID="Graphic" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Dynamic_FX" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Auto_Scale" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Z-Rot" ChannelOffset="10" Wheel="49" />
      <Attribute ID="X-Rot" ChannelOffset="11" Wheel="50" />
      <Attribute ID="Y-Rot" ChannelOffset="12" Wheel="51" />
      <Attribute ID="Pan" ChannelOffset="13" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="14" Wheel="3" />
      <Attribute ID="Wave" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Drawing" ChannelOffset="16" Wheel="28" />
    </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>