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LightSky PL1915 (LightSky_PL1915.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PL1915" ShortName="PL1915" Company="LightSky" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>24a75838-fc4e-4016-942d-5f61960dfcdf</Thumbnail>
  <History Date="27-03-25" Author="Nic Morris" Comment="Created (hopeless documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="09ca5e13-b8aa-475f-916f-0375f61404e5" />
  <Control>
    <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="3~255" />
    </Attribute>
    <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="Lime" Name="Lime" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="White Col Temp 3200K Section" Display="'White Col Temp 3200K Section'" Dmx="3~49" Colour="0,0,0" />
      <Function ID="3" Name="White Col Temp 4000K Section" Display="'White Col Temp 4000K Section'" Dmx="50~99" Colour="0,0,0" />
      <Function ID="4" Name="White Col Temp 5600K Section" Display="'White Col Temp 5600K Section'" Dmx="100~149" Colour="0,0,0" />
      <Function ID="5" Name="White Col Temp 6800K Section" Display="'White Col Temp 6800K Section'" Dmx="150~199" Colour="0,0,0" />
      <Function ID="6" Name="White Col Temp 7500K Section" Display="'White Col Temp 7500K Section'" Dmx="200~249" Colour="0,0,0" />
      <Function ID="7" Name="White Col Temp 8500K Section" Display="'White Col Temp 8500K Section'" Dmx="250~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Pixel_Function" Name="Pixel Function" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="3~127" Colour="0,0,0" />
      <Function ID="3" Name="Col Mac Func Spd" Display="'Col Mac Func Spd %.1f%%',255.0~128.0" Dmx="128~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Ring_Selection" Name="Ring Selection" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Outer+Inner" Display="'Outer+Inner'" Dmx="0~0" />
      <Function ID="2" Name="Outer (Inner Black)" Display="'Outer (Inner Black)'" Dmx="3~19" />
      <Function ID="3" Name="Inner (Outer Keep Prev Col)" Display="'Inner (Outer Keep Prev Col)'" Dmx="20~39" />
      <Function ID="4" Name="Inner (Outer Black)" Display="'Inner (Outer Black)'" Dmx="40~59" />
      <Function ID="5" Name="Outer (Inner Keep Prev Col) (1)" Display="'Outer (Inner Keep Prev Col) (1)'" Dmx="60~79" />
      <Function ID="6" Name="Outer (Inner Keep Prev Col) (2)" Display="'Outer (Inner Keep Prev Col) (2)'" Dmx="80~199" />
      <Function ID="7" Name="Dim Curve 1 (No Fast Dimming)" Display="'Dim Curve 1 (No Fast Dimming)'" Dmx="200~219" />
      <Function ID="8" Name="Fast Dimming 1" Display="'Fast Dimming 1'" Dmx="220~229" />
      <Function ID="9" Name="Fast Dimming 2" Display="'Fast Dimming 2'" Dmx="230~239" />
      <Function ID="10" Name="Fast Dimming 3" Display="'Fast Dimming 3'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 9 DMX" Channels="9" Id="e0912041-07f7-403d-ae85-2a3bf82675fa">
    <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="49cf0540-2023-418e-9ff8-ab8715160807" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Pixel_Function" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Ring_Selection" ChannelOffset="9" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="aedb9194-6f72-4a2a-a5b1-3248266224e5">
    <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="904682e8-6d39-4315-8592-35bd0708c52f" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Pixel_Function" ChannelOffset="4" Wheel="8" />
    </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="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>