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LAYU P40 Series (LAYU_P40 Series.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="P40 Series" ShortName="P40 Series" Company="LAYU">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>e406f6b3-1161-4e46-82cc-c7d73bc77242</Thumbnail>
  <History Date="09-08-19" Author="Nic Morris" Comment="Created (poor documentation - can't support conditional change so created separate modes instead.  guessed pixel layout)" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="6" PowerOn="6" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="30~59" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="60~89" />
      <Function ID="4" Name="Auto+Speed" Display="'Auto+Speed'" Dmx="90~119" />
      <Function ID="5" Name="Sound+Speed" Display="'Sound+Speed'" Dmx="120~149" />
      <Function ID="6" Name="DMX (Effect)" Display="'DMX (Effect)'" Dmx="150~179" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All On" Display="'All On'" Dmx="0~0" />
      <Function ID="2" Name="All Flash" Display="'All Flash'" Dmx="10~19" />
      <Function ID="3" Name="Move 2 Rows Dn>Up" Display="'Move 2 Rows Dn>Up'" Dmx="20~29" />
      <Function ID="4" Name="Move 2 Rows Up>Dn" Display="'Move 2 Rows Up>Dn'" Dmx="30~39" />
      <Function ID="5" Name="Move 2 Rows Bounce" Display="'Move 2 Rows Bounce'" Dmx="40~49" />
      <Function ID="6" Name="Move 3 Column R>L" Display="'Move 3 Column R>L'" Dmx="50~59" />
      <Function ID="7" Name="Move 3 Column L<R" Display="'Move 3 Column L<R'" Dmx="60~69" />
      <Function ID="8" Name="Move 3 Column Bounce" Display="'Move 3 Column Bounce'" Dmx="70~79" />
      <Function ID="9" Name="Move 2 Rows TR>BL" Display="'Move 2 Rows TR>BL'" Dmx="80~89" />
      <Function ID="10" Name="Move 2 Rows BR->TL" Display="'Move 2 Rows BR->TL'" Dmx="90~99" />
      <Function ID="11" Name="Move 2 Rows BL>TR" Display="'Move 2 Rows BL>TR'" Dmx="100~109" />
      <Function ID="12" Name="Move 2 Rows TL>BR" Display="'Move 2 Rows TL>BR'" Dmx="110~119" />
      <Function ID="13" Name="Move 2 Rows TR>BL+BR>TL" Display="'Move 2 Rows TR>BL+BR>TL'" Dmx="120~129" />
      <Function ID="14" Name="Move 2 Rows TL>BR+BR>TL" Display="'Move 2 Rows TL>BR+BR>TL'" Dmx="130~139" />
      <Function ID="15" Name="Move 2 Rows BL>TR+TL>BR+TR>BL+BR>TL" Display="'Move 2 Rows BL>TR+TL>BR+TR>BL+BR>TL'" Dmx="140~149" />
      <Function ID="16" Name="Discrete Points Flash" Display="'Discrete Points Flash'" Dmx="150~159" />
      <Function ID="17" Name="Discrete Points Flash+Update" Display="'Discrete Points Flash+Update'" Dmx="160~169" />
      <Function ID="18" Name="Odd/Even Discrete Points Flash" Display="'Odd/Even Discrete Points Flash'" Dmx="170~179" />
      <Function ID="19" Name="Rectangle Zoom Out" Display="'Rectangle Zoom Out'" Dmx="180~189" />
      <Function ID="20" Name="Rectangle Zoom In" Display="'Rectangle Zoom In'" Dmx="190~199" />
      <Function ID="21" Name="Rectangle Bounce" Display="'Rectangle Bounce'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="Mode1" Name="Mode" Description="" Group="S">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="30~59" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="60~89" />
      <Function ID="4" Name="DMX (Manual)" Display="'DMX (Manual)'" Dmx="180~255" />
    </Attribute>
    <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>
  </Control>
  <Mode Name="Effect, 3 DMX" Channels="3">
    <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="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Effect" ChannelOffset="2" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="3" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Manual, 41 DMX" Channels="41">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Mode1" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="6" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="7" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="8" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="9" ModeLink="Cell" X="1" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="10" ModeLink="Cell" X="1" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="11" ModeLink="Cell" X="1" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="12" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="13" ModeLink="Cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="Cell 13" ChannelOffset="14" ModeLink="Cell" X="2" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="Cell 14" ChannelOffset="15" ModeLink="Cell" X="2" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="Cell 15" ChannelOffset="16" ModeLink="Cell" X="2" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="Cell 16" ChannelOffset="17" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell17" Name="Cell 17" ChannelOffset="18" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell18" Name="Cell 18" ChannelOffset="19" ModeLink="Cell" X="3" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell19" Name="Cell 19" ChannelOffset="20" ModeLink="Cell" X="3" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell20" Name="Cell 20" ChannelOffset="21" ModeLink="Cell" X="3" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell21" Name="Cell 21" ChannelOffset="22" ModeLink="Cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell22" Name="Cell 22" ChannelOffset="23" ModeLink="Cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell23" Name="Cell 23" ChannelOffset="24" ModeLink="Cell" X="4" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell24" Name="Cell 24" ChannelOffset="25" ModeLink="Cell" X="4" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell25" Name="Cell 25" ChannelOffset="26" ModeLink="Cell" X="4" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell26" Name="Cell 26" ChannelOffset="27" ModeLink="Cell" X="5" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell27" Name="Cell 27" ChannelOffset="28" ModeLink="Cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell28" Name="Cell 28" ChannelOffset="29" ModeLink="Cell" X="5" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell29" Name="Cell 29" ChannelOffset="30" ModeLink="Cell" X="5" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell30" Name="Cell 30" ChannelOffset="31" ModeLink="Cell" X="5" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell31" Name="Cell 31" ChannelOffset="32" ModeLink="Cell" X="6" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell32" Name="Cell 32" ChannelOffset="33" ModeLink="Cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell33" Name="Cell 33" ChannelOffset="34" ModeLink="Cell" X="6" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell34" Name="Cell 34" ChannelOffset="35" ModeLink="Cell" X="6" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell35" Name="Cell 35" ChannelOffset="36" ModeLink="Cell" X="6" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell36" Name="Cell 36" ChannelOffset="37" ModeLink="Cell" X="7" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell37" Name="Cell 37" ChannelOffset="38" ModeLink="Cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell38" Name="Cell 38" ChannelOffset="39" ModeLink="Cell" X="7" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell39" Name="Cell 39" ChannelOffset="40" ModeLink="Cell" X="7" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell40" Name="Cell 40" ChannelOffset="41" ModeLink="Cell" X="7" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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>