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Aputure LS 300x (Aputure_LS 300x.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LS 300x" ShortName="LS 300x" Company="Aputure" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>f5837f8a-8569-4d3e-9145-8957be655f81</Thumbnail>
  <History Date="01-11-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="03-11-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bca5a842-adfd-45b0-9ba2-ae5537d7cea5" />
  <Control>
    <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="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="2700K" Display="'2700K'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="2800K" Display="'2800K'" Dmx="6~10" Colour="0,0,0" />
      <Function ID="3" Name="2900K" Display="'2900K'" Dmx="11~15" Colour="0,0,0" />
      <Function ID="4" Name="3000K" Display="'3000K'" Dmx="16~20" Colour="0,0,0" />
      <Function ID="5" Name="3100K" Display="'3100K'" Dmx="21~25" Colour="0,0,0" />
      <Function ID="6" Name="3200K" Display="'3200K'" Dmx="26~30" Colour="0,0,0" />
      <Function ID="7" Name="3300K" Display="'3300K'" Dmx="31~35" Colour="0,0,0" />
      <Function ID="8" Name="3400K" Display="'3400K'" Dmx="36~40" Colour="0,0,0" />
      <Function ID="9" Name="3500K" Display="'3500K'" Dmx="41~45" Colour="0,0,0" />
      <Function ID="10" Name="3600K" Display="'3600K'" Dmx="46~50" Colour="0,0,0" />
      <Function ID="11" Name="3700K" Display="'3700K'" Dmx="51~55" Colour="0,0,0" />
      <Function ID="12" Name="3800K" Display="'3800K'" Dmx="56~60" Colour="0,0,0" />
      <Function ID="13" Name="3900K" Display="'3900K'" Dmx="61~65" Colour="0,0,0" />
      <Function ID="14" Name="4000K" Display="'4000K'" Dmx="66~70" Colour="0,0,0" />
      <Function ID="15" Name="4100K" Display="'4100K'" Dmx="71~75" Colour="0,0,0" />
      <Function ID="16" Name="4200K" Display="'4200K'" Dmx="76~80" Colour="0,0,0" />
      <Function ID="17" Name="4300K" Display="'4300K'" Dmx="81~85" Colour="0,0,0" />
      <Function ID="18" Name="4400K" Display="'4400K'" Dmx="86~90" Colour="0,0,0" />
      <Function ID="19" Name="4500K" Display="'4500K'" Dmx="91~95" Colour="0,0,0" />
      <Function ID="20" Name="4600K" Display="'4600K'" Dmx="96~100" Colour="0,0,0" />
      <Function ID="21" Name="4700K" Display="'4700K'" Dmx="101~105" Colour="0,0,0" />
      <Function ID="22" Name="4800K" Display="'4800K'" Dmx="106~110" Colour="0,0,0" />
      <Function ID="23" Name="4900K" Display="'4900K'" Dmx="111~115" Colour="0,0,0" />
      <Function ID="24" Name="5000K" Display="'5000K'" Dmx="116~120" Colour="0,0,0" />
      <Function ID="25" Name="5100K" Display="'5100K'" Dmx="121~125" Colour="0,0,0" />
      <Function ID="26" Name="5200K" Display="'5200K'" Dmx="126~130" Colour="0,0,0" />
      <Function ID="27" Name="5300K" Display="'5300K'" Dmx="131~135" Colour="0,0,0" />
      <Function ID="28" Name="5400K" Display="'5400K'" Dmx="136~140" Colour="0,0,0" />
      <Function ID="29" Name="5500K" Display="'5500K'" Dmx="141~145" Colour="0,0,0" />
      <Function ID="30" Name="5600K" Display="'5600K'" Dmx="146~150" Colour="0,0,0" />
      <Function ID="31" Name="5700K" Display="'5700K'" Dmx="151~155" Colour="0,0,0" />
      <Function ID="32" Name="5800K" Display="'5800K'" Dmx="156~160" Colour="0,0,0" />
      <Function ID="33" Name="5900K" Display="'5900K'" Dmx="161~165" Colour="0,0,0" />
