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Shehds 1000mW RGB Scan Laser (Shehds_1000mW RGB Scan Laser.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="1000mW RGB Scan Laser" ShortName="1000mW RGB" Company="Shehds" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>820995fa-f83a-411a-8724-6e3b2cb0c8b8</Thumbnail>
  <History Date="28-09-22" Author="Nic Morris" Comment="Created (very poor documentation. note 6 channel mode charts are titled 5 channel)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="1~254" />
    </Attribute>
    <Attribute ID="Out_of_Bounds" Name="Out of Bounds" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Out of Bounds" Display="'Out of Bounds'" Dmx="0~0" />
      <Function ID="2" Name="Out of Bounds Turnaround" Display="'Out of Bounds Turnaround'" Dmx="50~99" />
      <Function ID="3" Name="Out of Bounds Blanking" Display="'Out of Bounds Blanking'" Dmx="100~149" />
      <Function ID="4" Name="Out of Bounds Blanking (2)" Display="'Out of Bounds Blanking (2)'" Dmx="150~199" />
      <Function ID="5" Name="Keep" Display="'Keep'" Dmx="200~249" />
    </Attribute>
    <Attribute ID="Pattern_Mode" Name="Pattern Mode" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Animation Frame Mode" Display="'Animation Frame Mode'" Dmx="0~0" />
      <Function ID="2" Name="Geometry Pattern Mode" Display="'Geometry Pattern Mode'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Pattern_Sel" Name="Pattern Sel" 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="Zoom" Name="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="Dynamic S>L" Display="'Dynamic S>L %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Dynamic L>S" Display="'Dynamic L>S %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Dynamic Zoom" Display="'Dynamic Zoom'" Dmx="192~223" />
      <Function ID="5" Name="Dynamic Flip Zoom" Display="'Dynamic Flip Zoom'" 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="Dynamic 2-Laps" Display="'Dynamic 2-Laps %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Dynamic 1-Lap" Display="'Dynamic 1-Lap %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Dynamic CW" Display="'Dynamic CW %.f%%',100~0" Dmx="192~223" />
      <Function ID="5" Name="Dynamic CCW" Display="'Dynamic CCW %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'Pan %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dynamic Push-Up" Display="'Dynamic Push-Up %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Dynamic Push-Down" Display="'Dynamic Push-Down %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Dynamic Left Shift" Display="'Dynamic Left Shift %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Dynamic Right Shift" Display="'Dynamic Right Shift %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'Tilt %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dynamic Push-Right" Display="'Dynamic Push-Right %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Dynamic Push-Left" Display="'Dynamic Push-Left %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Dynamic Move Down" Display="'Dynamic Move Down %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Dynamic Move Up" Display="'Dynamic Move Up %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Horiz_Zoom" Name="Horiz Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'Size %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dynamic Push-Up Twist" Display="'Dynamic Push-Up Twist %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Dynamic Push-Down Distortion" Display="'Dynamic Push-Down Distortion %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Dynamic Scaling" Display="'Dynamic Scaling'" Dmx="192~223" />
      <Function ID="5" Name="Dynamic Flip Zoom" Display="'Dynamic Flip Zoom'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Vert_Zoom" Name="Vert Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'Size %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dynamic Push-Right Distortion" Display="'Dynamic Push-Right Distortion %.f%%',0~100" Dmx="128~159" />
      <Function ID="3" Name="Dynamic Push-Left Distortion" Display="'Dynamic Push-Left Distortion %.f%%',0~100" Dmx="160~191" />
      <Function ID="4" Name="Dynamic Scaling" Display="'Dynamic Scaling'" Dmx="192~223" />
      <Function ID="5" Name="Dynamic Flip Zoom" Display="'Dynamic Flip Zoom'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Colour_Change" Name="Colour Change" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Change" Display="'No Change'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Col Change" Display="'Col Change %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="RGB_Colour" Name="RGB Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" 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="Indigo" Display="'Indigo'" Dmx="32~39" Colour="180,0,255" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="40~47" Colour="0,0,255" />
