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UKing Mini Four Holes Laser (ZQ-B370) (UKing_Mini Four Holes Laser (ZQ-B370).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mini Four Holes Laser (ZQ-B370)" ShortName="ZQ-B370" Company="UKing" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>7e1b9842-dbe3-404c-b41b-a6ef7a017ff0</Thumbnail>
  <History Date="08-02-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="02-07-16" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="10-01-20" Author="Nic Morris" Comment="Created from Casa CTL-DCM" Version="3" />
  <History Date="08-11-22" Author="Nic Morris" Comment="Created from Unknown Four Tunnels RGPY Laser Show System (identical - documentation has the same model name)" Version="4" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Update="Pattern" />
      <Function ID="2" Name="Static DMX" Display="'Static DMX'" Dmx="50~99" Update="Pattern" />
      <Function ID="3" Name="Dynamic DMX" Display="'Dynamic DMX'" Dmx="100~149" Update="Pattern" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="150~199" Update="Pattern" />
      <Function ID="5" Name="Auto" Display="'Auto'" Dmx="200~255" Update="Pattern" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Static" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52" If="'Mode'==2" />
      <Condition Name="Dynamic" ID="53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104" If="'Mode'==3" />
      <Else ID="105" />
      <Function ID="1" Name="Circle" Display="'Circle'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Dot Circle 1" Display="'Dot Circle 1'" Dmx="5~9" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Dot Circle 2" Display="'Dot Circle 2'" Dmx="10~14" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Scan Circle" Display="'Scan Circle'" Dmx="15~19" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Horiz Line" Display="'Horiz Line'" Dmx="20~24" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Hori-Dot Line" Display="'Hori-Dot Line'" Dmx="25~29" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Vert Line" Display="'Vert Line'" Dmx="30~34" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Vert-Dot Line" Display="'Vert-Dot Line'" Dmx="35~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="45 Diag" Display="'45 Diag'" Dmx="40~44" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="10" Name="Dot Diag" Display="'Dot Diag'" Dmx="45~49" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="11" Name="135 Diag" Display="'135 Diag'" Dmx="50~54" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Dot Diag" Display="'Dot Diag'" Dmx="55~59" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="V Line 1" Display="'V Line 1'" Dmx="60~64" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="14" Name="V Dot Line 1" Display="'V Dot Line 1'" Dmx="65~69" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="15" Name="V Line 2" Display="'V Line 2'" Dmx="70~74" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="16" Name="V Dot Line 2" Display="'V Dot Line 2'" Dmx="75~79" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="17" Name="Triangle 1" Display="'Triangle 1'" Dmx="80~84" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="Do Tri 1" Display="'Do Tri 1'" Dmx="85~89" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="Triangle 2" Display="'Triangle 2'" Dmx="90~94" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Dot Tri 2" Display="'Dot Tri 2'" Dmx="95~99" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="Square" Display="'Square'" Dmx="100~104" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Dot Square" Display="'Dot Square'" Dmx="105~109" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="Rectangle 1" Display="'Rectangle 1'" Dmx="110~114" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="24" Name="Dot Rect 1" Display="'Dot Rect 1'" Dmx="115~119" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="25" Name="Rectangle 2" Display="'Rectangle 2'" Dmx="120~124" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="26" Name="Dot Rect 2" Display="'Dot Rect 2'" Dmx="125~129" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="27" Name="ChristCross" Display="'ChristCross'" Dmx="130~134" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="28" Name="Chiasma Line" Display="'Chiasma Line'" Dmx="135~139" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="29" Name="Hor-Extend Line" Display="'Hor-Extend Line'" Dmx="140~144" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="30" Name="Hori-Shrink Line" Display="'Hori-Shrink Line'" Dmx="145~149" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="31" Name="Hori-Flex LIne" Display="'Hori-Flex LIne'" Dmx="150~154" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="32" Name="Ho-Flex Dot Line" Display="'Ho-Flex Dot Line'" Dmx="155~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="33" Name="Ver-Extend Line" Display="'Ver-Extend Line'" Dmx="160~164" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="34" Name="Vert-Shrink Line" Display="'Vert-Shrink Line'" Dmx="165~169" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="35" Name="Vert-Flex Line" Display="'Vert-Flex Line'" Dmx="170~174" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="36" Name="Ve-Flex Dot Line" Display="'Ve-Flex Dot Line'" Dmx="175~179" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="37" Name="Ladder Line 1" Display="'Ladder Line 1'" Dmx="180~184" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="38" Name="Ladder Line 2" Display="'Ladder Line 2'" Dmx="185~189" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="39" Name="Ladder Line 3" Display="'Ladder Line 3'" Dmx="190~194" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="40" Name="Ladder Line 4" Display="'Ladder Line 4'" Dmx="195~199" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="41" Name="Tetragon 1" Display="'Tetragon 1'" Dmx="200~204" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="42" Name="Tetragon 2" Display="'Tetragon 2'" Dmx="205~209" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="43" Name="Pentagon 1" Display="'Pentagon 1'" Dmx="210~214" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="44" Name="Pentagon 2" Display="'Pentagon 2'" Dmx="215~219" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="45" Name="Pentagon 3" Display="'Pentagon 3'" Dmx="220~224" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="46" Name="Pentagon 4" Display="'Pentagon 4'" Dmx="225~229" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="47" Name="Wave Line" Display="'Wave Line'" Dmx="230~234" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="48" Name="Wave Dot Line" Display="'Wave Dot Line'" Dmx="235~239" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="49" Name="Spirality Line" Display="'Spirality Line'" Dmx="240~244" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="50" Name="Many Dot 1" Display="'Many Dot 1'" Dmx="245~249" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="51" Name="Many Dot 2" Display="'Many Dot 