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Laserworld EL-400RGB S (Laserworld_EL-400RGB S.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EL-400RGB S" ShortName="EL-400RGBS" Company="Laserworld" Version="1">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>3344858d-aec6-4ca4-aad7-5bbf0d6845ea</Thumbnail>
  <History Date="02-01-26" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-01-26" Author="Nic Morris" Comment="Created from Laserworld CUBE Series" Version="1" />
  <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="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default Auto Spd" Display="'Default Auto Spd'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.f%%',0~100" Dmx="27~127" />
      <Function ID="3" Name="Sound Sensitivity" Display="'Sound Sensitivity %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Group" Name="Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Geometric Patterns (1)" Display="'Geometric Patterns (1)'" Dmx="0~0" Update="Pattern/Effect" />
      <Function ID="2" Name="Geometric Patterns (2)" Display="'Geometric Patterns (2)'" Dmx="16~31" Update="Pattern/Effect" />
      <Function ID="3" Name="Geometric Patterns (3)" Display="'Geometric Patterns (3)'" Dmx="32~47" Update="Pattern/Effect" />
      <Function ID="4" Name="Geometric Patterns (Dot Type Pattern)" Display="'Geometric Patterns (Dot Type Pattern)'" Dmx="48~63" Update="Pattern/Effect" />
      <Function ID="5" Name="Location for the Downloaded ILD Programs" Display="'Location for the Downloaded ILD Programs'" Dmx="64~127" Update="Pattern/Effect" />
      <Function ID="6" Name="Animated Programs" Display="'Animated Programs'" Dmx="128~143" Update="Pattern/Effect" />
      <Function ID="7" Name="Dynamic Effects of Program" Display="'Dynamic Effects of Program'" Dmx="144~255" Update="Pattern/Effect" />
    </Attribute>
    <Attribute ID="Pattern/Effect" Name="Pattern/Effect" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Effect" ID="2,3" If="'Group'>5" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="All" Display="'All'" Dmx="0~0" />
      <Function ID="3" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
    <Attribute ID="Colour" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Built-In Colour 1 (Static Patterns are White)" Display="'Built-In Colour 1 (Static Patterns are White)'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Built-In Colour 2" Display="'Built-In Colour 2'" Dmx="1~3" Colour="0,0,0" />
      <Function ID="3" Name="White" Display="'White'" Dmx="4~7" Colour="0,0,0" />
      <Function ID="4" Name="Red" Display="'Red'" Dmx="8~11" Colour="0,0,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="12~15" Colour="0,0,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="16~19" Colour="0,0,0" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="20~23" Colour="0,0,0" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="24~27" Colour="0,0,0" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="28~31" Colour="0,0,0" />
      <Function ID="10" Name="7 Col Change Effect" Display="'7 Col Change Effect'" Dmx="32~35" Colour="0,0,0" />
      <Function ID="11" Name="RGB 3 Col Change Effect" Display="'RGB 3 Col Change Effect'" Dmx="36~39" Colour="0,0,0" />
      <Function ID="12" Name="Built-In Col Change Effect" Display="'Built-In Col Change Effect'" Dmx="40~43" Colour="0,0,0" />
      <Function ID="13" Name="Flow Effect 1" Display="'Flow Effect 1'" Dmx="44~47" Colour="0,0,0" />
      <Function ID="14" Name="Flow Effect 2" Display="'Flow Effect 2'" Dmx="48~51" Colour="0,0,0" />
      <Function ID="15" Name="Flow Effect 3" Display="'Flow Effect 3'" Dmx="52~55" Colour="0,0,0" />
      <Function ID="16" Name="Flow Effect 4" Display="'Flow Effect 4'" Dmx="56~59" Colour="0,0,0" />
      <Function ID="17" Name="Flow Effect 5" Display="'Flow Effect 5'" Dmx="60~63" Colour="0,0,0" />
