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Chauvet Nexus Aw 7x7 (Chauvet_Nexus Aw 7x7.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Nexus Aw 7x7" ShortName="Nexus 7x7" Company="Chauvet" Version="3">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>e65a70bd-9563-4746-9508-86664f114e64</Thumbnail>
  <History Date="16-01-14" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" />
  <History Date="01-07-24" Author="Nic Morris" Comment="Updated in line with latest documentation (adds 57 and 8 channel modes.  gobo rot has conflicting ranges with no explanation).  Added product thumbnail." Version="3" />
  <Manual Filename="" Summary="" />
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      <Locate Locate="1:100" PowerOn="1:0" Highlight="1:100" Lowlight="1:4" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="FG_Dimmer" Name="FG 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" Intensity="0~0" />
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    <Attribute ID="BG_Dimmer" Name="BG 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" Intensity="0~0" />
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    <Attribute ID="Alphanumeric" Name="Alphanumeric" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Numeric 1-0" Display="'Numeric 1-0 %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="Alpha A-Z" Display="'Alpha A-Z %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Virtual_Gobo" Name="Virtual Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Simple Cross" Display="'Simple Cross'" Dmx="11~20" />
      <Function ID="3" Name="Simple box" Display="'Simple box'" Dmx="21~29" />
      <Function ID="4" Name="Square Imploder" Display="'Square Imploder'" Dmx="30~38" />
      <Function ID="5" Name="Square Exploder" Display="'Square Exploder'" Dmx="39~47" />
      <Function ID="6" Name="Diamond Imploder" Display="'Diamond Imploder'" Dmx="48~56" />
      <Function ID="7" Name="Diamond Exploder" Display="'Diamond Exploder'" Dmx="57~65" />
      <Function ID="8" Name="Two-Line Spinner" Display="'Two-Line Spinner'" Dmx="66~74" />
      <Function ID="9" Name="Triangle Spinner" Display="'Triangle Spinner'" Dmx="75~83" />
      <Function ID="10" Name="Tri-Downer" Display="'Tri-Downer'" Dmx="84~92" />
      <Function ID="11" Name="Tri-Upper" Display="'Tri-Upper'" Dmx="93~101" />
      <Function ID="12" Name="Bowtie Spinner" Display="'Bowtie Spinner'" Dmx="102~110" />
      <Function ID="13" Name="One-Liner" Display="'One-Liner'" Dmx="111~119" />
      <Function ID="14" Name="Line Hop Up" Display="'Line Hop Up'" Dmx="120~128" />
      <Function ID="15" Name="Line Hop Down" Display="'Line Hop Down'" Dmx="129~137" />
      <Function ID="16" Name="Line Hop Up/Down" Display="'Line Hop Up/Down'" Dmx="138~146" />
      <Function ID="17" Name="T-Spin" Display="'T-Spin'" Dmx="147~155" />
      <Function ID="18" Name="Upside Down T-Spin" Display="'Upside Down T-Spin'" Dmx="156~164" />
      <Function ID="19" Name="Diamond Spoke Spin" Display="'Diamond Spoke Spin'" Dmx="165~173" />
      <Function ID="20" Name="Line Hop Left" Display="'Line Hop Left'" Dmx="174~182" />
      <Function ID="21" Name="Line Hop Right" Display="'Line Hop Right'" Dmx="183~191" />
      <Function ID="22" Name="Line Hop Left/Right" Display="'Line Hop Left/Right'" Dmx="192~200" />
      <Function ID="23" Name="Double Verticals" Display="'Double Verticals'" Dmx="201~209" />
      <Function ID="24" Name="Double Horizontals" Display="'Double Horizontals'" Dmx="210~218" />
      <Function ID="25" Name="Diagonal Right" Display="'Diagonal Right'" Dmx="219~227" />
      <Function ID="26" Name="Diagonal Left" Display="'Diagonal Left'" Dmx="228~236" />
      <Function ID="27" Name="Moving Squares" Display="'Moving Squares'" Dmx="237~246" />
      <Function ID="28" Name="Clock" Display="'Clock'" Dmx="247~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" Intensity="0~0" />
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      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="39~66" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="67~94" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="95~122" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="123~150" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="151~178" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="179~206" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="207~234" />
      <Function ID="10" Name="Auto 0" Display="'Auto 0'" Dmx="235~255" />
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    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
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      <Function ID="5" Name="Curve 3 (Slowest)" Display="'Curve 3 (Slowest)'" Dmx="204~255" />
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  <Mode Name="57 DMX" Channels="57" Id="f876b34f-896c-479a-99d2-cea0a08ef92f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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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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    <AtlaBase ModeID="35f5dfd0-e342-4bf8-ae8b-71bd069b4529" />
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        <Attribute ID="Alphanumeric" ChannelOffset="52" Wheel="13" />
        <Attribute ID="Virtual_Gobo" ChannelOffset="53" Wheel="14" />
        <Attribute ID="Gobo1Rot" ChannelOffset="54" Wheel="15" />
        <Attribute ID="Master_Dimmer" ChannelOffset="55" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="56" Wheel="5" />
        <Attribute ID="Dim_Mode" ChannelOffset="57" Wheel="25" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell40" Name="Cell 40" ChannelOffset="40" ModeLink="Cell" X="4" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Size Height="" Width="" Depth="" />
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</Swatch>
  </swatchLibrary>
</Fixture>