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Big Dipper SD1000+RGB (Big Dipper_SD1000+RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SD1000+RGB" ShortName="SD1000+RGB" Company="Big Dipper" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>9afd9037-e1e1-43f0-9b44-98e327fa0681</Thumbnail>
  <History Date="06-04-22" Author="Nic Morris" Comment="Created (very poor documentation.  made best guess)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="6" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Update="Strobe/Play" />
      <Function ID="2" Name="FRG" Display="'FRG'" Dmx="10~49" Update="Strobe/Play" />
      <Function ID="3" Name="ILD" Display="'ILD'" Dmx="50~99" Update="Strobe/Play" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="100~149" Update="Strobe/Play" />
      <Function ID="5" Name="Auto" Display="'Auto'" Dmx="150~199" Update="Strobe/Play" />
      <Function ID="6" Name="Manual" Display="'Manual'" Dmx="200~255" Update="Strobe/Play" />
    </Attribute>
    <Attribute ID="Pattern/Folder" Name="Pattern/Folder" 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="Strobe/Play" Name="Strobe/Play" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Condition Name="FRG/ILD" ID="1" If="'Mode'==2||'Mode'==3" />
      <Else ID="2,3,4" />
      <Function ID="1" Name="Play" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~199" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~125" />
      <Function ID="2" Name="L-R" Display="'L-R %.f%%',0~100" Dmx="126~185" />
      <Function ID="3" Name="Skip L-R" Display="'Skip L-R %.f%%',0~100" Dmx="186~225" />
      <Function ID="4" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="226~245" />
      <Function ID="5" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="0~125" />
      <Function ID="2" Name="L-R" Display="'L-R %.f%%',0~100" Dmx="126~185" />
      <Function ID="3" Name="Skip L-R" Display="'Skip L-R %.f%%',0~100" Dmx="186~225" />
      <Function ID="4" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="226~245" />
      <Function ID="5" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Scaling" Display="'No Scaling'" Dmx="0~0" />
      <Function ID="2" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="11~100" />
      <Function ID="3" Name="Magnify" Display="'Magnify %.f%%',0~100" Dmx="101~150" />
      <Function ID="4" Name="Zoom Out" Display="'Zoom Out %.f%%',0~100" Dmx="151~200" />
      <Function ID="5" Name="Loop Playback" Display="'Loop Playback %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Rotation" Display="'No Rotation'" Dmx="0~0" />
      <Function ID="2" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="11~110" />
      <Function ID="3" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="111~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Rotation" Display="'No Rotation'" Dmx="0~0" />
      <Function ID="2" Name="Manual" Display="'Manual %.f%%',0~100" Dmx="11~110" />
      <Function ID="3" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="111~255" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Rotation" Display="'No Rotation'" Dmx="0~0" />
      <Function ID="2" Name="Manual" Display="'Manual %.1f%%',0.0~100.0" Dmx="11~180" />
      <Function ID="3" Name="Auto CW" Display="'Auto CW %.f%%',0~100" Dmx="181~217" />
      <Function ID="4" Name="Auto CCW" Display="'Auto CCW %.f%%',0~100" Dmx="218~255" />
    </Attribute>
    <Attribute ID="Gradual_Draw" Name="Gradual Draw" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Constant" Display="'Constant'" Dmx="0~0" />
      <Function ID="2" Name="Manual Fade" Display="'Manual Fade %.f%%',0~100" Dmx="10~74" />
      <Function ID="3" Name="Auto Fade (Add)" Display="'Auto Fade (Add) %.f%%',0~100" Dmx="75~104" />
      <Function ID="4" Name="Auto Clip (Minus)" Display="'Auto Clip (Minus) %.f%%',0~100" Dmx="105~144" />
      <Function ID="5" Name="Auto Cycle Fade" Display="'Auto Cycle Fade %.f%%',0~100" Dmx="145~184" />
      <Function ID="6" Name="Asymptotic (Increasing)" Display="'Asymptotic (Increasing) %.f%%',0~100" Dmx="185~224" />
      <Function ID="7" Name="Asymptotic (Subtraction)" Display="'Asymptotic (Subtraction) %.f%%',0~100" Dmx="225~255" />
    </Attribute>
    <Attribute ID="X-Wave" Name="X-Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" />
