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Ehaho 3D Animation RGB Laser Light (L2600) (Ehaho_3D Animation RGB Laser Light (L2600).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="3D Animation RGB Laser Light (L2600)" ShortName="RGB Laser" Company="Ehaho" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>cee3793c-f4e7-43d0-ab17-c01ff3d7ae99</Thumbnail>
  <History Date="07-06-23" Author="Nic Morris" Comment="Created (hopeless documentation - mostly complete nonsense)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode_A" Name="Mode A" Description="" Group="S">
      <Locate Locate="4" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="1~99" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="100~199" />
      <Function ID="4" Name="Pattern A, Off" Display="'Pattern A, Off'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Size_A" Name="Size A" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Out of Bounds Crossing" Display="'Out of Bounds Crossing'" Dmx="0~0" />
      <Function ID="2" Name="Out of Bounds Reentry" Display="'Out of Bounds Reentry'" Dmx="50~99" />
      <Function ID="3" Name="Out of Bounds Blanking" Display="'Out of Bounds Blanking'" Dmx="100~149" />
      <Function ID="4" Name="Zoom" Display="'Zoom %.f%%',0~100" Dmx="150~199" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Group 1" Display="'Group 1'" Dmx="0~0" />
      <Function ID="2" Name="Group 0" Display="'Group 0'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern_Zoom" Name="Pattern Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Rotation" Name="Rotation" 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" />
      <Function ID="2" Name="2 Circles Bounce" Display="'2 Circles Bounce %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="1 Circle Bounce" Display="'1 Circle Bounce %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="223~192" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Up Wave" Display="'Up Wave %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Down Wave" Display="'Down Wave %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Left Move" Display="'Left Move %.f%%',0~100" Dmx="223~192" />
      <Function ID="5" Name="Right Move" Display="'Right Move %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Right Wave" Display="'Right Wave %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Left Wave" Display="'Left Wave %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Down Move" Display="'Down Move %.f%%',0~100" Dmx="223~192" />
      <Function ID="5" Name="Up Move" Display="'Up Move %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="X_Zoom" Name="X Zoom" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Size" Display="'Size %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Up Distortion" Display="'Up Distortion %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Down Distortion" Display="'Down Distortion %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="223~192" />
      <Function ID="5" Name="Rot Pulse" Display="'Rot Pulse %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Y_Zoom" Name="Y Zoom" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Size" Display="'Size %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Right Distortion" Display="'Right Distortion %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Left Distortion" Display="'Left Distortion %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="223~192" />
      <Function ID="5" Name="Rot Pulse" Display="'Rot Pulse %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Fixed_Colour" Name="Fixed Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Pattern_Colour" Name="Pattern Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~15" Colour="255,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="16~23" Colour="255,255,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="24~31" Colour="0,255,0" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="32~39" Colour="0,255,255" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="40~47" Colour="0,0,255" />
      <Function ID="7" Name="Pink" Display="'Pink'" Dmx="48~55" Colour="255,150,150" />
      <Function ID="8" Name="White" Display="'White'" Dmx="56~63" Colour="255,255,255" />
      <Function ID="9" Name="RGB" Display="'RGB %.f%%',0~100" Dmx="64~95" Colour="255,255,255" />
      <Function ID="10" Name="YCP" Display="'YCP %.f%%',0~100" Dmx="96~127" Colour="255,255,255" />
      <Function ID="11" Name="RGBYCPW" Display="'RGBYCPW %.f%%',0~100" Dmx="128~159" Colour="255,255,255" />
      <Function ID="12" Name="7 Col RGBYCPW" Display="'7 Col RGBYCPW %.f%%',0~100" Dmx="160~191" Colour="255,255,255" />
