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ADJ Fusion FX Bar 5 (ADJ_Fusion FX Bar 5.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fusion FX Bar 5" ShortName="Fsn FXbar5" Company="ADJ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>68cace55-8ef2-4556-88f4-59977edaac3f</Thumbnail>
  <History Date="11-01-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Fusion FX Bar 5.d4 to ADJ_Fusion FX Bar 5.d4." 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="'Dimmer %.1f%%',0.0~100.0" Dmx="0~190" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="248~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="201~247" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="191~200" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red+Green" Display="'Red+Green'" Dmx="19~36" Colour="255,255,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="37~54" Colour="255,255,255" />
      <Function ID="4" Name="Green+Blue" Display="'Green+Blue'" Dmx="55~73" Colour="255,255,255" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="74~91" Colour="255,255,255" />
      <Function ID="6" Name="Red+Blue" Display="'Red+Blue'" Dmx="92~109" Colour="255,255,255" />
      <Function ID="7" Name="Red+Green+Blue" Display="'Red+Green+Blue'" Dmx="110~127" Colour="255,255,255" />
      <Function ID="8" Name="Red - Green" Display="'Red - Green'" Dmx="128~159" Colour="255,255,255" />
      <Function ID="9" Name="Green - Blue" Display="'Green - Blue'" Dmx="160~191" Colour="255,255,255" />
      <Function ID="10" Name="Red - Blue" Display="'Red - Blue'" Dmx="192~223" Colour="255,255,255" />
      <Function ID="11" Name="Red - Green - Blue" Display="'Red - Green - Blue'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Flower_Rot" Name="Flower Rot" Description="" Group="C">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="10~120" Colour="0,0,0" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="121~134" Colour="0,0,0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="135~245" Colour="0,0,0" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="246~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Red_Laser" Name="Red Laser" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Green_Laser" Name="Green Laser" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Laser_Rot" Name="Laser Rot" Description="" Group="E">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="10~120" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="121~134" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="135~245" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="246~255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
        <Attribute ID="Flower_Rot" ChannelOffset="4" Wheel="9" />
        <Attribute ID="Red_Laser" ChannelOffset="5" Wheel="19" />
        <Attribute ID="Green_Laser" ChannelOffset="6" Wheel="20" />
        <Attribute ID="Laser_Rot" ChannelOffset="7" Wheel="21" />
      </Master>
      <Cell ID="Cell1" Name="White" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Flower" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <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" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>