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Matsumura LX-2L (Matsumura_LX-2L.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LX-2L" ShortName="LX-2L" Company="Matsumura" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>d4b255d9-2bba-46d3-9c5f-415574e594f8</Thumbnail>
  <History Date="08-12-23" Author="Nic Morris" Comment="Created (poor documentation.  charts contain two mode 7's, both of which say '4CH' despite the second containing 6 channels.  assumed this is a typo and the second is actually mode 8)" Version="0" />
  <History Date="09-12-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2b286a8b-8c34-4648-8ddf-9cd2aafb1eed" />
  <Control>
    <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="CyanAdditive" Name="Light Blue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Light Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </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="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="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="114~2" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="137~254" />
    </Attribute>
    <Attribute ID="Fan" Name="Fan" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="7~255" />
    </Attribute>
    <Attribute ID="Colour" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="6~249" Colour="0,0,0" />
      <Function ID="3" Name="White" Display="'White'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Preset_1" Name="Preset 1" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Preset_2" Name="Preset 2" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Preset_3" Name="Preset 3" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Preset_4" Name="Preset 4" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Preset_5" Name="Preset 5" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Preset_6" Name="Preset 6" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pattern" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 5 DMX" Channels="5" Id="65e47e44-86c6-4dbc-8535-61bd9930bdfd">
    <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="397fafbe-46ad-410c-b075-ad13d0060a65" />
    <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="CyanAdditive" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 6 DMX" Channels="6" Id="8be83e6f-3642-404a-8efd-ced92945063e">
    <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="52b49106-45b7-45de-8355-c7b1b01ec6e0" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="CyanAdditive" ChannelOffset="4" Wheel="40" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 8 DMX" Channels="8" Id="833df842-3ba3-4971-bcf7-b5e73c55b03d">
    <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="c0309b87-305d-4c9c-a989-347fba3e5e9a" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="CyanAdditive" ChannelOffset="4" Wheel="40" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Fan" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 3 DMX" Channels="3" Id="c205f7ff-40db-4400-9e8e-49decd7a9c96">
    <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="368e36e2-05df-4d1b-8b97-180049b8ef03" />
    <Include>
      <Attribute ID="Colour" ChannelOffset="1" Wheel="37" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="White" ChannelOffset="3" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, 5 DMX" Channels="5" Id="020b5458-77f8-4e98-9c56-bb9bd6bdb361">
    <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="d6a1325a-9e7a-4760-9b9a-5f348b26a4a9" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1,2" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="3" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 6, 1 DMX" Channels="1" Id="c60448eb-7c54-41e9-b8a5-e7dfde388aef">
    <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="c2e0120d-d217-43ed-954e-01d72b7ad082" />
    <Include>
      <Attribute ID="Preset_1" ChannelOffset="1" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="Mode 7, 4 DMX" Channels="4" Id="d0b9d166-d523-4185-a92b-5eb50291b3b6">
    <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="3b4b6509-f1a8-4b42-a0c2-8b03b4550972" />
    <Include>
      <Attribute ID="Preset_1" ChannelOffset="1" Wheel="38" />
      <Attribute ID="Preset_2" ChannelOffset="2" Wheel="39" />
      <Attribute ID="Preset_3" ChannelOffset="3" Wheel="67" />
      <Attribute ID="Preset_4" ChannelOffset="4" Wheel="68" />
    </Include>
  </Mode>
  <Mode Name="Mode 8, 6 DMX" Channels="6" Id="15f29c90-60d1-4f4b-914a-836ca9ffe7b5">
    <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="3019b7cb-7e72-4d9d-9026-94f30066a59c" />
    <Include>
      <Attribute ID="Preset_1" ChannelOffset="1" Wheel="38" />
      <Attribute ID="Preset_2" ChannelOffset="2" Wheel="39" />
      <Attribute ID="Preset_3" ChannelOffset="3" Wheel="67" />
      <Attribute ID="Preset_4" ChannelOffset="4" Wheel="68" />
      <Attribute ID="Preset_5" ChannelOffset="5" Wheel="69" />
      <Attribute ID="Preset_6" ChannelOffset="6" Wheel="97" />
    </Include>
  </Mode>
  <Palettes>
    <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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>