      <Function ID="18" Name="Flow Effect 6" Display="'Flow Effect 6'" Dmx="64~67" Colour="0,0,0" />
      <Function ID="19" Name="Flow Effect 7" Display="'Flow Effect 7'" Dmx="68~71" Colour="0,0,0" />
      <Function ID="20" Name="Flow Effect 8" Display="'Flow Effect 8'" Dmx="72~75" Colour="0,0,0" />
      <Function ID="21" Name="Flow Effect 9" Display="'Flow Effect 9'" Dmx="76~79" Colour="0,0,0" />
      <Function ID="22" Name="Flow Effect 10" Display="'Flow Effect 10'" Dmx="80~83" Colour="0,0,0" />
      <Function ID="23" Name="Flow Effect 11" Display="'Flow Effect 11'" Dmx="84~87" Colour="0,0,0" />
      <Function ID="24" Name="Flow Effect 12" Display="'Flow Effect 12'" Dmx="88~91" Colour="0,0,0" />
      <Function ID="25" Name="Flow Effect 13" Display="'Flow Effect 13'" Dmx="92~95" Colour="0,0,0" />
      <Function ID="26" Name="Flow Effect 14" Display="'Flow Effect 14'" Dmx="96~99" Colour="0,0,0" />
      <Function ID="27" Name="Flow Effect 15" Display="'Flow Effect 15'" Dmx="100~103" Colour="0,0,0" />
      <Function ID="28" Name="Flow Effect 16" Display="'Flow Effect 16'" Dmx="104~107" Colour="0,0,0" />
      <Function ID="29" Name="Flow Effect 17" Display="'Flow Effect 17'" Dmx="108~111" Colour="0,0,0" />
      <Function ID="30" Name="Flow Effect 18" Display="'Flow Effect 18'" Dmx="112~115" Colour="0,0,0" />
      <Function ID="31" Name="Flow Effect 19" Display="'Flow Effect 19'" Dmx="116~119" Colour="0,0,0" />
      <Function ID="32" Name="Flow Effect 20" Display="'Flow Effect 20'" Dmx="120~123" Colour="0,0,0" />
      <Function ID="33" Name="Flow Effect 21" Display="'Flow Effect 21'" Dmx="124~127" Colour="0,0,0" />
      <Function ID="34" Name="Flow Effect 22" Display="'Flow Effect 22'" Dmx="128~131" Colour="0,0,0" />
      <Function ID="35" Name="Flow Effect 23" Display="'Flow Effect 23'" Dmx="132~135" Colour="0,0,0" />
      <Function ID="36" Name="Flow Effect 24" Display="'Flow Effect 24'" Dmx="136~139" Colour="0,0,0" />
      <Function ID="37" Name="Flow Effect 25" Display="'Flow Effect 25'" Dmx="140~143" Colour="0,0,0" />
      <Function ID="38" Name="Flow Effect 26" Display="'Flow Effect 26'" Dmx="144~147" Colour="0,0,0" />
      <Function ID="39" Name="Flow Effect 27" Display="'Flow Effect 27'" Dmx="148~151" Colour="0,0,0" />
      <Function ID="40" Name="Flow Effect 28" Display="'Flow Effect 28'" Dmx="152~155" Colour="0,0,0" />
      <Function ID="41" Name="Flow Effect 29" Display="'Flow Effect 29'" Dmx="156~159" Colour="0,0,0" />
      <Function ID="42" Name="Flow Effect 30" Display="'Flow Effect 30'" Dmx="160~163" Colour="0,0,0" />
      <Function ID="43" Name="Flow Effect 31" Display="'Flow Effect 31'" Dmx="164~167" Colour="0,0,0" />
      <Function ID="44" Name="Flow Effect 32" Display="'Flow Effect 32'" Dmx="168~171" Colour="0,0,0" />
      <Function ID="45" Name="Flow Effect 33" Display="'Flow Effect 33'" Dmx="172~175" Colour="0,0,0" />
      <Function ID="46" Name="Flow Effect 34" Display="'Flow Effect 34'" Dmx="176~179" Colour="0,0,0" />
      <Function ID="47" Name="Flow Effect 35" Display="'Flow Effect 35'" Dmx="180~183" Colour="0,0,0" />
      <Function ID="48" Name="Flow Effect 36" Display="'Flow Effect 36'" Dmx="184~187" Colour="0,0,0" />
      <Function ID="49" Name="Flow Effect 37" Display="'Flow Effect 37'" Dmx="188~191" Colour="0,0,0" />
      <Function ID="50" Name="Flow Effect 38" Display="'Flow Effect 38'" Dmx="192~195" Colour="0,0,0" />
      <Function ID="51" Name="Flow Effect 39" Display="'Flow Effect 39'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="52" Name="Flow Effect 40" Display="'Flow Effect 40'" Dmx="200~203" Colour="0,0,0" />
      <Function ID="53" Name="Flow Effect 41" Display="'Flow Effect 41'" Dmx="204~207" Colour="0,0,0" />
