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Elation Lumina Matrix (Elation_Lumina Matrix.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lumina Matrix" ShortName="Lumina Mtx" Company="Elation">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>d7491f05-bb61-44c7-a3e4-de78380a98ca</Thumbnail>
  <History Date="26-03-18" Author="Nic Morris" Comment="Created" />
  <History Date="27-03-18" Author="Nic Morris" Comment="Revised pixel layouts (guess)" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c6680f06-2a6b-4230-ba5d-8cd9cad8d641" />
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      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="Program_Fade" Name="Program Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="38 DMX, 16bit" Channels="38">
    <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" />
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        <Attribute ID="Program_Spd" ChannelOffset="36" Wheel="23" />
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        <Attribute ID="Dim_Spd" ChannelOffset="38" Wheel="25" />
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      <Lens Name="" Degrees="" />
      <Weight Kg="" />
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      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
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        <Attribute ID="Program_Fade" ChannelOffset="13" Wheel="24" />
        <Attribute ID="Dim_Spd" ChannelOffset="14" Wheel="25" />
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
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  <Mode Name="8 DMX, 16bit" Channels="8">
    <Import PearlRef="ELLUMTX8" 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" />
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    <AtlaBase ModeID="c20a3337-3124-44ed-b822-92c9a540d5a2" />
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      <Attribute ID="Program" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Program_Fade" ChannelOffset="7" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
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  </Mode>
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    <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" />
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        <Attribute ID="Dim_Spd" ChannelOffset="22" Wheel="25" />
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      <Cell ID="Cell13" Name="Cell 13" ChannelOffset="13" ModeLink="8bit cell" X="0" Y="3">
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  <Mode Name="16 DMX, 8bit" Channels="16">
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      <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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  <Mode Name="8 DMX, 8bit" 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="7775380d-bd5e-462e-988a-78c119d30b31" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3,4" Wheel="4" />
        <Attribute ID="Program" ChannelOffset="5" Wheel="22" />
        <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Program_Fade" ChannelOffset="7" Wheel="24" />
        <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="7 DMX, 8bit" Channels="7">
    <Import PearlRef="ELLUMTX7" 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="f7dc6a0e-f285-4521-986c-190c8cff9248" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Master_Dimmer" ChannelOffset="2,3" Wheel="4" />
      <Attribute ID="Program" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Program_Fade" ChannelOffset="6" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="16bit 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="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8bit cell" Channels="1" 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" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>