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Nouvoled Lustrous-FX 1910 (Nouvoled_Lustrous-FX 1910.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lustrous-FX 1910" ShortName="Ls FX 1910" Company="Nouvoled" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>d942c1b1-ed21-44b0-b795-095166f10cf9</Thumbnail>
  <History Date="13-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-06-22" Author="Nic Morris" Comment="Fixed 22 channel mode (was missing 3rd ring).  Added Atlabase ID's." Version="2" />
  <History Date="21-06-22" Author="Nic Morris" Comment="Created from BeamZ BT410 (identical)" Version="3" />
  <History Date="24-06-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0c2a1c87-da0e-41bb-8510-c6d14917fd24" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="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="16~31" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" />
      <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" />
      <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" />
      <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" />
      <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" />
      <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" />
      <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" />
      <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" />
      <Function ID="22" Name="8000K" Display="'8000K'" Dmx="247~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="<3200K" Display="'<3200K'" Dmx="16~45" Colour="255,255,255" />
      <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" />
      <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" />
      <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" />
      <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" />
      <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" />
      <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" />
      <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White_Master" Name="White Master" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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="3679f32d-e5a6-45d3-ac48-dd7b74610795" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="22 DMX" Channels="22">
    <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="ac06567c-a2a2-4ecf-91a0-0a8e039b03c9" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" />
        <Attribute ID="White_Master" ChannelOffset="6" Wheel="100" />
        <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="Colour_Macro" ChannelOffset="19" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="20" Wheel="9" />
        <Attribute ID="Auto" ChannelOffset="21" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="22" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Ring 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="Ring 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="Ring 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>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <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>