      <Function ID="13" Name="Sine Chase" Display="'Sine Chase'" Dmx="192~223" Colour="255,255,255" />
      <Function ID="14" Name="Cosine Chase" Display="'Cosine Chase'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dots" Name="Dots" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" />
      <Function ID="2" Name="Sweep Line Blanking" Display="'Sweep Line Blanking'" Dmx="64~127" />
      <Function ID="3" Name="Sweep Line no Blanking" Display="'Sweep Line no Blanking'" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Drawing_Spd" Name="Drawing Spd" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Speed" ID="2" If="'Drawing'>2" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Quantity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Sine Manual Drawing" Display="'Sine Manual Drawing'" Dmx="0~0" Update="Drawing_Spd" />
      <Function ID="2" Name="Cosine Manual Drawing" Display="'Cosine Manual Drawing'" Dmx="64~127" Update="Drawing_Spd" />
      <Function ID="3" Name="Dynamic Effect A" Display="'Dynamic Effect A %.f%%',0~100" Dmx="128~159" Update="Drawing_Spd" />
      <Function ID="4" Name="Dynamic Effect B" Display="'Dynamic Effect B %.f%%',0~100" Dmx="160~191" Update="Drawing_Spd" />
      <Function ID="5" Name="Dynamic Effect C" Display="'Dynamic Effect C %.f%%',0~100" Dmx="192~223" Update="Drawing_Spd" />
      <Function ID="6" Name="Dynamic Effect D" Display="'Dynamic Effect D %.f%%',0~100" Dmx="224~255" Update="Drawing_Spd" />
    </Attribute>
    <Attribute ID="Effect" Name="Twist" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Twist" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Grating" Name="Grating" Description="" Group="S">
      <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="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" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Auto Effects" Display="'Auto Effects'" Dmx="0~0" />
      <Function ID="2" Name="Auto Serial" Display="'Auto Serial'" Dmx="32~63" />
      <Function ID="3" Name="Auto Mixed" Display="'Auto Mixed'" Dmx="64~95" />
      <Function ID="4" Name="Sound Effects" Display="'Sound Effects'" Dmx="128~159" />
      <Function ID="5" Name="Sound Serial" Display="'Sound Serial'" Dmx="160~191" />
      <Function ID="6" Name="Sound Mixed" Display="'Sound Mixed'" Dmx="192~223" />
    </Attribute>
    <Attribute ID="Theme" Name="Theme" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Theme" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Full Colour" Display="'Full Colour'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" Colour="255,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="64~95" Colour="255,255,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="96~127" Colour="0,255,0" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="128~159" Colour="0,255,255" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="160~191" Colour="0,0,255" />
      <Function ID="7" Name="Pink" Display="'Pink'" Dmx="192~223" Colour="255,150,150" />
      <Function ID="8" Name="White" Display="'White'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Movement" Display="'No Movement'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Mode_B" Name="Mode B" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All Off" Display="'All Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="1~99" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="100~199" />
      <Function ID="4" Name="Group A Off, Group B On" Display="'Group A Off, Group B On'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Size_B" Name="Size B" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Out of Bounds Crossing" Display="'Out of Bounds Crossing'" Dmx="0~0" />
      <Function ID="2" Name="Out of Bounds Reentry" Display="'Out of Bounds Reentry'" Dmx="50~99" />
      <Function ID="3" Name="Out of Bounds Blanking" Display="'Out of Bounds Blanking'" Dmx="100~149" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Simple, 6 DMX" Channels="6" Id="c28b655d-5526-44cf-a6df-fd00df7eef43">
    <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" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Pattern" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Theme" ChannelOffset="4" Wheel="15" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Speed" ChannelOffset="6" Wheel="26" />
    </Include>
  </Mode>
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    <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="Mode_A" Wheel="28" />
        <Attribute ID="Size_A" Wheel="19" />
        <Attribute ID="Gobo1" Wheel="13" />