      <Function ID="2" Name="Small" Display="'Small %.f%%',0~100" Dmx="10~69" />
      <Function ID="3" Name="Med" Display="'Med %.f%%',0~100" Dmx="70~129" />
      <Function ID="4" Name="Large" Display="'Large %.f%%',0~100" Dmx="130~189" />
      <Function ID="5" Name="Max" Display="'Max %.f%%',0~100" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Y-Wave" Name="Y-Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" />
      <Function ID="2" Name="Small" Display="'Small %.f%%',0~100" Dmx="10~69" />
      <Function ID="3" Name="Med" Display="'Med %.f%%',0~100" Dmx="70~129" />
      <Function ID="4" Name="Large" Display="'Large %.f%%',0~100" Dmx="130~189" />
      <Function ID="5" Name="Max" Display="'Max %.f%%',0~100" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Display_Mode" Name="Display Mode" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Highlight" Display="'Highlight'" Dmx="64~127" />
      <Function ID="3" Name="Segmented" Display="'Segmented'" Dmx="128~191" />
      <Function ID="4" Name="Dot" Display="'Dot'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="White" Display="'White'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="17~33" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="34~50" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="51~67" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="68~84" Colour="255,255,0" />
      <Function ID="6" Name="Purple" Display="'Purple'" Dmx="85~101" Colour="128,0,255" />
      <Function ID="7" Name="Green Grass" Display="'Green Grass'" Dmx="102~118" Colour="0,255,0" />
      <Function ID="8" Name="W, R, G, B Subsection" Display="'W, R, G, B Subsection'" Dmx="119~135" Colour="255,255,255" />
      <Function ID="9" Name="B, Y, P, C Subsection" Display="'B, Y, P, C Subsection'" Dmx="136~151" Colour="255,255,255" />
      <Function ID="10" Name="W, R, G, B, Y, C, P Subsection" Display="'W, R, G, B, Y, C, P Subsection'" Dmx="152~169" Colour="255,255,255" />
      <Function ID="11" Name="W, R, G, B Flow" Display="'W, R, G, B Flow'" Dmx="170~186" Colour="255,255,255" />
      <Function ID="12" Name="B, Y, P, B Flow" Display="'B, Y, P, B Flow'" Dmx="187~203" Colour="255,255,255" />
      <Function ID="13" Name="W, R, G, Y, P, B Flow" Display="'W, R, G, Y, P, B Flow'" Dmx="204~220" Colour="255,255,255" />
      <Function ID="14" Name="Display by Breakpoint Section" Display="'Display by Breakpoint Section'" Dmx="221~237" Colour="255,255,255" />
      <Function ID="15" Name="Sound" Display="'Sound'" Dmx="238~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="255~255" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <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" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern/Folder" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Strobe/Play" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Pan" ChannelOffset="4" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="5" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="X-Rot" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Y-Rot" ChannelOffset="8" Wheel="21" />
      <Attribute ID="Z-Rot" ChannelOffset="9" Wheel="49" />
      <Attribute ID="Gradual_Draw" ChannelOffset="10" Wheel="34" />
      <Attribute ID="X-Wave" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Y-Wave" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Display_Mode" ChannelOffset="13" Wheel="6" />
      <Attribute ID="Colour1" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="15" Wheel="4" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="White" Number="1" Page="1" SetControl="Colour1:1" />
      <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="Yellow" Number="4" Page="1" SetControl="Colour1:5" />
      <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="White" Number="6" Page="1" SetControl="Colour1:1" />
      <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="Purple" Number="9" Page="1" SetControl="Colour1:6" />
      <Palette ID="12" Name="Purple" Number="10" Page="1" SetControl="Colour1:6" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2" />
      <Palette ID="14" Name="Purple" Number="8" Page="1" SetControl="Colour1:6" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4" />
    </Group>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>