      <Function ID="7" Name="Purple" Display="'Purple'" Dmx="48~55" Colour="128,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="56~63" Colour="255,255,255" />
      <Function ID="9" Name="R, G + B Discoloration" Display="'R, G + B Discoloration'" Dmx="64~95" Colour="255,255,255" />
      <Function ID="10" Name="Y, I, V Discoloration" Display="'Y, I, V Discoloration'" Dmx="96~127" Colour="255,255,255" />
      <Function ID="11" Name="Colourful Discoloration" Display="'Colourful Discoloration'" Dmx="128~159" Colour="255,255,255" />
      <Function ID="12" Name="Colourful Discoloration (2)" Display="'Colourful Discoloration (2)'" Dmx="160~191" Colour="255,255,255" />
      <Function ID="13" Name="Horse Colour" Display="'Horse Colour'" Dmx="192~223" Colour="255,255,255" />
      <Function ID="14" Name="Reverse Zodiac" Display="'Reverse Zodiac'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Pattern_Node" Name="Pattern Node" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Show Nodes Gradually" Display="'Show Nodes Gradually'" Dmx="0~0" />
      <Function ID="2" Name="Show Breakpoints" Display="'Show Breakpoints'" Dmx="64~127" />
      <Function ID="3" Name="Show Retrace Lines" Display="'Show Retrace Lines'" Dmx="128~191" />
      <Function ID="4" Name="Show Nodes Graduallly (2)" Display="'Show Nodes Graduallly (2)'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Depict" Name="Depict" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Drawing" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gradient" Name="Gradient" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FWD Manual Expansion" Display="'FWD Manual Expansion'" Dmx="0~0" />
      <Function ID="2" Name="REV Manual Expansion" Display="'REV Manual Expansion'" Dmx="64~127" />
      <Function ID="3" Name="Dynamic Gradient Effect A" Display="'Dynamic Gradient Effect A'" Dmx="128~159" />
      <Function ID="4" Name="Dynamic Gradient Effect B" Display="'Dynamic Gradient Effect B'" Dmx="160~191" />
      <Function ID="5" Name="Dynamic Gradient Effect C" Display="'Dynamic Gradient Effect C'" Dmx="192~223" />
      <Function ID="6" Name="Dynamic Gradient Effect D" Display="'Dynamic Gradient Effect D'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Twist_Adj" Name="Twist Adj" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Distortion" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Filter_Sel" Name="Filter Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Filter 1" Display="'Filter 1'" Dmx="0~0" />
      <Function ID="2" Name="Filter 2" Display="'Filter 2'" Dmx="20~39" />
      <Function ID="3" Name="Filter 3" Display="'Filter 3'" Dmx="40~59" />
      <Function ID="4" Name="Filter 4" Display="'Filter 4'" Dmx="60~79" />
      <Function ID="5" Name="Filter 5" Display="'Filter 5'" Dmx="80~99" />
      <Function ID="6" Name="Filter 6" Display="'Filter 6'" Dmx="100~119" />
      <Function ID="7" Name="Filter 7" Display="'Filter 7'" Dmx="120~139" />
      <Function ID="8" Name="Filter 8" Display="'Filter 8'" Dmx="140~159" />
      <Function ID="9" Name="Filter 9" Display="'Filter 9'" Dmx="160~179" />
      <Function ID="10" Name="Filter 10" Display="'Filter 10'" Dmx="180~199" />
      <Function ID="11" Name="Filter 11" Display="'Filter 11'" Dmx="200~219" />
      <Function ID="12" Name="Filter 12" Display="'Filter 12'" Dmx="220~239" />
      <Function ID="13" Name="Filter 13" Display="'Filter 13'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Welcome Screen Auto" Display="'Welcome Screen Auto'" Dmx="0~0" />
      <Function ID="2" Name="Anim Pattern Auto" Display="'Anim Pattern Auto'" Dmx="32~63" />
      <Function ID="3" Name="Geometric Pattern Auto" Display="'Geometric Pattern Auto'" Dmx="64~127" />
      <Function ID="4" Name="Welcome Screen Sound" Display="'Welcome Screen Sound'" Dmx="128~159" />
      <Function ID="5" Name="Anim Pattern Sound" Display="'Anim Pattern Sound'" Dmx="160~191" />
      <Function ID="6" Name="Geometric Pattern Sound" Display="'Geometric Pattern Sound'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Animated Loop" Display="'Animated Loop'" Dmx="0~0" Update="Pattern" />
      <Function ID="2" Name="Geometric Loop" Display="'Geometric Loop'" Dmx="255~255" Update="Pattern" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Else ID="1,2,3,4,5,6,7" />
      <Condition Name="Geometric Loop" ID="8" If="'Mode'==2" />
      <Function ID="1" Name="Welcome Screen" Display="'Welcome Screen'" Dmx="0~0" />
      <Function ID="2" Name="Animated 1" Display="'Animated 1'" Dmx="2~27" />
      <Function ID="3" Name="Animated 2" Display="'Animated 2'" Dmx="28~33" />
      <Function ID="4" Name="Animated 3" Display="'Animated 3'" Dmx="34~123" />
      <Function ID="5" Name="Animated 4" Display="'Animated 4'" Dmx="124~143" />
      <Function ID="6" Name="Animated 5" Display="'Animated 5'" Dmx="144~241" />
