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UNITY RAW 1.7 (UNITY_RAW 1.7.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="RAW 1.7" ShortName="RAW 1.7" Company="UNITY" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>76eb9400-7f3c-47bd-8907-10be5c9189ec</Thumbnail>
  <History Date="04-06-22" Author="Nic Morris" Comment="Created (very poor documentation.  mostly nonsense.  control names don't match up with functions.  made best guess)" Version="0" />
  <History Date="22-10-23" Author="Nic Morris" Comment="Created from Unknown Laser RGB 5W (equally hopeless documentation.  identical except adds 10 channel mode)" Version="1" />
  <History Date="31-01-25" Author="Nic Morris" Comment="Created from Unknown Laser Pantoufle (also hopeless documentation.  effectively identical)" Version="2" />
  <History Date="11-02-25" Author="Nic Morris" Comment="Created from Viking Lighting VK03 Motif (more hopeless documentation.  effectively identical)" Version="3" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="1~255" />
    </Attribute>
    <Attribute ID="Pattern_Size" Name="Pattern Size" Description="" Group="G">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="X-Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Y-Pos" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Show" Name="Show" 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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Single Col" Display="'Single Col %.f%%',0~100" Dmx="0~63" Colour="0,0,0" />
      <Function ID="2" Name="Fixed Col/Col Change Spd" Display="'Fixed Col/Col Change Spd %.f%%',0~100" Dmx="64~95" Colour="0,0,0" />
      <Function ID="3" Name="Col Change Spd" Display="'Col Change Spd %.f%%',0~100" Dmx="96~127" Colour="0,0,0" />
      <Function ID="4" Name="Col Change/Flow Col Spd" Display="'Col Change/Flow Col Spd %.f%%',0~100" Dmx="128~159" Colour="0,0,0" />
      <Function ID="5" Name="Flow Col Spd (1)" Display="'Flow Col Spd (1) %.f%%',0~100" Dmx="160~191" Colour="0,0,0" />
      <Function ID="6" Name="Flow Col Spd (2)" Display="'Flow Col Spd (2) %.f%%',0~100" Dmx="192~223" Colour="0,0,0" />
      <Function ID="7" Name="Col Drawing Spd" Display="'Col Drawing Spd %.f%%',0~100" Dmx="224~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Scan_Spd" Name="Scan Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Line Scan Spd" Display="'Line Scan Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dot Scan Spd" Display="'Dot Scan Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Show_List" Name="Show List" 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="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default Auto Spd" Display="'Default Auto Spd'" Dmx="0~0" />
      <Function ID="2" Name="Auto Spd" Display="'Auto Spd %.f%%',0~100" Dmx="27~127" />
      <Function ID="3" Name="Sound Sensitivity" Display="'Sound Sensitivity %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',100.0~0.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',100.0~0.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',100.0~0.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Move" Name="X-Move" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Y-Move" Name="Y-Move" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" Iris="0~0" Zoom="0~0" />
    </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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Wave" Name="Wave" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="X-Wave Spd" Display="'X-Wave Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Y-Wave Spd" Display="'Y-Wave Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="Normal, 10 DMX" Channels="10" Id="983b537a-b76d-4019-b2af-f07425211816">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Pattern_Size" ChannelOffset="3" Wheel="15" />
      <Attribute ID="Pan" ChannelOffset="4" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="5" Wheel="3" />
      <Attribute ID="Show" ChannelOffset="6" Wheel="13" Name="Show" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Scan_Spd" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Show_List" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Mode" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Expert, 34 DMX" Channels="34" Id="da8c2b92-1dfa-4908-b5f8-8d3223952175">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Pattern_Size" Wheel="15" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Show" Wheel="13" />