      <Function ID="54" Name="Flow Effect 42" Display="'Flow Effect 42'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="55" Name="Flow Effect 43" Display="'Flow Effect 43'" Dmx="212~215" Colour="0,0,0" />
      <Function ID="56" Name="Flow Effect 44" Display="'Flow Effect 44'" Dmx="216~219" Colour="0,0,0" />
      <Function ID="57" Name="Flow Effect 45" Display="'Flow Effect 45'" Dmx="220~223" Colour="0,0,0" />
      <Function ID="58" Name="Flow Effect 46" Display="'Flow Effect 46'" Dmx="224~227" Colour="0,0,0" />
      <Function ID="59" Name="Flow Effect 47" Display="'Flow Effect 47'" Dmx="228~231" Colour="0,0,0" />
      <Function ID="60" Name="Flow Effect 48" Display="'Flow Effect 48'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="61" Name="Flow Effect 49" Display="'Flow Effect 49'" Dmx="236~239" Colour="0,0,0" />
      <Function ID="62" Name="Colour Drawing Effect" Display="'Colour Drawing Effect'" Dmx="240~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Spd" Name="Colour Spd" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="127~4" 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="Scan_Speed" Name="Scan Speed" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Line Scan Spd (Effect 1)" Display="'Line Scan Spd (Effect 1) %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Line Scan Spd (Effect 2)" Display="'Line Scan Spd (Effect 2) %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Dot Scan Spd" Display="'Dot Scan Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pattern_Size" Name="Pattern 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>
    <Attribute ID="Z_Rot" Name="Z Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Rot" Display="'No Rot'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="4" 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" PowerOn="1" />
      <Function ID="1" Name="No Rot" Display="'No Rot'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y_Rot" Name="Y Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Rot" Display="'No Rot'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Horiz_Move" Name="X Move" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Move" Display="'No Move'" Dmx="0~0" />
      <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Move 1 L-R Auto" Display="'Move 1 L-R Auto'" Dmx="128~159" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Move 2 R-L Auto" Display="'Move 2 R-L Auto'" Dmx="160~191" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Move 3 R-L Auto" Display="'Move 3 R-L Auto'" Dmx="192~223" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="Move 4 R-L Circ" Display="'Move 4 R-L Circ'" Dmx="224~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Vert_Move" Name="Y Move" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Move" Display="'No Move'" Dmx="0~0" />
      <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Move 1 Up-Down Auto" Display="'Move 1 Up-Down Auto'" Dmx="128~159" />
      <Function ID="4" Name="Move 2 Down-Up Auto" Display="'Move 2 Down-Up Auto'" Dmx="160~191" />
      <Function ID="5" Name="Move 3 Up-Down Auto" Display="'Move 3 Up-Down Auto'" Dmx="192~223" />
      <Function ID="6" Name="Move 4 Up-Down Circ" Display="'Move 4 Up-Down Circ'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Zoom" Display="'No Zoom'" Dmx="0~0" />
      <Function ID="2" Name="Pattern Size Sel" Display="'Pattern Size Sel %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Zoom -" Display="'Zoom -'" Dmx="128~159" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Zoom +" Display="'Zoom +'" Dmx="160~191" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Zoom (+/-) Circ (1)" Display="'Zoom (+/-) Circ (1)'" Dmx="192~223" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="Zoom (+/-) Circ (2)" Display="'Zoom (+/-) Circ (2)'" Dmx="224~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Gradual_Draw" Name="Gradual Draw" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Drawing" Display="'No Drawing'" Dmx="0~0" />
