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Evolights Lumeno (Evolights_Lumeno.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lumeno" ShortName="Lumeno" Company="Evolights" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>e92ace76-55c5-4c35-9396-5569a7c49cee</Thumbnail>
  <History Date="29-05-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6765de2e-0c0d-49bb-be91-95c76de6f477" />
  <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="Shutter" Name="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="4~255" />
    </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="Colour_Macro" Name="Colour Macro" 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="21~25" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="26~30" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="31~35" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="36~40" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="41~45" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="46~50" Colour="255,255,255" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="51~55" Colour="255,255,255" />
      <Function ID="9" Name="R+G+B" Display="'R+G+B'" Dmx="56~60" Colour="255,255,255" />
      <Function ID="10" Name="Colour Macro 1" Display="'Colour Macro 1'" Dmx="61~90" Colour="0,0,0" />
      <Function ID="11" Name="Colour Macro 2" Display="'Colour Macro 2'" Dmx="91~120" Colour="0,0,0" />
      <Function ID="12" Name="Colour Macro 3" Display="'Colour Macro 3'" Dmx="121~150" Colour="0,0,0" />
      <Function ID="13" Name="Colour Macro 4" Display="'Colour Macro 4'" Dmx="151~180" Colour="0,0,0" />
      <Function ID="14" Name="Colour Macro 5" Display="'Colour Macro 5'" Dmx="181~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,0,0" />
    </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="6 DMX" Channels="6" Id="dfb2cdb5-9118-4f55-ba8c-47ac6d719a34">
    <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="2b7108f8-5ebc-4275-86c6-785e01a0d15c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <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="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="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="6cd4186b-a7ef-4035-8952-50748cd16131">
    <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="014b8736-b824-459e-a2ac-3710d7fa5ddf" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="8" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="RGB" 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="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="671f6593-4eef-4044-a29f-37acf610e4c5">
    <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="b4d82b81-8dbc-49fc-861b-edf06a096d75" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="10" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="RGB" 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="White 1" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="White 2" ChannelOffset="7" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="White 3" ChannelOffset="8" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="2efe4fea-991f-420f-aaca-e5b30108ecad">
    <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" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="fe083b37-c20b-4170-aaf6-f1c5c6f73bc2">
    <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>
  <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="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>