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KAM Hyper3D 500 (KAM_Hyper3D 500.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyper3D 500" ShortName="Hyper3D500" Company="KAM">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>3ef8275d-7b14-4e50-805f-60539c357a1a</Thumbnail>
  <History Date="10-06-14" Author="Nic Morris" Comment="Created" />
  <History Date="18-02-19" Author="Nic Morris" Comment="Created from KAM Laserscan Hyper 3D (effectively identical)" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="21" PowerOn="21" />
      <Function ID="1" Name="Laser OFF" Display="'Laser OFF'" Dmx="0~0" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="2" Name="Auto Mixed" Display="'Auto Mixed'" Dmx="19~30" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="3" Name="Auto Hyper 3D" Display="'Auto Hyper 3D'" Dmx="31~42" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="4" Name="Auto Wide Beam" Display="'Auto Wide Beam'" Dmx="43~54" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="5" Name="Auto Northern Lights" Display="'Auto Northern Lights'" Dmx="55~66" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="6" Name="Auto Multi-Grating" Display="'Auto Multi-Grating'" Dmx="67~78" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="7" Name="Auto Spirostar" Display="'Auto Spirostar'" Dmx="79~90" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="8" Name="Auto Kaleidoscope" Display="'Auto Kaleidoscope'" Dmx="91~102" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="9" Name="Auto Star Cluster" Display="'Auto Star Cluster'" Dmx="103~114" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="10" Name="Auto Tunnel" Display="'Auto Tunnel'" Dmx="115~126" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="11" Name="Sound Mixed" Display="'Sound Mixed'" Dmx="127~138" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="12" Name="Sound Hyper 3D" Display="'Sound Hyper 3D'" Dmx="139~150" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="13" Name="Sound Wide Beam" Display="'Sound Wide Beam'" Dmx="151~162" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="14" Name="Sound Northern Lights" Display="'Sound Northern Lights'" Dmx="163~174" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="15" Name="Sound Multi-Grating" Display="'Sound Multi-Grating'" Dmx="175~186" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="16" Name="Sound Spirostar" Display="'Sound Spirostar'" Dmx="187~198" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="17" Name="Sound Kaleidoscope" Display="'Sound Kaleidoscope'" Dmx="199~210" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="18" Name="Sound Star Cluster" Display="'Sound Star Cluster'" Dmx="211~222" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="19" Name="Sound Tunnel" Display="'Sound Tunnel'" Dmx="223~234" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="20" Name="DMX Star Cluster" Display="'DMX Star Cluster'" Dmx="235~244" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
      <Function ID="21" Name="DMX Grating/ Pattern" Display="'DMX Grating/ Pattern'" Dmx="245~255" Update="Group/Rot, Patt/Col, Effect/X, Rot/X_Shk_Spd, Col/Y, Clip/Y_Shk_Spd" />
    </Attribute>
    <Attribute ID="Group/Rot" Name="Group/Rot" Description="" Group="G">
      <Locate Locate="5" PowerOn="5" />
      <Condition Name="Star Cluster" ID="1,2,3,4" If="'Mode'==20" />
      <Else ID="5,6,7,8,9" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="5~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Pattern Group 1" Display="'Pattern Group 1'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Pattern Group 2" Display="'Pattern Group 2'" Dmx="52~103" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Pattern Group 3" Display="'Pattern Group 3'" Dmx="104~155" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Pattern Group 4" Display="'Pattern Group 4'" Dmx="156~207" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="Pattern Group 5" Display="'Pattern Group 5'" Dmx="208~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Patt/Col" Name="Patt/Col" Description="" Group="G">
      <Locate Locate="13" PowerOn="13" />
      <Condition Name="Star Cluster" ID="1,2,3,4,5,6,7,8,9,10,11,12" If="'Mode'==20" />
      <Else ID="13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~15" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~23" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Red + Green" Display="'Red + Green'" Dmx="24~31" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="32~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Red + Blue" Display="'Red + Blue'" Dmx="40~47" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Blue + Green" Display="'Blue + Green'" Dmx="48~55" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="RGB" Display="'RGB'" Dmx="56~63" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="Col Roll" Display="'Col Roll %.f%%',0~100" Dmx="64~111" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="10" Name="Col Jumpo" Display="'Col Jumpo %.f%%',0~100" Dmx="112~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="11" Name="Multi Speed" Display="'Multi Speed %.f%%',0~100" Dmx="160~207" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Strobe" Display="'Strobe %.f%%',0~100" Dmx="208~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="14" Name="Pattern 2" Display="'Pattern 2'" Dmx="16~31" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="15" Name="Pattern 3" Display="'Pattern 3'" Dmx="32~47" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="16" Name="Pattern 4" Display="'Pattern 4'" Dmx="48~63" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="17" Name="Pattern 5" Display="'Pattern 5'" Dmx="64~79" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="Pattern 6" Display="'Pattern 6'" Dmx="80~95" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="Pattern 7" Display="'Pattern 7'" Dmx="96~111" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Pattern 8" Display="'Pattern 8'" Dmx="112~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="Pattern 9" Display="'Pattern 9'" Dmx="128~143" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Pattern 10" Display="'Pattern 10'" Dmx="144~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="Pattern 11" Display="'Pattern 11'" Dmx="160~175" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="24" Name="Pattern 12" Display="'Pattern 12'" Dmx="176~191" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="25" Name="Pattern 13" Display="'Pattern 13'" Dmx="192~207" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="26" Name="Pattern 14" Display="'Pattern 14'" Dmx="208~223" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="27" Name="Pattern 15" Display="'Pattern 15'" Dmx="224~239" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="28" Name="Pattern 16" Display="'Pattern 16'" Dmx="240~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Effect/X" Name="Effect/X" Description="" Group="E">