      <Function ID="2" Name="Drawing 1 Spd Sel" Display="'Drawing 1 Spd Sel %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Drawing 2 Spd Sel" Display="'Drawing 2 Spd Sel %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Waves" Name="Waves" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="X Small Wave 1 Spd Sel" Display="'X Small Wave 1 Spd Sel %.f%%',0~100" Dmx="0~15" />
      <Function ID="2" Name="X Med Wave 1 Spd Sel" Display="'X Med Wave 1 Spd Sel %.f%%',0~100" Dmx="16~31" />
      <Function ID="3" Name="X Big Wave 1 Spd Sel" Display="'X Big Wave 1 Spd Sel %.f%%',0~100" Dmx="32~47" />
      <Function ID="4" Name="X Biggest Wave 1 Spd Sel" Display="'X Biggest Wave 1 Spd Sel %.f%%',0~100" Dmx="48~63" />
      <Function ID="5" Name="X Small Wave 2 Spd Sel" Display="'X Small Wave 2 Spd Sel %.f%%',0~100" Dmx="64~79" />
      <Function ID="6" Name="X Med Wave 2 Spd Sel" Display="'X Med Wave 2 Spd Sel %.f%%',0~100" Dmx="80~95" />
      <Function ID="7" Name="X Big Wave 2 Spd Sel" Display="'X Big Wave 2 Spd Sel %.f%%',0~100" Dmx="96~111" />
      <Function ID="8" Name="X Biggest Wave 2 Spd Sel" Display="'X Biggest Wave 2 Spd Sel %.f%%',0~100" Dmx="112~127" />
      <Function ID="9" Name="Y Small Wave 1 Spd Sel" Display="'Y Small Wave 1 Spd Sel %.f%%',0~100" Dmx="128~143" />
      <Function ID="10" Name="Y Med Wave 1 Spd Sel" Display="'Y Med Wave 1 Spd Sel %.f%%',0~100" Dmx="144~159" />
      <Function ID="11" Name="Y Big Wave 1 Spd Sel" Display="'Y Big Wave 1 Spd Sel %.f%%',0~100" Dmx="160~175" />
      <Function ID="12" Name="Y Biggest Wave 1 Spd Sel" Display="'Y Biggest Wave 1 Spd Sel %.f%%',0~100" Dmx="176~191" />
      <Function ID="13" Name="Y Small Wave 2 Spd Sel" Display="'Y Small Wave 2 Spd Sel %.f%%',0~100" Dmx="192~207" />
      <Function ID="14" Name="Y Med Wave 2 Spd Sel" Display="'Y Med Wave 2 Spd Sel %.f%%',0~100" Dmx="208~223" />
      <Function ID="15" Name="Y Big Wave 2 Spd Sel" Display="'Y Big Wave 2 Spd Sel %.f%%',0~100" Dmx="224~239" />
      <Function ID="16" Name="Y Biggest Wave 2 Spd Sel" Display="'Y Biggest Wave 2 Spd Sel %.f%%',0~100" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" 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="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Strobe" Display="'No Strobe'" Dmx="0~0" />
      <Function ID="2" Name="Strobe Spd Sel" Display="'Strobe Spd Sel %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 16 DMX" Channels="16" Id="1b2ac636-1d61-4ab3-9210-eed93d5b1900">
    <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="Auto_Spd" ChannelOffset="2" Wheel="22" />
      <Attribute ID="Group" ChannelOffset="3" Wheel="13" />
      <Attribute ID="Pattern/Effect" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Colour" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Colour_Spd" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Scan_Speed" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Pattern_Size" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Z_Rot" ChannelOffset="9" Wheel="20" />
      <Attribute ID="X_Rot" ChannelOffset="10" Wheel="21" />
      <Attribute ID="Y_Rot" ChannelOffset="11" Wheel="49" />
      <Attribute ID="Horiz_Move" ChannelOffset="12" Wheel="50" />
      <Attribute ID="Vert_Move" ChannelOffset="13" Wheel="51" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="79" />
      <Attribute ID="Gradual_Draw" ChannelOffset="15" Wheel="6" />
      <Attribute ID="Waves" ChannelOffset="16" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Professional, 36 DMX" Channels="36" Id="7f82d3cf-9644-4839-9117-a277e9a434c2">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Auto_Spd" ChannelOffset="2" Wheel="22" />
        <Attribute ID="Group" Wheel="13" />
        <Attribute ID="Pattern/Effect" Wheel="14" />