        <Attribute ID="Pattern" Wheel="14" />
        <Attribute ID="Pattern_Zoom" Wheel="21" />
        <Attribute ID="Rotation" Wheel="49" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="X_Zoom" Wheel="50" />
        <Attribute ID="Y_Zoom" Wheel="51" />
        <Attribute ID="Fixed_Colour" Wheel="7" />
        <Attribute ID="Pattern_Colour" Wheel="8" />
        <Attribute ID="Dots" Wheel="4" />
        <Attribute ID="Drawing_Spd" Wheel="6" />
        <Attribute ID="Drawing" Wheel="5" />
        <Attribute ID="Effect" Wheel="22" />
        <Attribute ID="Grating" Wheel="25" />
        <Attribute ID="Mode_B" Wheel="29" />
        <Attribute ID="Size_B" Wheel="20" />
        <Attribute ID="Reserved" Wheel="30" />
      </Master>
      <Cell ID="Cell1" Name="A" ChannelOffset="1" ModeLink="Cell 1" X="0" Y="0">
        <AttributeLink SourceId="Mode_A" TargetId="Mode_A" />
        <AttributeLink SourceId="Size_A" TargetId="Size_A" />
        <AttributeLink SourceId="Gobo1" TargetId="Gobo1" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Pattern_Zoom" TargetId="Pattern_Zoom" />
        <AttributeLink SourceId="Rotation" TargetId="Rotation" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="X_Zoom" TargetId="X_Zoom" />
        <AttributeLink SourceId="Y_Zoom" TargetId="Y_Zoom" />
        <AttributeLink SourceId="Fixed_Colour" TargetId="Fixed_Colour" />
        <AttributeLink SourceId="Pattern_Colour" TargetId="Pattern_Colour" />
        <AttributeLink SourceId="Dots" TargetId="Dots" />
        <AttributeLink SourceId="Drawing_Spd" TargetId="Drawing_Spd" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="Grating" TargetId="Grating" />
      </Cell>
      <Cell ID="Cell2" Name="B" ChannelOffset="18" ModeLink="Cell 2" X="0" Y="1">
        <AttributeLink SourceId="Mode_B" TargetId="Mode_B" />
        <AttributeLink SourceId="Size_B" TargetId="Size_B" />
        <AttributeLink SourceId="Reserved" TargetId="Reserved" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Pattern_Zoom" TargetId="Pattern_Zoom" />
        <AttributeLink SourceId="Rotation" TargetId="Rotation" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="X_Zoom" TargetId="X_Zoom" />
        <AttributeLink SourceId="Y_Zoom" TargetId="Y_Zoom" />
        <AttributeLink SourceId="Fixed_Colour" TargetId="Fixed_Colour" />
        <AttributeLink SourceId="Pattern_Colour" TargetId="Pattern_Colour" />
        <AttributeLink SourceId="Dots" TargetId="Dots" />
        <AttributeLink SourceId="Drawing_Spd" TargetId="Drawing_Spd" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="Grating" TargetId="Grating" />
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    <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>
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      <Attribute ID="Gobo1" ChannelOffset="3" Wheel="13" />
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      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="X_Zoom" ChannelOffset="9" Wheel="50" />
      <Attribute ID="Y_Zoom" ChannelOffset="10" Wheel="51" />
      <Attribute ID="Fixed_Colour" ChannelOffset="11" Wheel="7" />
      <Attribute ID="Pattern_Colour" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Dots" ChannelOffset="13" Wheel="4" />
      <Attribute ID="Drawing_Spd" ChannelOffset="14" Wheel="6" />
      <Attribute ID="Drawing" ChannelOffset="15" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="16" Wheel="22" />
      <Attribute ID="Grating" ChannelOffset="17" Wheel="25" />
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    <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="Mode_B" ChannelOffset="1" Wheel="29" />
      <Attribute ID="Size_B" ChannelOffset="2" Wheel="20" />
      <Attribute ID="Reserved" ChannelOffset="3" Wheel="30" />
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      <Attribute ID="Rotation" ChannelOffset="6" Wheel="49" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="X_Zoom" ChannelOffset="9" Wheel="50" />
      <Attribute ID="Y_Zoom" ChannelOffset="10" Wheel="51" />
      <Attribute ID="Fixed_Colour" ChannelOffset="11" Wheel="7" />
      <Attribute ID="Pattern_Colour" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Dots" ChannelOffset="13" Wheel="4" />
      <Attribute ID="Drawing_Spd" ChannelOffset="14" Wheel="6" />
      <Attribute ID="Drawing" ChannelOffset="15" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="16" Wheel="22" />
      <Attribute ID="Grating" ChannelOffset="17" Wheel="25" />
    </Include>
  </Mode>
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</Swatch>
  </swatchLibrary>
</Fixture>