      <Locate Locate="3" PowerOn="3" />
      <Condition Name="Star Cluster" ID="1,2" If="'Mode'==20" />
      <Else ID="3,4,5,6,7,8,9" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="128~255" />
      <Function ID="3" Name="Hyper 3D" Display="'Hyper 3D'" Dmx="0~0" />
      <Function ID="4" Name="Wide Beam" Display="'Wide Beam'" Dmx="32~63" />
      <Function ID="5" Name="Northern Lights" Display="'Northern Lights'" Dmx="64~95" />
      <Function ID="6" Name="Multi-Grating" Display="'Multi-Grating'" Dmx="96~127" />
      <Function ID="7" Name="Spirostar" Display="'Spirostar'" Dmx="128~159" />
      <Function ID="8" Name="Kaleidoscope" Display="'Kaleidoscope'" Dmx="160~191" />
      <Function ID="9" Name="Tunnel" Display="'Tunnel'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Rot/X_Shk_Spd" Name="Rot/X Shk Spd" Description="" Group="G">
      <Locate Locate="2" PowerOn="2" />
      <Condition Name="Star Cluster" ID="1" If="'Mode'==20" />
      <Else ID="2,3,4,5" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~134" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="128~133" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="5~127" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Col/Y" Name="Col/Y" Description="" Group="P">
      <Locate Locate="3" PowerOn="3" />
      <Condition Name="Star Cluster" ID="1,2" If="'Mode'==20" />
      <Else ID="3,4,5,6,7,8,9,10,11,12,13,14" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="128~255" />
      <Function ID="3" Name="Original" Display="'Original'" Dmx="0~0" />
      <Function ID="4" Name="Red" Display="'Red'" Dmx="8~15" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="16~23" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="24~31" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="32~39" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="40~47" />
      <Function ID="9" Name="Cyan" Display="'Cyan'" Dmx="48~55" />
      <Function ID="10" Name="White" Display="'White'" Dmx="56~63" />
      <Function ID="11" Name="Single Col" Display="'Single Col %.f%%',0~100" Dmx="64~111" />
      <Function ID="12" Name="Col Jump" Display="'Col Jump %.f%%',0~100" Dmx="112~159" />
      <Function ID="13" Name="Col Move" Display="'Col Move %.f%%',0~100" Dmx="160~207" />
      <Function ID="14" Name="Strobe" Display="'Strobe %.f%%',0~100" Dmx="208~255" />
    </Attribute>
    <Attribute ID="Clip/Y_Shk_Spd" Name="Clip/Y Shk Spd" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Condition Name="Star Cluster" ID="1" If="'Mode'==20" />
      <Else ID="2,3,4" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
      <Function ID="2" Name="No Clipping" Display="'No Clipping'" Dmx="0~0" />
      <Function ID="3" Name="Fixed Clip" Display="'Fixed Clip %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="4" Name="Clip Speed" Display="'Clip Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Zoom In " Display="'Zoom In  %.f%%',0~100" Dmx="128~169" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Zoom Out" Display="'Zoom Out %.f%%',0~100" Dmx="170~209" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Zoom Bounce" Display="'Zoom Bounce %.f%%',0~100" Dmx="210~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Zoom_Spd" Name="Zoom Spd" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Y_Roll" Name="Y Roll" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Y_Roll_Spd" Name="Y Roll 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="X_Roll" Name="X Roll" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="X_Roll_Spd" Name="X Roll 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="Z_Roll" Name="Z Roll" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Z_Roll_Spd" Name="Z Roll 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="X_Move" 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="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Generic" Name="X Move 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="Y_Move" 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="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Generic1" Name="Y Move 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>
  </Control>
  <Mode Name="19 DMX" Channels="19">
    <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="Col/Y" ChannelOffset="6" Wheel="7" />
      <Attribute ID="X_Move" ChannelOffset="16" Wheel="2" />
      <Attribute ID="Y_Move" ChannelOffset="18" Wheel="3" />
      <Attribute ID="Group/Rot" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Patt/Col" ChannelOffset="3" Wheel="14" />
      <Attribute ID="Rot/X_Shk_Spd" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Y_Roll" ChannelOffset="10" Wheel="17" />
      <Attribute ID="X_Roll" ChannelOffset="12" Wheel="16" />
      <Attribute ID="Z_Roll" ChannelOffset="14" Wheel="18" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Zoom_Spd" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Effect/X" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Mode" ChannelOffset="1" Wheel="58" />
      <Attribute ID="Clip/Y_Shk_Spd" ChannelOffset="7" Wheel="30" />
      <Attribute ID="Y_Roll_Spd" ChannelOffset="11" Wheel="26" />
      <Attribute ID="X_Roll_Spd" ChannelOffset="13" Wheel="25" />
      <Attribute ID="Z_Roll_Spd" ChannelOffset="15" Wheel="27" />
      <Attribute ID="Generic" ChannelOffset="17" Wheel="28" />
      <Attribute ID="Generic1" ChannelOffset="19" Wheel="29" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>