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Miner Light Laser 15W (Miner Light_Laser 15W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Laser 15W" ShortName="Laser 15W" Company="Miner Light" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>88238fbf-c045-4de0-bffc-ef0ac6364e7e</Thumbnail>
  <History Date="08-09-24" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="02-10-25" Author="Nic Morris" Comment="Created from Unknown Animation Laser (effectively identical)" Version="2" />
  <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </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="10~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Col Sel" Display="'Fixed Col Sel'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Col Change" Display="'Col Change'" Dmx="35~39" Colour="0,0,0" />
      <Function ID="3" Name="Default Col" Display="'Default Col'" Dmx="40~44" Colour="0,0,0" />
      <Function ID="4" Name="Colourful Cols" Display="'Colourful Cols'" Dmx="45~46" Colour="0,0,0" />
      <Function ID="5" Name="2 Segment Col 4 Step" Display="'2 Segment Col 4 Step'" Dmx="47~66" Colour="0,0,0" />
      <Function ID="6" Name="3 Segment Col 4 Step" Display="'3 Segment Col 4 Step'" Dmx="67~96" Colour="0,0,0" />
      <Function ID="7" Name="4 Segment Col 4 Step" Display="'4 Segment Col 4 Step'" Dmx="97~126" Colour="0,0,0" />
      <Function ID="8" Name="8 Segment Col 4 Step" Display="'8 Segment Col 4 Step'" Dmx="127~150" Colour="0,0,0" />
      <Function ID="9" Name="16 Segment Col 4 Step" Display="'16 Segment Col 4 Step'" Dmx="151~174" Colour="0,0,0" />
      <Function ID="10" Name="32 Segment Col 4 Step" Display="'32 Segment Col 4 Step'" Dmx="175~214" Colour="0,0,0" />
      <Function ID="11" Name="Simulated Col Mixing" Display="'Simulated Col Mixing'" Dmx="215~247" Colour="0,0,0" />
      <Function ID="12" Name="Col Gradient" Display="'Col Gradient'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="127~10" Colour="0,0,0" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
    </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="Pattern_Group" Name="Pattern Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Basic Geometric 1" Display="'Basic Geometric 1'" Dmx="0~0" />
      <Function ID="2" Name="Basic Geometric 2" Display="'Basic Geometric 2'" Dmx="25~49" />
      <Function ID="3" Name="Edge Highlight" Display="'Edge Highlight'" Dmx="50~74" />
      <Function ID="4" Name="Dot" Display="'Dot'" Dmx="75~99" />
      <Function ID="5" Name="ILDA Animation 1" Display="'ILDA Animation 1'" Dmx="125~149" />
      <Function ID="6" Name="ILDA Animation 2" Display="'ILDA Animation 2'" Dmx="150~174" />
      <Function ID="7" Name="ILDA Animation 3" Display="'ILDA Animation 3'" Dmx="175~199" />
      <Function ID="8" Name="ILDA Animation 4" Display="'ILDA Animation 4'" Dmx="200~224" />
      <Function ID="9" Name="ILDA Animation 5" Display="'ILDA Animation 5'" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Size" Name="Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto_Scale" Name="Auto Scale" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern Size Sel" Display="'Pattern Size Sel'" Dmx="0~0" />
      <Function ID="2" Name="Speed Sel" Display="'Speed Sel %.f%%',0~100" Dmx="16~55" />
      <Function ID="3" Name="High->Low Spd" Display="'High->Low Spd %.f%%',0~100" Dmx="56~95" />
      <Function ID="4" Name="Size Speed Sel" Display="'Size Speed Sel'" Dmx="96~135" />
      <Function ID="5" Name="2 Point Irregular Cycle" Display="'2 Point Irregular Cycle'" Dmx="136~175" />
      <Function ID="6" Name="3-Point Irregular Cycle" Display="'3-Point Irregular Cycle'" Dmx="176~215" />
      <Function ID="7" Name="4-Point Irregular Cycle" Display="'4-Point Irregular Cycle'" Dmx="216~255" />
    </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="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',100.0~0.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" 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="Position" Display="'Position %.1f%%',100.0~0.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Vert Pos" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="X-Wave" Name="X-Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Waves" Display="'No Waves'" Dmx="0~0" />
      <Function ID="2" Name="Waves" Display="'Waves %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
    <Attribute ID="Drawing" Name="Drawing" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Drawing" Display="'No Drawing'" Dmx="0~0" />
      <Function ID="2" Name="Manual 1" Display="'Manual 1'" Dmx="2~63" />
      <Function ID="3" Name="Manual 2" Display="'Manual 2'" Dmx="64~127" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse'" Dmx="128~153" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse'" Dmx="154~179" />
      <Function ID="6" Name="Pulse 1" Display="'Pulse 1'" Dmx="180~205" />
      <Function ID="7" Name="Pulse 2" Display="'Pulse 2'" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX" Name="Dynamic FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect Radio Sel" Display="'Effect Radio Sel %.1f%%',0.0~100.0" Dmx="2~202" />
      <Function ID="3" Name="Line Effect" Display="'Line Effect'" Dmx="203~214" />
      <Function ID="4" Name="Animation Effect" Display="'Animation Effect'" Dmx="215~224" />
      <Function ID="5" Name="Outdoor Landmark Effect" Display="'Outdoor Landmark Effect'" Dmx="225~234" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="235~255" />
    </Attribute>
    <Attribute ID="Dynamic_FX_Spd" Name="Dynamic FX Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="2~255" />
    </Attribute>
  </Control>
  <Mode Name="Normal, 16 DMX" Channels="16" Id="85f7e4bd-3b2c-4b21-a99f-9e90e0e76529">
    <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="Colour_Macro" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Pattern" ChannelOffset="5" Wheel="13" />
      <Attribute ID="Pattern_Group" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Auto_Scale" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Z-Rot" ChannelOffset="9" Wheel="49" />
      <Attribute ID="X-Rot" ChannelOffset="10" Wheel="50" />
      <Attribute ID="Y-Rot" ChannelOffset="11" Wheel="51" />
      <Attribute ID="Pan" ChannelOffset="12" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="13" Wheel="3" />
      <Attribute ID="X-Wave" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Dynamic_FX" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="16" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="Expert, 20 DMX" Channels="20" Id="bf5e23d6-71c9-4c9e-97af-17c79aeff74e">
    <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="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Pattern" ChannelOffset="8" Wheel="13" />
      <Attribute ID="Pattern_Group" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Size" ChannelOffset="10" Wheel="19" />
      <Attribute ID="Auto_Scale" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Z-Rot" ChannelOffset="12" Wheel="49" />
      <Attribute ID="X-Rot" ChannelOffset="13" Wheel="50" />
      <Attribute ID="Y-Rot" ChannelOffset="14" Wheel="51" />
      <Attribute ID="Pan" ChannelOffset="15" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="16" Wheel="3" />
      <Attribute ID="X-Wave" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Drawing" ChannelOffset="18" Wheel="6" />
      <Attribute ID="Dynamic_FX" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Dynamic_FX_Spd" ChannelOffset="20" Wheel="24" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </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: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>