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BoomToneDJ FlatPAR 5x5W 4in1 (BoomToneDJ_FlatPAR 5x5W 4in1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FlatPAR 5x5W 4in1" ShortName="FlatPAR5x5" Company="BoomToneDJ" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>da66bd0b-ce40-4978-8057-9c2c9568edc7</Thumbnail>
  <History Date="21-02-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4dd0a52a-ee53-4275-8933-8cad67846098" />
  <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="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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="11~255" />
    </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="Auto" Display="'Auto'" Dmx="10~199" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~29" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="30~49" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="50~69" Colour="0,0,255" />
      <Function ID="5" Name="UV" Display="'UV'" Dmx="70~89" Colour="180,0,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="90~109" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="8" Name="R+UV" Display="'R+UV'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="10" Name="G+UV" Display="'G+UV'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="11" Name="B+UV" Display="'B+UV'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="13" Name="R+G+UV" Display="'R+G+UV'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="14" Name="R+B+UV" Display="'R+B+UV'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="15" Name="G+B+UV" Display="'G+B+UV'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+UV" Display="'R+G+B+UV'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter1" 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>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="2f8debce-9122-476e-9dbf-5c2c961c2b60">
    <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="3cb71b6a-08c1-41df-b9be-0ad9e7081498" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Shutter1" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="6cabc465-75ee-41f9-a619-a9f6d9908365">
    <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="d8e594f6-0704-43d3-be9b-21187042665f" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="UV" 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" />
    </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>