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Volux Flaris X (Volux_Flaris X.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Flaris X" ShortName="Flaris X" Company="Volux" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>68d6adb9-60d8-413f-8d04-adc4794bf895</Thumbnail>
  <History Date="11-08-24" Author="Nic Morris" Comment="Created (colour macros not documented properly and don't make sense)" Version="0" />
  <History Date="15-08-24" Author="Nic Morris" Comment="Added missing 3 DMX Art-net mode.  Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="afb13de8-6cb8-4a82-8bdd-5a4c5331b504" />
  <Control>
    <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="Beam_Strobe" Name="Beam Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe Mode 1" Display="'Strobe Mode 1 %.f%%',0~100" Dmx="6~42" />
      <Function ID="3" Name="Strobe Mode 2" Display="'Strobe Mode 2 %.f%%',0~100" Dmx="43~85" />
      <Function ID="4" Name="Strobe Mode 3" Display="'Strobe Mode 3 %.f%%',0~100" Dmx="86~128" />
      <Function ID="5" Name="Strobe Mode 4" Display="'Strobe Mode 4 %.f%%',0~100" Dmx="129~171" />
      <Function ID="6" Name="Strobe Mode 5" Display="'Strobe Mode 5 %.f%%',0~100" Dmx="172~214" />
      <Function ID="7" Name="Strobe Mode 6" Display="'Strobe Mode 6 %.f%%',0~100" Dmx="215~255" />
    </Attribute>
    <Attribute ID="W_FX" Name="W FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Macro Mode 1" Display="'Macro Mode 1 %.f%%',0~100" Dmx="6~42" />
      <Function ID="3" Name="Macro Mode 2" Display="'Macro Mode 2 %.f%%',0~100" Dmx="43~85" />
      <Function ID="4" Name="Macro Mode 3" Display="'Macro Mode 3 %.f%%',0~100" Dmx="86~128" />
      <Function ID="5" Name="Macro Mode 4" Display="'Macro Mode 4 %.f%%',0~100" Dmx="129~171" />
      <Function ID="6" Name="Macro Mode 5" Display="'Macro Mode 5 %.f%%',0~100" Dmx="172~214" />
      <Function ID="7" Name="Macro Mode 6" Display="'Macro Mode 6 %.f%%',0~100" Dmx="215~255" />
    </Attribute>
    <Attribute ID="W_FX_Spd" Name="W FX 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="Col_Macro" Name="Col Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="FX" Display="'FX %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Col_Macro_Spd" Name="Col 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="Col_Macro_CF" Name="Col Macro CF" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Effect Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Macro_CB" Name="Col Macro CB" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="BG Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="W_Master" Name="W Master" 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="RGB_Master" Name="RGB Master" 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="4 DMX" Channels="4" Id="77ddf21b-8b20-4e34-8de8-6b383b080109">
    <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="c00f62a0-413a-465d-9909-6999bc3c9b3e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" 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="W" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="3215ece5-d32c-46c9-a890-1f97186108b8">
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    <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" />
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    <AtlaBase ModeID="d2200e73-b249-4c98-9232-8e83823954c3" />
    <Include />
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      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Beam_Strobe" Wheel="6" />
        <Attribute ID="W_FX" Wheel="22" />
        <Attribute ID="W_FX_Spd" Wheel="23" />
        <Attribute ID="Col_Macro" Wheel="52" />
        <Attribute ID="Col_Macro_Spd" Wheel="53" />
        <Attribute ID="Col_Macro_CF" Wheel="7" />
        <Attribute ID="Col_Macro_CB" Wheel="8" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="W" ChannelOffset="1" ModeLink="W cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Beam_Strobe" TargetId="Beam_Strobe" />
        <AttributeLink SourceId="W_FX" TargetId="W_FX" />
        <AttributeLink SourceId="W_FX_Spd" TargetId="W_FX_Spd" />
      </Cell>
      <Cell ID="Cell2" Name="RGB" ChannelOffset="2" ModeLink="RGB cell (full)" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Col_Macro" TargetId="Col_Macro" />
        <AttributeLink SourceId="Col_Macro_Spd" TargetId="Col_Macro_Spd" />
        <AttributeLink SourceId="Col_Macro_CF" TargetId="Col_Macro_CF" />
        <AttributeLink SourceId="Col_Macro_CB" TargetId="Col_Macro_CB" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="80 DMX" Channels="80" Id="adca498b-723d-4d3b-a253-d723274699de">
    <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="03506bac-d4e7-425e-a48d-5de823e4c5d7" />
    <Include />