      <Function ID="7" Name="Animated 6" Display="'Animated 6'" Dmx="242~255" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" 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="Green" Display="'Green'" Dmx="64~95" Colour="0,255,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="96~127" Colour="255,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="128~159" Colour="0,0,255" />
      <Function ID="6" Name="Pink" Display="'Pink'" Dmx="160~191" Colour="255,150,150" />
      <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="192~223" Colour="0,128,255" />
      <Function ID="8" Name="Violet" Display="'Violet'" Dmx="224~255" Colour="180,0,255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="34 DMX" Channels="34">
    <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="Shutter" Wheel="4" />
        <Attribute ID="Out_of_Bounds" Wheel="5" />
        <Attribute ID="Pattern_Mode" Wheel="13" />
        <Attribute ID="Pattern_Sel" Wheel="14" />
        <Attribute ID="Zoom" Wheel="19" />
        <Attribute ID="Rotation" Wheel="49" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Horiz_Zoom" Wheel="20" />
        <Attribute ID="Vert_Zoom" Wheel="21" />
        <Attribute ID="Colour_Change" Wheel="7" />
        <Attribute ID="RGB_Colour" Wheel="8" />
        <Attribute ID="Pattern_Node" Wheel="28" />
        <Attribute ID="Depict" Wheel="6" />
        <Attribute ID="Gradient" Wheel="22" />
        <Attribute ID="Twist_Adj" Wheel="23" />
        <Attribute ID="Filter_Sel" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Out_of_Bounds" TargetId="Out_of_Bounds" />
        <AttributeLink SourceId="Pattern_Mode" TargetId="Pattern_Mode" />
        <AttributeLink SourceId="Pattern_Sel" TargetId="Pattern_Sel" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Rotation" TargetId="Rotation" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Horiz_Zoom" TargetId="Horiz_Zoom" />
        <AttributeLink SourceId="Vert_Zoom" TargetId="Vert_Zoom" />
        <AttributeLink SourceId="Colour_Change" TargetId="Colour_Change" />
        <AttributeLink SourceId="RGB_Colour" TargetId="RGB_Colour" />
        <AttributeLink SourceId="Pattern_Node" TargetId="Pattern_Node" />
        <AttributeLink SourceId="Depict" TargetId="Depict" />
        <AttributeLink SourceId="Gradient" TargetId="Gradient" />
        <AttributeLink SourceId="Twist_Adj" TargetId="Twist_Adj" />
        <AttributeLink SourceId="Filter_Sel" TargetId="Filter_Sel" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="18" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Out_of_Bounds" TargetId="Out_of_Bounds" />
        <AttributeLink SourceId="Pattern_Mode" TargetId="Pattern_Mode" />
        <AttributeLink SourceId="Pattern_Sel" TargetId="Pattern_Sel" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Rotation" TargetId="Rotation" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Horiz_Zoom" TargetId="Horiz_Zoom" />
        <AttributeLink SourceId="Vert_Zoom" TargetId="Vert_Zoom" />
        <AttributeLink SourceId="Colour_Change" TargetId="Colour_Change" />
        <AttributeLink SourceId="RGB_Colour" TargetId="RGB_Colour" />
        <AttributeLink SourceId="Pattern_Node" TargetId="Pattern_Node" />
        <AttributeLink SourceId="Depict" TargetId="Depict" />
        <AttributeLink SourceId="Gradient" TargetId="Gradient" />
        <AttributeLink SourceId="Twist_Adj" TargetId="Twist_Adj" />
        <AttributeLink SourceId="Filter_Sel" TargetId="Filter_Sel" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="Shutter1" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="2" Wheel="52" />
      <Attribute ID="Mode" ChannelOffset="3" Wheel="53" />
      <Attribute ID="Pattern" ChannelOffset="4" Wheel="54" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="82" />
    </Include>
  </Mode>
  <Mode Name="Cell" Channels="17" Hidden="True">
    <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="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Out_of_Bounds" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Pattern_Mode" ChannelOffset="3" Wheel="13" />
      <Attribute ID="Pattern_Sel" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Rotation" ChannelOffset="6" Wheel="49" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Horiz_Zoom" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Vert_Zoom" ChannelOffset="10" Wheel="21" />
      <Attribute ID="Colour_Change" ChannelOffset="11" Wheel="7" />
      <Attribute ID="RGB_Colour" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Pattern_Node" ChannelOffset="13" Wheel="28" />
      <Attribute ID="Depict" ChannelOffset="14" Wheel="6" />
      <Attribute ID="Gradient" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Twist_Adj" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Filter_Sel" ChannelOffset="17" Wheel="24" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>