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JB Systems Party Derby (JB Systems_Party Derby.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Party Derby" ShortName="PartyDerby" Company="JB Systems" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2d8983b2-15fc-419f-a908-25ff5cddebc8</Thumbnail>
  <History Date="08-11-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="09-11-23" Author="Nic Morris" Comment="Fixed wheel mapping." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e21b8f83-25d9-4df6-8951-a0fbebf4f3df" />
  <Control>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto Mix" Display="'Auto Mix'" Dmx="10~50" />
      <Function ID="3" Name="Auto Derby" Display="'Auto Derby'" Dmx="51~90" />
      <Function ID="4" Name="Auto Strobe" Display="'Auto Strobe'" Dmx="91~130" />
      <Function ID="5" Name="Sound Mix" Display="'Sound Mix'" Dmx="131~170" />
      <Function ID="6" Name="Sound Derby" Display="'Sound Derby'" Dmx="171~210" />
      <Function ID="7" Name="Sound Strobe" Display="'Sound Strobe'" Dmx="211~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="6~20" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="21~35" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="36~50" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="51~65" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="66~80" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="81~95" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="96~110" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="111~125" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="126~140" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="141~155" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="156~170" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="171~185" Colour="255,255,255" />
      <Function ID="14" Name="G+B+W" Display="'G+B+W'" Dmx="186~200" Colour="255,255,255" />
      <Function ID="15" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="201~215" Colour="255,255,255" />
      <Function ID="16" Name="Auto 4 Col Chase" Display="'Auto 4 Col Chase'" Dmx="216~230" Colour="255,255,255" />
      <Function ID="17" Name="Auto Single/Multi-Col Chase" Display="'Auto Single/Multi-Col Chase'" Dmx="231~255" 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="6~255" />
    </Attribute>
    <Attribute ID="Motor_Rot" Name="Motor Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Shutter_FX" Name="Shutter FX" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1 %.f%%',0~100" Dmx="10~19" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2 %.f%%',0~100" Dmx="20~29" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3 %.f%%',0~100" Dmx="30~39" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4 %.f%%',0~100" Dmx="40~49" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5 %.f%%',0~100" Dmx="50~59" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6 %.f%%',0~100" Dmx="60~69" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7 %.f%%',0~100" Dmx="70~79" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8 %.f%%',0~100" Dmx="80~89" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9 %.f%%',0~100" Dmx="90~99" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10 %.f%%',0~100" Dmx="100~109" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11 %.f%%',0~100" Dmx="110~119" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12 %.f%%',0~100" Dmx="120~129" />
      <Function ID="14" Name="Pattern 13" Display="'Pattern 13 %.f%%',0~100" Dmx="130~139" />
      <Function ID="15" Name="Pattern 14" Display="'Pattern 14 %.f%%',0~100" Dmx="140~149" />
      <Function ID="16" Name="Pattern 15" Display="'Pattern 15 %.f%%',0~100" Dmx="150~159" />
      <Function ID="17" Name="Pattern 16" Display="'Pattern 16 %.f%%',0~100" Dmx="160~169" />
      <Function ID="18" Name="Pattern 17" Display="'Pattern 17 %.f%%',0~100" Dmx="170~179" />
      <Function ID="19" Name="Pattern 18" Display="'Pattern 18 %.f%%',0~100" Dmx="180~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="4254e121-aaec-4c9b-aec8-d13e2993e334">
    <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>
    <AtlaBase ModeID="ad59db45-1792-4989-b12c-e21de6a0940d" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="f02e9ddf-fb04-4351-9880-e27fa9892b37">
    <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>
    <AtlaBase ModeID="ecace26e-7840-49c5-88ad-5c5af78c934c" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Motor_Rot" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Shutter_FX" ChannelOffset="5" Wheel="6" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="White" Number="1" Page="1" SetControl="Colour1:5" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2" />
      <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:2" />
      <Palette ID="4" Name="Red" Number="4" Page="1" SetControl="Colour1:2" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3" />
      <Palette ID="8" Name="Green" Number="6" Page="1" SetControl="Colour1:3" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:4" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:4" />
      <Palette ID="12" Name="Red" Number="10" Page="1" SetControl="Colour1:2" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2" />
      <Palette ID="14" Name="White" Number="8" Page="1" SetControl="Colour1:5" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>