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      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="W 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="W 2" ChannelOffset="2" ModeLink="Dim cell" X="1" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="W 3" ChannelOffset="3" ModeLink="Dim cell" X="2" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="W 4" ChannelOffset="4" ModeLink="Dim cell" X="3" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="W 5" ChannelOffset="5" ModeLink="Dim cell" X="4" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="W 6" ChannelOffset="6" ModeLink="Dim cell" X="5" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="W 7" ChannelOffset="7" ModeLink="Dim cell" X="6" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="W 8" ChannelOffset="8" ModeLink="Dim cell" X="7" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 1" ChannelOffset="9" 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="Cell10" Name="RGB 2" ChannelOffset="12" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="RGB 3" ChannelOffset="15" ModeLink="RGB cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell12" Name="RGB 4" ChannelOffset="18" 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" />
      </Cell>
      <Cell ID="Cell13" Name="RGB 5" ChannelOffset="21" ModeLink="RGB cell" X="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
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      </Cell>
      <Cell ID="Cell14" Name="RGB 6" ChannelOffset="24" ModeLink="RGB cell" X="6" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell15" Name="RGB 7" ChannelOffset="27" ModeLink="RGB cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell16" Name="RGB 8" ChannelOffset="30" ModeLink="RGB cell" X="2" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell17" Name="RGB 9" ChannelOffset="33" ModeLink="RGB cell" X="3" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell18" Name="RGB 10" ChannelOffset="36" ModeLink="RGB cell" X="4" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell19" Name="RGB 11" ChannelOffset="39" ModeLink="RGB cell" X="5" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell20" Name="RGB 12" ChannelOffset="42" ModeLink="RGB cell" X="6" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      </Cell>
      <Cell ID="Cell21" Name="RGB 13" ChannelOffset="45" ModeLink="RGB cell" X="1" Y="3">
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      <Cell ID="Cell22" Name="RGB 14" ChannelOffset="48" ModeLink="RGB cell" X="2" Y="3">
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      <Cell ID="Cell23" Name="RGB 15" ChannelOffset="51" ModeLink="RGB cell" X="3" Y="3">
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      <Cell ID="Cell24" Name="RGB 16" ChannelOffset="54" ModeLink="RGB cell" X="4" Y="3">
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      <Cell ID="Cell25" Name="RGB 17" ChannelOffset="57" ModeLink="RGB cell" X="5" Y="3">
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      <Cell ID="Cell26" Name="RGB 18" ChannelOffset="60" ModeLink="RGB cell" X="6" Y="3">
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      <Cell ID="Cell27" Name="RGB 19" ChannelOffset="63" ModeLink="RGB cell" X="1" Y="4">
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      </Cell>
      <Cell ID="Cell28" Name="RGB 20" ChannelOffset="66" ModeLink="RGB cell" X="2" Y="4">
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      <Cell ID="Cell29" Name="RGB 21" ChannelOffset="69" ModeLink="RGB cell" X="3" Y="4">
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      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4b1923f5-a12d-4777-a2af-50757aea1eee" />
    <Include />
    <Cells>
      <Master>
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        <Attribute ID="Beam_Strobe" ChannelOffset="3" Wheel="6" />
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      <Cell ID="Cell1" Name="W" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
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    <Physical>
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      <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="Beam_Strobe" ChannelOffset="3" Wheel="6" />
      <Attribute ID="W_FX" ChannelOffset="4" Wheel="22" />
      <Attribute ID="W_FX_Spd" ChannelOffset="5" Wheel="23" />
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    <Physical>
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    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Col_Macro" ChannelOffset="5" Wheel="52" />
      <Attribute ID="Col_Macro_Spd" ChannelOffset="6" Wheel="53" />
      <Attribute ID="Col_Macro_CF" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Col_Macro_CB" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
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    <Include>
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    <Include>
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      <Attribute ID="Dimmer" Wheel="1" />
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      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
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</Swatch>
  </swatchLibrary>
</Fixture>