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Miner Light Bar 1040 1m (Miner Light_Bar 1040 1m.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Bar 1040 1m" ShortName="Bar1040 1m" Company="Miner Light" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>b8cb2403-8484-4403-8645-53d8886179b7</Thumbnail>
  <History Date="24-02-24" Author="Nic Morris" Comment="Created (very poor documentation.  vague.  macro functions are nonsense.  no pixel layout.  made best guess)" Version="0" />
  <History Date="27-02-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="30-09-25" Author="Nic Morris" Comment="Changed name from 40Wx10pcs RGBW Tilt Bar (+Aux) to Bar 1040 1m in line with latest documentation.  Added product thumbnail." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4cf56354-d039-46a5-b4a5-2d8486eb998b" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="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="Strobe %" Display="'%.1f%%',0.0~100.0" 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="Macro" Name="Macro" 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="Macro_Spd" Name="Macro 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="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="Control" Name="Control" 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="Key+Aux_Macro" Name="Key+Aux Macro" 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="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="7 DMX" Channels="7" Id="a9406f72-d886-4382-8184-e87242cb4fc0">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e19410fe-88e0-42a8-87f6-8560d725f20b" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="ebe99c20-fa43-4964-b372-e149539a3cdf">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
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    </Physical>
    <AtlaBase ModeID="daf8c81b-dfc0-4c6d-bd08-e7bbd5910f06" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Auxilliary Light" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Key Light" ChannelOffset="6" ModeLink="RGBW 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" />
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    </Cells>
  </Mode>
  <Mode Name="22 DMX" Channels="22" Id="afd09343-c6b1-460f-8620-ab3b37c03da1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b9e8d97b-f65d-4698-910c-288ea045a81a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Macro" Wheel="22" />
        <Attribute ID="Macro_Spd" Wheel="23" />
        <Attribute ID="BG_Colour" Wheel="7" />
        <Attribute ID="BG_Col_Dimmer" Wheel="6" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Key+Aux_Macro" ChannelOffset="21" Wheel="24" />
        <Attribute ID="Control" ChannelOffset="22" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Auxilliary Light" ChannelOffset="4" ModeLink="Auxilliary cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Dimmer" TargetId="BG_Col_Dimmer" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Key Light" ChannelOffset="12" ModeLink="Key cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
        <AttributeLink SourceId="BG_Colour" TargetId="BG_Colour" />
        <AttributeLink SourceId="BG_Col_Dimmer" TargetId="BG_Col_Dimmer" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="103 DMX" Channels="103" Id="95dc1f67-87fc-436d-8b9c-b4bd903ff259">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c4fc4334-e187-4aac-8f28-8fde604b2a17" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Control" ChannelOffset="103" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Auxilliary L 1" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Auxilliary L 2" ChannelOffset="6" ModeLink="RGB cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Auxilliary L 3" ChannelOffset="9" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Auxilliary L 4" ChannelOffset="12" ModeLink="RGB cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Auxilliary L 5" ChannelOffset="15" ModeLink="RGB cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell6" Name="Auxilliary L 6" ChannelOffset="18" ModeLink="RGB cell" X="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell7" Name="Auxilliary L 7" ChannelOffset="21" ModeLink="RGB cell" X="6" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell8" Name="Auxilliary L 8" ChannelOffset="24" ModeLink="RGB cell" X="7" Y="0">
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      <Cell ID="Cell9" Name="Auxilliary L 9" ChannelOffset="27" ModeLink="RGB cell" X="8" Y="0">
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      <Cell ID="Cell10" Name="Auxilliary L 10" ChannelOffset="30" ModeLink="RGB cell" X="9" Y="0">
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      <Cell ID="Cell11" Name="Auxilliary R 1" ChannelOffset="33" ModeLink="RGB cell" X="0" Y="1">
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      <Cell ID="Cell12" Name="Auxilliary R 2" ChannelOffset="36" ModeLink="RGB cell" X="1" Y="1">
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      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="BG_Colour" ChannelOffset="8" Wheel="7" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="9" Wheel="6" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="57c1f9a2-dc6b-4fff-95c6-d4a30ce72946">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" 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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="b9f10707-a75a-4a88-82e7-473d64c031a3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" 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>
  <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>