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JB Systems Spyder-RGB Laser (JB Systems_Spyder-RGB Laser.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spyder-RGB Laser" ShortName="Spyder-RGB" Company="JB Systems" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>780a4887-ca06-490e-8789-fec32a087fb7</Thumbnail>
  <History Date="19-07-22" Author="Nic Morris" Comment="Created (implemented as separate modes)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode(6_DMX)" Name="Mode" Description="" Group="S">
      <Locate Locate="8" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Mixed Show Auto (Pattern+Grating)" Display="'Mixed Show Auto (Pattern+Grating)'" Dmx="25~49" />
      <Function ID="3" Name="Mixed Show Sound (Pattern+Grating)" Display="'Mixed Show Sound (Pattern+Grating)'" Dmx="50~74" />
      <Function ID="4" Name="Pattern Show Auto" Display="'Pattern Show Auto'" Dmx="75~99" />
      <Function ID="5" Name="Pattern Show Sound" Display="'Pattern Show Sound'" Dmx="100~124" />
      <Function ID="6" Name="Grating Show Auto" Display="'Grating Show Auto'" Dmx="125~149" />
      <Function ID="7" Name="Grating Show Sound" Display="'Grating Show Sound'" Dmx="150~174" />
      <Function ID="8" Name="Grating Dot Show DMX" Display="'Grating Dot Show DMX'" Dmx="175~199" />
    </Attribute>
    <Attribute ID="Mode(10_DMX)" Name="Mode" Description="" Group="S">
      <Locate Locate="8" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Mixed Show Auto (Pattern+Grating)" Display="'Mixed Show Auto (Pattern+Grating)'" Dmx="25~49" />
      <Function ID="3" Name="Mixed Show Sound (Pattern+Grating)" Display="'Mixed Show Sound (Pattern+Grating)'" Dmx="50~74" />
      <Function ID="4" Name="Pattern Show Auto" Display="'Pattern Show Auto'" Dmx="75~99" />
      <Function ID="5" Name="Pattern Show Sound" Display="'Pattern Show Sound'" Dmx="100~124" />
      <Function ID="6" Name="Grating Show Auto" Display="'Grating Show Auto'" Dmx="125~149" />
      <Function ID="7" Name="Grating Show Sound" Display="'Grating Show Sound'" Dmx="150~174" />
      <Function ID="8" Name="Grating Pattern Show DMX" Display="'Grating Pattern Show DMX'" Dmx="200~224" />
    </Attribute>
    <Attribute ID="Mode(9_DMX)" Name="Mode" Description="" Group="S">
      <Locate Locate="8" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Mixed Show Auto (Pattern+Grating)" Display="'Mixed Show Auto (Pattern+Grating)'" Dmx="25~49" />
      <Function ID="3" Name="Mixed Show Sound (Pattern+Grating)" Display="'Mixed Show Sound (Pattern+Grating)'" Dmx="50~74" />
      <Function ID="4" Name="Pattern Show Auto" Display="'Pattern Show Auto'" Dmx="75~99" />
      <Function ID="5" Name="Pattern Show Sound" Display="'Pattern Show Sound'" Dmx="100~124" />
      <Function ID="6" Name="Grating Show Auto" Display="'Grating Show Auto'" Dmx="125~149" />
      <Function ID="7" Name="Grating Show Sound" Display="'Grating Show Sound'" Dmx="150~174" />
      <Function ID="8" Name="Original Pattern Show DMX" Display="'Original Pattern Show DMX'" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Axis" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Moving CW" Display="'Moving CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Moving CCW" Display="'Moving CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Axis" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Moving CW" Display="'Moving CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Moving CCW" Display="'Moving CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="R/G/B On or Strobing" Display="'R/G/B On or Strobing'" Dmx="10~39" Colour="255,255,255" />
      <Function ID="3" Name="R On or Strobing" Display="'R On or Strobing'" Dmx="40~69" Colour="255,255,255" />
      <Function ID="4" Name="G On or Strobing" Display="'G On or Strobing'" Dmx="70~99" Colour="255,255,255" />
      <Function ID="5" Name="B On or Strobing" Display="'B On or Strobing'" Dmx="100~129" Colour="255,255,255" />
      <Function ID="6" Name="R/G On or Strobing Alternately" Display="'R/G On or Strobing Alternately'" Dmx="130~159" Colour="255,255,255" />
      <Function ID="7" Name="R/B On or Strobing Alternately" Display="'R/B On or Strobing Alternately'" Dmx="160~189" Colour="255,255,255" />
      <Function ID="8" Name="G/B On or Strobing Alternately" Display="'G/B On or Strobing Alternately'" Dmx="190~219" Colour="255,255,255" />
      <Function ID="9" Name="R/G/B On or Strobing Alternately" Display="'R/G/B On or Strobing Alternately'" Dmx="220~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" 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="10~249" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Grating" Name="Grating" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Grating" Display="'No Grating'" Dmx="0~0" />
      <Function ID="2" Name="Roll CW" Display="'Roll CW %.f%%',100~0" Dmx="1~75" />
