View Personality

Lightstar LUXED-4 (Lightstar_LUXED-4.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LUXED-4" ShortName="LUXED-4" Company="Lightstar" Version="21">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>614376da-66b2-4df5-9e4c-015fa411a023</Thumbnail>
  <History Date="30-07-21" Author="Nic Morris" Comment="Created (note controller selection not currently supported - implemented as separate modes. pixel layout not available - guessed)" Version="0" />
  <History Date="31-07-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="26-11-22" Author="Nic Morris" Comment="Updated in line with latest charts." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="75378f92-24c2-42f2-8050-da6df650c943" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="CTO" Name="CCT" Description="" Group="C">
      <Locate Locate="1:2800" PowerOn="1:2800" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2800~6500" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:1" PowerOn="1:1" />
      <Function ID="1" Name="Strobe" Display="'%.f Hz',1~50" Dmx="0~50" />
      <Function ID="2" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Duration" Display="'Duration %.f%%',1~99" Dmx="1~99" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Mode(Wall)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Wall" Display="''" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Mode(Rank)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Rank" Display="''" Dmx="50~99" />
    </Attribute>
    <Attribute ID="Mode(Individual)" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Individual" Display="''" Dmx="100~149" />
    </Attribute>
  </Control>
  <Mode Name="Wall, 2 DMX" Channels="2">
    <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="7d940651-c0f3-40b5-a207-11f40b97f088" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="Rank, 4 DMX" Channels="4">
    <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="13c26639-536a-4a93-bfa6-ffc2c5ce5471" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="CTO" Wheel="38" />
      </Master>
      <Cell ID="Cell1" Name="Rank 1" ChannelOffset="1" ModeLink="Standard cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
      </Cell>
      <Cell ID="Cell2" Name="Rank 2" ChannelOffset="3" ModeLink="Standard cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Individual, 8 DMX" Channels="8">
    <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="bdd77cfa-b933-4f67-b5dd-389f718adecd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="CTO" Wheel="38" />
      </Master>
      <Cell ID="Cell1" Name="Light 1" ChannelOffset="1" ModeLink="Standard cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
      </Cell>
      <Cell ID="Cell2" Name="Light 2" ChannelOffset="3" ModeLink="Standard cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
      </Cell>
      <Cell ID="Cell3" Name="Light 3" ChannelOffset="5" ModeLink="Standard cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
      </Cell>
      <Cell ID="Cell4" Name="Light 4" ChannelOffset="7" ModeLink="Standard cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Controller (Wall), 5 DMX" Channels="5">
    <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="b31d431d-e377-4010-84db-fe9ca0e92c6d" />
    <Include>
      <Attribute ID="Mode(Wall)" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="38" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
    </Include>
  </Mode>
  <Mode Name="Controller (Rank), 9 DMX" Channels="9">
    <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="2c179ad9-e73e-46fb-8d79-2216ac1c0a54" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Mode(Rank)" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="CTO" Wheel="38" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Duration" Wheel="6" />
      </Master>
      <Cell ID="Cell1" Name="Rank 1" ChannelOffset="2" ModeLink="Controller cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
      </Cell>
      <Cell ID="Cell2" Name="Rank 2" ChannelOffset="6" ModeLink="Controller cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Controller (Individual), 17 DMX" Channels="17">
    <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="6f296611-f897-4120-b709-507d73039fcd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Mode(Individual)" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="CTO" Wheel="38" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Duration" Wheel="6" />
      </Master>
      <Cell ID="Cell1" Name="Light 1" ChannelOffset="2" ModeLink="Controller cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
      </Cell>
      <Cell ID="Cell2" Name="Light 2" ChannelOffset="6" ModeLink="Controller cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
      </Cell>
      <Cell ID="Cell3" Name="Light 3" ChannelOffset="10" ModeLink="Controller cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
      </Cell>
      <Cell ID="Cell4" Name="Light 4" ChannelOffset="14" ModeLink="Controller cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="CTO" TargetId="CTO" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Standard cell" Channels="2" 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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="Controller 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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="38" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Duration" ChannelOffset="4" Wheel="6" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:26" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:50" />
    </Group>
    <Group Name="Colour" />
  </Palettes>
  <swatchLibrary>
    <Swatch id="614376da-66b2-4df5-9e4c-015fa411a023">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</Swatch>
  </swatchLibrary>
</Fixture>