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Alpha Lite LED Fresnel Spot Light (FS3000) (Alpha Lite_LED Fresnel Spot Light (FS3000).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Fresnel Spot Light (FS3000)" ShortName="FresFS3000" Company="Alpha Lite" Version="6">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>ca317d27-bc7d-4a24-a1a9-d6791bca81a0</Thumbnail>
  <History Date="18-06-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-06-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="82c81667-b2f0-4439-a446-dcf6eecba16b" />
  <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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="2900K" Display="'2900K'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="2950K" Display="'2950K'" Dmx="4~7" Colour="0,0,0" />
      <Function ID="3" Name="3000K" Display="'3000K'" Dmx="8~11" Colour="0,0,0" />
      <Function ID="4" Name="3050K" Display="'3050K'" Dmx="12~15" Colour="0,0,0" />
      <Function ID="5" Name="3100K" Display="'3100K'" Dmx="16~19" Colour="0,0,0" />
      <Function ID="6" Name="3150K" Display="'3150K'" Dmx="20~23" Colour="0,0,0" />
      <Function ID="7" Name="3200K" Display="'3200K'" Dmx="24~27" Colour="0,0,0" />
      <Function ID="8" Name="3250K" Display="'3250K'" Dmx="28~31" Colour="0,0,0" />
      <Function ID="9" Name="3300K" Display="'3300K'" Dmx="32~35" Colour="0,0,0" />
      <Function ID="10" Name="3350K" Display="'3350K'" Dmx="36~39" Colour="0,0,0" />
      <Function ID="11" Name="3400K" Display="'3400K'" Dmx="40~43" Colour="0,0,0" />
      <Function ID="12" Name="3450K" Display="'3450K'" Dmx="44~47" Colour="0,0,0" />
      <Function ID="13" Name="3500K" Display="'3500K'" Dmx="48~51" Colour="0,0,0" />
      <Function ID="14" Name="3550K" Display="'3550K'" Dmx="52~55" Colour="0,0,0" />
      <Function ID="15" Name="3600K" Display="'3600K'" Dmx="56~59" Colour="0,0,0" />
      <Function ID="16" Name="3650K" Display="'3650K'" Dmx="60~63" Colour="0,0,0" />
      <Function ID="17" Name="3700K" Display="'3700K'" Dmx="64~67" Colour="0,0,0" />
      <Function ID="18" Name="3750K" Display="'3750K'" Dmx="68~71" Colour="0,0,0" />
      <Function ID="19" Name="3800K" Display="'3800K'" Dmx="72~75" Colour="0,0,0" />
      <Function ID="20" Name="3850K" Display="'3850K'" Dmx="76~79" Colour="0,0,0" />
      <Function ID="21" Name="3900K" Display="'3900K'" Dmx="80~83" Colour="0,0,0" />
      <Function ID="22" Name="3950K" Display="'3950K'" Dmx="84~87" Colour="0,0,0" />
      <Function ID="23" Name="4000K" Display="'4000K'" Dmx="88~91" Colour="0,0,0" />
      <Function ID="24" Name="4050K" Display="'4050K'" Dmx="92~95" Colour="0,0,0" />
      <Function ID="25" Name="4100K" Display="'4100K'" Dmx="96~99" Colour="0,0,0" />
      <Function ID="26" Name="4150K" Display="'4150K'" Dmx="100~103" Colour="0,0,0" />
      <Function ID="27" Name="4200K" Display="'4200K'" Dmx="104~107" Colour="0,0,0" />
      <Function ID="28" Name="4250K" Display="'4250K'" Dmx="108~111" Colour="0,0,0" />
      <Function ID="29" Name="4300K" Display="'4300K'" Dmx="112~115" Colour="0,0,0" />
      <Function ID="30" Name="4350K" Display="'4350K'" Dmx="116~119" Colour="0,0,0" />
      <Function ID="31" Name="4400K" Display="'4400K'" Dmx="120~123" Colour="0,0,0" />
      <Function ID="32" Name="4450K" Display="'4450K'" Dmx="124~127" Colour="0,0,0" />
      <Function ID="33" Name="4500K" Display="'4500K'" Dmx="128~131" Colour="0,0,0" />
      <Function ID="34" Name="4550K" Display="'4550K'" Dmx="132~135" Colour="0,0,0" />
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      <Function ID="36" Name="4650K" Display="'4650K'" Dmx="140~143" Colour="0,0,0" />
      <Function ID="37" Name="4700K" Display="'4700K'" Dmx="144~147" Colour="0,0,0" />
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      <Function ID="39" Name="4800K" Display="'4800K'" Dmx="152~155" Colour="0,0,0" />
      <Function ID="40" Name="4850K" Display="'4850K'" Dmx="156~159" Colour="0,0,0" />
      <Function ID="41" Name="4900K" Display="'4900K'" Dmx="160~163" Colour="0,0,0" />
      <Function ID="42" Name="4950K" Display="'4950K'" Dmx="164~167" Colour="0,0,0" />
      <Function ID="43" Name="5000K" Display="'5000K'" Dmx="168~171" Colour="0,0,0" />
      <Function ID="44" Name="5050K" Display="'5050K'" Dmx="172~175" Colour="0,0,0" />
      <Function ID="45" Name="5100K" Display="'5100K'" Dmx="176~179" Colour="0,0,0" />
      <Function ID="46" Name="5150K" Display="'5150K'" Dmx="180~183" Colour="0,0,0" />
      <Function ID="47" Name="5200K" Display="'5200K'" Dmx="184~187" Colour="0,0,0" />
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      <Function ID="55" Name="5600K" Display="'5600K'" Dmx="216~219" Colour="0,0,0" />
      <Function ID="56" Name="5650K" Display="'5650K'" Dmx="220~223" Colour="0,0,0" />
      <Function ID="57" Name="5700K" Display="'5700K'" Dmx="224~227" Colour="0,0,0" />
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      <Function ID="59" Name="5800K" Display="'5800K'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="60" Name="5850K" Display="'5850K'" Dmx="236~239" Colour="0,0,0" />
      <Function ID="61" Name="5900K" Display="'5900K'" Dmx="240~243" Colour="0,0,0" />
      <Function ID="62" Name="5950K" Display="'5950K'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="63" Name="6000K" Display="'6000K'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 1 DMX" Channels="1">
    <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="0f934bf8-b942-4de1-bdac-1af48866e6d4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 2 DMX" Channels="2">
    <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="0c262a28-4a36-4c7c-9d00-cca67bb068aa" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>