      <Function ID="34" Name="6000K" Display="'6000K'" Dmx="166~170" Colour="0,0,0" />
      <Function ID="35" Name="6100K" Display="'6100K'" Dmx="171~175" Colour="0,0,0" />
      <Function ID="36" Name="6200K" Display="'6200K'" Dmx="176~180" Colour="0,0,0" />
      <Function ID="37" Name="6300K" Display="'6300K'" Dmx="181~185" Colour="0,0,0" />
      <Function ID="38" Name="6400K" Display="'6400K'" Dmx="186~190" Colour="0,0,0" />
      <Function ID="39" Name="6500K" Display="'6500K'" Dmx="191~195" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Frequency" Name="Frequency" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="1" Display="'1'" Dmx="0~0" />
      <Function ID="2" Name="2" Display="'2'" Dmx="20~39" />
      <Function ID="3" Name="3" Display="'3'" Dmx="40~59" />
      <Function ID="4" Name="4" Display="'4'" Dmx="60~79" />
      <Function ID="5" Name="5" Display="'5'" Dmx="80~99" />
      <Function ID="6" Name="6" Display="'6'" Dmx="100~119" />
      <Function ID="7" Name="7" Display="'7'" Dmx="120~139" />
      <Function ID="8" Name="8" Display="'8'" Dmx="140~159" />
      <Function ID="9" Name="9" Display="'9'" Dmx="160~179" />
      <Function ID="10" Name="10" Display="'10'" Dmx="180~199" />
      <Function ID="11" Name="R" Display="'R'" Dmx="200~219" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Manual" Display="'Manual'" Dmx="0~0" />
      <Function ID="2" Name="FX" Display="'FX'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="FX" Name="FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Paparazzi" Display="'Paparazzi'" Dmx="0~0" Update="FX_Param" />
      <Function ID="2" Name="Fireworks" Display="'Fireworks'" Dmx="20~39" Update="FX_Param" />
      <Function ID="3" Name="Faulty Bulb" Display="'Faulty Bulb'" Dmx="40~59" Update="FX_Param" />
      <Function ID="4" Name="Lightning" Display="'Lightning'" Dmx="60~79" Update="FX_Param" />
      <Function ID="5" Name="TV" Display="'TV'" Dmx="80~99" Update="FX_Param" />
      <Function ID="6" Name="Pulsing" Display="'Pulsing'" Dmx="100~119" Update="FX_Param" />
      <Function ID="7" Name="Strobe" Display="'Strobe'" Dmx="120~139" Update="FX_Param" />
      <Function ID="8" Name="Explosion" Display="'Explosion'" Dmx="140~159" Update="FX_Param" />
      <Function ID="9" Name="Fire" Display="'Fire'" Dmx="160~179" Update="FX_Param" />
    </Attribute>
    <Attribute ID="FX_Param" Name="FX Param" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Lightning" ID="2,3,4" If="'FX'==4" />
      <Condition Name="Explosion" ID="5,6" If="'FX'==8" />
      <Else ID="1" />
      <Function ID="2" Name="Start Point" Display="'Start Point'" Dmx="0~0" />
      <Function ID="3" Name="Single Trigger" Display="'Single Trigger'" Dmx="1~127" />
      <Function ID="4" Name="Cycle" Display="'Cycle'" Dmx="128~255" />
      <Function ID="5" Name="Start Point" Display="'Start Point'" Dmx="0~0" />
      <Function ID="6" Name="Single Trigger" Display="'Single Trigger'" Dmx="1~127" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <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="ec6ab914-32ff-4e16-868b-c45e7857141f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Frequency" ChannelOffset="3" Wheel="28" />
      <Attribute ID="Mode" ChannelOffset="4" Wheel="29" />
      <Attribute ID="FX" ChannelOffset="5" Wheel="22" />
      <Attribute ID="FX_Param" ChannelOffset="6" Wheel="23" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>