        <Attribute ID="Colour1" Wheel="8" />
        <Attribute ID="Scan_Spd" Wheel="25" />
        <Attribute ID="Show_List" Wheel="14" />
        <Attribute ID="Mode" Wheel="28" />
        <Attribute ID="Z-Rot" Wheel="21" />
        <Attribute ID="X-Rot" Wheel="19" />
        <Attribute ID="Y-Rot" Wheel="20" />
        <Attribute ID="X-Move" Wheel="49" />
        <Attribute ID="Y-Move" Wheel="50" />
        <Attribute ID="Zoom" Wheel="51" />
        <Attribute ID="Drawing" Wheel="6" />
        <Attribute ID="Wave" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell 1" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Pattern_Size" TargetId="Pattern_Size" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Show" TargetId="Show" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Scan_Spd" TargetId="Scan_Spd" />
        <AttributeLink SourceId="Show_List" TargetId="Show_List" />
        <AttributeLink SourceId="Mode" TargetId="Mode" />
        <AttributeLink SourceId="Z-Rot" TargetId="Z-Rot" />
        <AttributeLink SourceId="X-Rot" TargetId="X-Rot" />
        <AttributeLink SourceId="Y-Rot" TargetId="Y-Rot" />
        <AttributeLink SourceId="X-Move" TargetId="X-Move" />
        <AttributeLink SourceId="Y-Move" TargetId="Y-Move" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="19" ModeLink="Cell 2" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Pattern_Size" TargetId="Pattern_Size" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Show" TargetId="Show" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Scan_Spd" TargetId="Scan_Spd" />
        <AttributeLink SourceId="Show_List" TargetId="Show_List" />
        <AttributeLink SourceId="Z-Rot" TargetId="Z-Rot" />
        <AttributeLink SourceId="X-Rot" TargetId="X-Rot" />
        <AttributeLink SourceId="Y-Rot" TargetId="Y-Rot" />
        <AttributeLink SourceId="X-Move" TargetId="X-Move" />
        <AttributeLink SourceId="Y-Move" TargetId="Y-Move" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Drawing" TargetId="Drawing" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell 1" Channels="17" Hidden="True" Id="8394c134-555b-4a84-90a7-86dda9995b04">
    <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="5" />
      <Attribute ID="Pattern_Size" ChannelOffset="2" Wheel="15" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="4" Wheel="3" />
      <Attribute ID="Show" ChannelOffset="5" Wheel="13" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Scan_Spd" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Show_List" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Mode" ChannelOffset="9" Wheel="28" />
      <Attribute ID="Z-Rot" ChannelOffset="10" Wheel="21" />
      <Attribute ID="X-Rot" ChannelOffset="11" Wheel="19" />
      <Attribute ID="Y-Rot" ChannelOffset="12" Wheel="20" />
      <Attribute ID="X-Move" ChannelOffset="13" Wheel="49" />
      <Attribute ID="Y-Move" ChannelOffset="14" Wheel="50" />
      <Attribute ID="Zoom" ChannelOffset="15" Wheel="51" />
      <Attribute ID="Drawing" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Wave" ChannelOffset="17" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="Cell 2" Channels="16" Hidden="True" Id="0c1454a7-3808-4f35-9bc1-38ecebad81f7">
    <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="5" />
      <Attribute ID="Pattern_Size" ChannelOffset="2" Wheel="15" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="4" Wheel="3" />
      <Attribute ID="Show" ChannelOffset="5" Wheel="13" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Scan_Spd" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Show_List" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Z-Rot" ChannelOffset="9" Wheel="21" />
      <Attribute ID="X-Rot" ChannelOffset="10" Wheel="19" />
      <Attribute ID="Y-Rot" ChannelOffset="11" Wheel="20" />
      <Attribute ID="X-Move" ChannelOffset="12" Wheel="49" />
      <Attribute ID="Y-Move" ChannelOffset="13" Wheel="50" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="51" />
      <Attribute ID="Drawing" ChannelOffset="15" Wheel="6" />
      <Attribute ID="Wave" ChannelOffset="16" Wheel="22" />
    </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>