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SHINP DL-22RR (SHINP_DL-22RR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="DL-22RR" ShortName="DL-22RR" Company="SHINP" Version="6">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>5d4017ea-d9c7-4039-990e-f6c4af7d0c8b</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" />
  <History Date="16-10-24" Author="Nic Morris" Comment="Created from UKing Mini Four Holes Laser (ZQ-B370) (identical)" Version="5" />
  <History Date="20-05-25" Author="Nic Morris" Comment="Created from Moonlight M2220 (identical)" Version="6" />
  <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" Id="569ff86d-04c8-4cd3-a83a-9005de807b6f">
    <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>