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Luminus LightTech LU1240 (Luminus LightTech_LU1240.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LU1240" ShortName="LU1240" Company="Luminus LightTech" Version="6">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>5ee2df48-cacf-47d3-bba8-682ff5ac1c24</Thumbnail>
  <History Date="12-08-22" Author="Nic Morris" Comment="Created (documentation provided does not mention Viking Lighting or VK740)" Version="0" />
  <History Date="13-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="18-01-24" Author="Nic Morris" Comment="Created from Viking Lighting VK740 Mk2 (identical except reset function range)" Version="2" />
  <History Date="26-03-24" Author="Nic Morris" Comment="Created from Pluslite EYE-PL740 (identical)" Version="3" />
  <History Date="27-03-24" Author="Nic Morris" Comment="Added missing Atlabase ID for 22 channel mode." Version="4" />
  <History Date="01-07-24" Author="Nic Morris" Comment="Created from Luminus Lighttech LU-740 (contains range conflicts)" Version="5" />
  <History Date="10-10-25" Author="Nic Morris" Comment="Changed manufacturer name from Luminus Lighttech to Luminus LightTech" Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a7d0a2b1-185b-4638-95b7-6693893b7cef" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="4~203" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="204~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Mode 1" Display="'Mode 1'" Dmx="0~0" />
      <Function ID="2" Name="Mode 2" Display="'Mode 2'" Dmx="50~99" />
      <Function ID="3" Name="Mode 3" Display="'Mode 3'" Dmx="100~149" />
      <Function ID="4" Name="Mode 4" Display="'Mode 4'" Dmx="150~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="16~175" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="176~195" Colour="255,255,255" />
      <Function ID="4" Name="2800K" Display="'2800K'" Dmx="196~200" Colour="255,255,255" />
      <Function ID="5" Name="3200K" Display="'3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="6" Name="4000K" Display="'4000K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="7" Name="4500K" Display="'4500K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="8" Name="5000K" Display="'5000K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="9" Name="5600K" Display="'5600K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="11" Name="7000K" Display="'7000K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="12" Name="7500K" Display="'7500K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="13" Name="8000K" Display="'8000K'" Dmx="241~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Zone 1" Display="'Zone 1'" Dmx="16~31" />
      <Function ID="3" Name="Zone 2" Display="'Zone 2'" Dmx="32~47" />
      <Function ID="4" Name="Zone 3" Display="'Zone 3'" Dmx="48~63" />
      <Function ID="5" Name="Zone 4" Display="'Zone 4'" Dmx="64~79" />
      <Function ID="6" Name="Zone 5" Display="'Zone 5'" Dmx="80~95" />
      <Function ID="7" Name="Zone 6" Display="'Zone 6'" Dmx="96~111" />
      <Function ID="8" Name="Zone 7" Display="'Zone 7'" Dmx="112~127" />
      <Function ID="9" Name="Zone 8" Display="'Zone 8'" Dmx="128~143" />
      <Function ID="10" Name="Zone 9" Display="'Zone 9'" Dmx="144~159" />
      <Function ID="11" Name="Zone 10" Display="'Zone 10'" Dmx="160~175" />
      <Function ID="12" Name="Zone 11" Display="'Zone 11'" Dmx="176~191" />
      <Function ID="13" Name="Zone 12" Display="'Zone 12'" Dmx="192~207" />
      <Function ID="14" Name="Zone 13" Display="'Zone 13'" Dmx="208~223" />
      <Function ID="15" Name="Zone 14" Display="'Zone 14'" Dmx="224~239" />
      <Function ID="16" Name="Zone 15" Display="'Zone 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Macro1" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="16~31" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="32~47" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="48~63" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="64~79" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="80~95" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="96~111" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="112~127" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="128~143" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="144~159" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="160~175" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="176~191" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="192~207" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="208~223" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="224~239" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="251~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16" Id="2bfa8b34-2ffe-4461-9f5a-f592d82791a7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ef7fffe3-8ef4-4c74-a865-664743478840" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
      <Attribute ID="White" ChannelOffset="12" Wheel="40" />
      <Attribute ID="Dim_Curve" ChannelOffset="13" Wheel="26" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Macro" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="21 DMX" Channels="21" Id="6fa8ede9-061b-4f9a-b452-0facb4036f58">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="91d4eebc-4811-411d-b17a-7f07a09290eb" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="10,11" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="12,13" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="14,15" Wheel="12" />
      <Attribute ID="White" ChannelOffset="16,17" Wheel="40" />
      <Attribute ID="Dim_Curve" ChannelOffset="18" Wheel="26" />
      <Attribute ID="Colour_Macro" ChannelOffset="19" Wheel="7" />
      <Attribute ID="Macro1" ChannelOffset="20" Wheel="22" />
      <Attribute ID="Control" ChannelOffset="21" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </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>