2'" Dmx="250~254" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="52" Name="Square Dot" Display="'Square Dot'" Dmx="255~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="53" Name="Circ to Big" Display="'Circ to Big'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="54" Name="Dot Circ to Big" Display="'Dot Circ to Big'" Dmx="5~9" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="55" Name="Scan Circ to Big" Display="'Scan Circ to Big'" Dmx="10~14" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="56" Name="Circ Flash" Display="'Circ Flash'" Dmx="15~19" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="57" Name="Dot Circ Clash" Display="'Dot Circ Clash'" Dmx="20~24" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="58" Name="Circ Roll" Display="'Circ Roll'" Dmx="25~29" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="59" Name="Dot Circ Roll" Display="'Dot Circ Roll'" Dmx="30~34" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="60" Name="Circ Turn" Display="'Circ Turn'" Dmx="35~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="61" Name="Dot Circ Turn" Display="'Dot Circ Turn'" Dmx="40~44" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="62" Name="Dot Circ to Add" Display="'Dot Circ to Add'" Dmx="45~49" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="63" Name="Scan Circ Extend" Display="'Scan Circ Extend'" Dmx="50~54" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="64" Name="Circ Jump" Display="'Circ Jump'" Dmx="55~59" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="65" Name="Dot Circ Jump" Display="'Dot Circ Jump'" Dmx="60~64" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="66" Name="Hori-Line Jump" Display="'Hori-Line Jump'" Dmx="65~69" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="67" Name="Hori-Dot Line Jump" Display="'Hori-Dot Line Jump'" Dmx="70~74" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="68" Name="Vert Line Jump" Display="'Vert Line Jump'" Dmx="75~79" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="69" Name="Ver-Dot Line Jump" Display="'Ver-Dot Line Jump'" Dmx="80~84" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="70" Name="Diag Jump" Display="'Diag Jump'" Dmx="85~89" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="71" Name="Dot Diag Jump" Display="'Dot Diag Jump'" Dmx="90~94" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="72" Name="Short Sect Round 1" Display="'Short Sect Round 1'" Dmx="95~99" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="73" Name="Short Sect Round 2" Display="'Short Sect Round 2'" Dmx="100~104" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="74" Name="Long Sect Round 1" Display="'Long Sect Round 1'" Dmx="105~109" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="75" Name="Long Sect Round 2" Display="'Long Sect Round 2'" Dmx="110~114" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="76" Name="Line Scan" Display="'Line Scan'" Dmx="115~119" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="77" Name="Dot Line Scan" Display="'Dot Line Scan'" Dmx="120~124" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="78" Name="45 Diag Move" Display="'45 Diag Move'" Dmx="125~129" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="79" Name="Dot Diag Move" Display="'Dot Diag Move'" Dmx="130~134" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="80" Name="Hori Line Flex" Display="'Hori Line Flex'" Dmx="135~139" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="81" Name="Hori Dot Line Flex" Display="'Hori Dot Line Flex'" Dmx="140~144" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="82" Name="Hori Line Move" Display="'Hori Line Move'" Dmx="145~149" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="83" Name="Hori Dot Line Move" Display="'Hori Dot Line Move'" Dmx="150~154" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="84" Name="Vert Line Move" Display="'Vert Line Move'" Dmx="155~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="85" Name="Vert Dot Line Move" Display="'Vert Dot Line Move'" Dmx="160~164" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="86" Name="Rect Extend" Display="'Rect Extend'" Dmx="165~169" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="87" Name="Dot Rect Extend" Display="'Dot Rect Extend'" Dmx="170~174" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="88" Name="Square Extend" Display="'Square Extend'" Dmx="175~179" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="89" Name="Dot Square Extend" Display="'Dot Square Extend'" Dmx="180~184" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="90" Name="Rect Turn" Display="'Rect Turn'" Dmx="185~189" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="91" Name="Dot Rect Turn" Display="'Dot Rect Turn'" Dmx="190~194" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="92" Name="Square Turn" Display="'Square Turn'" Dmx="195~199" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="93" Name="Dot Square Turn" Display="'Dot Square Turn'" Dmx="200~204" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="94" Name="Penatgon Turn" Display="'Penatgon Turn'" Dmx="205~209" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="95" Name="Dot Pentagon Turn" Display="'Dot Pentagon Turn'" Dmx="210~214" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="96" Name="Tetragon Turn" Display="'Tetragon Turn'" Dmx="215~219" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="97" Name="Pentagon Star Turn" Display="'Pentagon Star Turn'" Dmx="220~224" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="98" Name="Bird Fly" Display="'Bird Fly'" Dmx="225~229" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="99" Name="Dot Bird Fly" Display="'Dot Bird Fly'" Dmx="230~234" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="100" Name="Wave Flowing" Display="'Wave Flowing'" Dmx="235~239" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="101" Name="Dot Wave Flowing" Display="'Dot Wave Flowing'" Dmx="240~244" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="102" Name="Many Dot Jump 1" Display="'Many Dot Jump 1'" Dmx="245~249" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="103" Name="Square Dot Jump" Display="'Square Dot Jump'" Dmx="250~254" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="104" Name="Many Dot Jump 2" Display="'Many Dot Jump 2'" Dmx="255~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="105" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="X-Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Y-Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Scan_Spd" Name="Scan Spd" 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="Patt_Spd" Name="Patt Spd" Description="" Group="G">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Size" 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" Iris="0~0" Zoom="0~0" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="4" Wheel="3" />
      <Attribute ID="Scan_Spd" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Patt_Spd" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="7" Wheel="19" />
    </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>