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Unknown 6x40W 4in1 Zoom LED Bar (Unknown_6x40W 4in1 Zoom LED Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="6x40W 4in1 Zoom LED Bar" ShortName="6x40WZmBar" Company="Unknown" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>f967aa85-35a4-4830-a33f-883c4fef1ffb</Thumbnail>
  <History Date="16-10-25" Author="Nic Morris" Comment="Created (mostly channels only)" Version="0" />
  <History Date="17-10-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2d049b10-c9b8-4de5-8d5e-3cc6f0579c3c" />
  <Control>
    <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="Tilt_Speed" Name="Tilt 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">
      <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="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="Control_Mode" Name="Control Mode" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" 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="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Col_Dimmer" Name="BG Col Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="150~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16" Id="3976b338-706e-42e4-9d1f-2353a4ea5b01">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="610e1ca2-cac8-4fa7-b0da-3d6f7357270f" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
      <Attribute ID="Control_Mode" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Speed" ChannelOffset="12" Wheel="23" />
      <Attribute ID="BG_Colour" ChannelOffset="13" Wheel="7" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="14" Wheel="6" />
      <Attribute ID="Reserved" ChannelOffset="15" Wheel="29" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="36 DMX" Channels="36" Id="29a7a5cc-6bc7-44dc-b15b-0fad5e6dbe93">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a392ef94-eec3-44ad-9e18-d05b1792ad00" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control_Mode" ChannelOffset="31" Wheel="22" />
        <Attribute ID="Speed" ChannelOffset="32" Wheel="23" />
        <Attribute ID="BG_Colour" ChannelOffset="33" Wheel="7" />
        <Attribute ID="BG_Col_Dimmer" ChannelOffset="34" Wheel="6" />
        <Attribute ID="Reserved" ChannelOffset="35" Wheel="29" />
        <Attribute ID="Control" ChannelOffset="36" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="7" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="19" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="23" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="27" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="f88f3c47-67b2-408d-b456-debac58a593e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <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>
  <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="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>