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Lightmaxx Vertical Fog 3.0 (Lightmaxx_Vertical Fog 3.0.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vertical Fog 3.0" ShortName="VertFog3.0" Company="Lightmaxx" Version="1">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>49f1a46f-374c-4c44-a4e0-13dbb0826865</Thumbnail>
  <History Date="29-12-25" Author="Nic Morris" Comment="Created (9 channel mode charts contain a 'White' control but according to the specs it is just RGB.  assumed this is actually a dimmer...)" Version="0" />
  <History Date="09-01-26" Author="Nic Morris" Comment="Revised colours in response to customer feedback (these are contrary to the documentation)" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="77abf8c2-8bbb-4b3e-a17e-e60f68e446e2" />
  <Control>
    <Attribute ID="Fog" Name="Fog" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Output" 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="Red" Name="Inner 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="Inner 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="Inner 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="Inner_Shutter" Name="Inner 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="16~255" />
    </Attribute>
    <Attribute ID="Inner_Colour" Name="Inner Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~36" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="37~56" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="57~76" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="77~96" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="97~116" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="117~136" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="137~156" Colour="255,255,255" />
      <Function ID="9" Name="RGB Col Change Slow" Display="'RGB Col Change Slow'" Dmx="157~176" Colour="0,0,0" />
      <Function ID="10" Name="7 Col Change Slow" Display="'7 Col Change Slow'" Dmx="177~196" Colour="0,0,0" />
      <Function ID="11" Name="RGB Col Change Fast" Display="'RGB Col Change Fast'" Dmx="197~216" Colour="0,0,0" />
      <Function ID="12" Name="7 Col Change Fast" Display="'7 Col Change Fast'" Dmx="217~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Outer_Colour" Name="Outer Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~50" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="51~85" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="86~120" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="121~155" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="156~190" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="191~225" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="226~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Outer_Change" Name="Outer Change" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour Change" Display="'Colour Change %.1f%%',0.0~100.0" Dmx="16~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="3d6f0309-2ac6-4c54-8736-f35ec4835a49">
    <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="549fa5bf-503c-499d-bbb2-d333d784f4c7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Fog" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Outer_Colour" Wheel="8" />
        <Attribute ID="Outer_Change" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell 1" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Outer_Colour" TargetId="Outer_Colour" />
        <AttributeLink SourceId="Outer_Change" TargetId="Outer_Change" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="efd68bd7-0c25-414a-8530-d599fe93a07a">
    <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="453bf1c8-8675-408e-93d5-1493236ce1a6" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Fog" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Inner_Shutter" Wheel="5" />
        <Attribute ID="Inner_Colour" Wheel="7" />
        <Attribute ID="Outer_Colour" Wheel="8" />
        <Attribute ID="Outer_Change" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell 2" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Inner_Shutter" TargetId="Inner_Shutter" />
        <AttributeLink SourceId="Inner_Colour" TargetId="Inner_Colour" />
        <AttributeLink SourceId="Outer_Colour" TargetId="Outer_Colour" />
        <AttributeLink SourceId="Outer_Change" TargetId="Outer_Change" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Fog cell" Channels="1" Hidden="True" Id="83ee6e5b-ca72-418a-b409-eb53db11d85c">
    <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>
  <Mode Name="LED cell 1" Channels="5" Hidden="True" Id="b599f325-03f7-43df-ac5a-8fc864a2eadd">
    <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="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" />
      <Attribute ID="Outer_Colour" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Outer_Change" ChannelOffset="5" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="LED cell 2" Channels="8" Hidden="True" Id="fa242eab-d76e-4b9e-ab37-b893f422229f">
    <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" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Inner_Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Inner_Colour" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Outer_Colour" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Outer_Change" ChannelOffset="8" Wheel="9" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>