<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="P44 QUAD IP" ShortName="P44QUADIP" Company="BOS Lighting" Version="1">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>ef07f296-abb0-4c2e-9411-c01f3a705030</Thumbnail>
  <History Date="26-10-26" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9da4eb68-cf11-4c2c-a67f-d1d465d589a1" />
  <Control>
    <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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Col Change" Display="'Col Change'" Dmx="10~50" />
      <Function ID="3" Name="Col Fade" Display="'Col Fade'" Dmx="51~100" />
      <Function ID="4" Name="Col Pulse" Display="'Col Pulse'" Dmx="101~150" />
      <Function ID="5" Name="Col Mixed" Display="'Col Mixed'" Dmx="151~200" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="10~50" />
      <Function ID="3" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="51~101" />
      <Function ID="4" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="102~152" />
      <Function ID="5" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="153~203" />
      <Function ID="6" Name="Dim Curve 5" Display="'Dim Curve 5'" Dmx="204~249" />
      <Function ID="7" Name="Dim Curve 6" Display="'Dim Curve 6'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="ef8ca6b1-3f8b-4cf8-a518-a594fb835c4d">
    <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="150c3120-352c-4256-98b3-98024ba2fbd8" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="245e1e89-fba8-4516-9a15-dc6ec2f84b96">
    <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="7e341674-fbfb-4653-add1-d3193cbd5784" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="7" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>