        <Attribute ID="Pattern_Size" Wheel="19" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour" Wheel="7" />
        <Attribute ID="Colour_Spd" Wheel="8" />
        <Attribute ID="Scan_Speed" Wheel="25" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Z_Rot" Wheel="20" />
        <Attribute ID="X_Rot" Wheel="21" />
        <Attribute ID="Y_Rot" Wheel="49" />
        <Attribute ID="Horiz_Move" Wheel="50" />
        <Attribute ID="Vert_Move" Wheel="51" />
        <Attribute ID="Zoom" Wheel="79" />
        <Attribute ID="Gradual_Draw" Wheel="6" />
        <Attribute ID="Waves" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="A" ChannelOffset="3" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Group" TargetId="Group" />
        <AttributeLink SourceId="Pattern/Effect" TargetId="Pattern/Effect" />
        <AttributeLink SourceId="Pattern_Size" TargetId="Pattern_Size" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour" TargetId="Colour" />
        <AttributeLink SourceId="Colour_Spd" TargetId="Colour_Spd" />
        <AttributeLink SourceId="Scan_Speed" TargetId="Scan_Speed" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Z_Rot" TargetId="Z_Rot" />
        <AttributeLink SourceId="X_Rot" TargetId="X_Rot" />
        <AttributeLink SourceId="Y_Rot" TargetId="Y_Rot" />
        <AttributeLink SourceId="Horiz_Move" TargetId="Horiz_Move" />
        <AttributeLink SourceId="Vert_Move" TargetId="Vert_Move" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Gradual_Draw" TargetId="Gradual_Draw" />
        <AttributeLink SourceId="Waves" TargetId="Waves" />
      </Cell>
      <Cell ID="Cell2" Name="B" ChannelOffset="20" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Group" TargetId="Group" />
        <AttributeLink SourceId="Pattern/Effect" TargetId="Pattern/Effect" />
        <AttributeLink SourceId="Pattern_Size" TargetId="Pattern_Size" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour" TargetId="Colour" />
        <AttributeLink SourceId="Colour_Spd" TargetId="Colour_Spd" />
        <AttributeLink SourceId="Scan_Speed" TargetId="Scan_Speed" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Z_Rot" TargetId="Z_Rot" />
        <AttributeLink SourceId="X_Rot" TargetId="X_Rot" />
        <AttributeLink SourceId="Y_Rot" TargetId="Y_Rot" />
        <AttributeLink SourceId="Horiz_Move" TargetId="Horiz_Move" />
        <AttributeLink SourceId="Vert_Move" TargetId="Vert_Move" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Gradual_Draw" TargetId="Gradual_Draw" />
        <AttributeLink SourceId="Waves" TargetId="Waves" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="17" Hidden="True" Id="382bd989-0b75-46f6-9b6a-997380336d4d">
    <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="Group" ChannelOffset="1" Wheel="13" />
      <Attribute ID="Pattern/Effect" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Pattern_Size" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="4" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="5" Wheel="3" />
      <Attribute ID="Colour" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Colour_Spd" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Scan_Speed" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Z_Rot" ChannelOffset="10" Wheel="20" />
      <Attribute ID="X_Rot" ChannelOffset="11" Wheel="21" />
      <Attribute ID="Y_Rot" ChannelOffset="12" Wheel="49" />
      <Attribute ID="Horiz_Move" ChannelOffset="13" Wheel="50" />
      <Attribute ID="Vert_Move" ChannelOffset="14" Wheel="51" />
      <Attribute ID="Zoom" ChannelOffset="15" Wheel="79" />
      <Attribute ID="Gradual_Draw" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Waves" ChannelOffset="17" Wheel="23" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Legend="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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  </swatchLibrary>
</Fixture>