      <Function ID="3" Name="Stop" Display="'Stop'" Dmx="76~150" />
      <Function ID="4" Name="Roll CCW" Display="'Roll CCW %.f%%',0~100" Dmx="151~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" 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="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="Zoom In" Display="'Zoom In %.f%%',0~100" Dmx="128~169" />
      <Function ID="3" Name="Zoom Out" Display="'Zoom Out %.f%%',0~100" Dmx="170~209" />
      <Function ID="4" Name="Zoom In/Out" Display="'Zoom In/Out %.f%%',0~100" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Y-Roll" Name="Y-Roll" 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="Roll CW" Display="'Roll CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Roll CCW" Display="'Roll CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Roll" Name="X-Roll" 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="Roll CW" Display="'Roll CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Roll CCW" Display="'Roll CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Z-Roll" Name="Z-Roll" 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="Roll CW" Display="'Roll CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Roll CCW" Display="'Roll CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour11" Name="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 1" Display="'Colour 1'" Dmx="16~31" Colour="255,255,255" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="32~47" Colour="255,255,255" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="5" Name="Colour 1+2" Display="'Colour 1+2'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="Colour 1+3" Display="'Colour 1+3'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="Colour 2+3" Display="'Colour 2+3'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="Colour 1+2+3" Display="'Colour 1+2+3'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="Colour Skip" Display="'Colour Skip'" Dmx="128~160" Colour="255,255,255" />
      <Function ID="10" Name="Colour Mix" Display="'Colour Mix'" Dmx="161~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Y-Roll1" Name="Y-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Roll CW" Display="'Roll CW %.f%%',100~0" Dmx="0~127" />
      <Function ID="2" Name="Roll CCW" Display="'Roll CCW %.f%%',0~100" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Roll1" Name="X-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Roll CW" Display="'Roll CW %.f%%',100~0" Dmx="0~127" />
      <Function ID="2" Name="Roll CCW" Display="'Roll CCW %.f%%',0~100" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Colour12" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 2" Display="'Colour 2'" Dmx="16~31" Colour="255,255,255" />
      <Function ID="3" Name="Colour 3" Display="'Colour 3'" Dmx="32~47" Colour="255,255,255" />
      <Function ID="4" Name="Colour 1+2" Display="'Colour 1+2'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="5" Name="Colour 1+3" Display="'Colour 1+3'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="Colour 2+3" Display="'Colour 2+3'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="Colour 1+2+3" Display="'Colour 1+2+3'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="Colour 1/2 Alternate" Display="'Colour 1/2 Alternate'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="Colour 1/3 Alternate" Display="'Colour 1/3 Alternate'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="Colour 2/3 Alternate" Display="'Colour 2/3 Alternate'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="Colour 1/2/3 Alternate" Display="'Colour 1/2/3 Alternate'" Dmx="160~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <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="Mode(6_DMX)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pan" ChannelOffset="2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Grating" ChannelOffset="6" Wheel="50" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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(10_DMX)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Y-Roll1" ChannelOffset="4" Wheel="21" />
      <Attribute ID="X-Roll1" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Z-Roll" ChannelOffset="6" Wheel="49" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Colour12" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Grating" ChannelOffset="10" Wheel="50" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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(9_DMX)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Y-Roll" ChannelOffset="4" Wheel="21" />
      <Attribute ID="X-Roll" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Z-Roll" ChannelOffset="6" Wheel="49" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
      <Attribute ID="Colour11" ChannelOffset="9" Wheel="8" />
    </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:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>