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Alpha Lite LED Foot Light (L500B) (Alpha Lite_LED Foot Light (L500B).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Foot Light (L500B)" ShortName="Foot L500B" Company="Alpha Lite" Version="9">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>96a9a25d-1c0f-4724-afbb-17cc69f1cf7f</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="9" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="acde5c10-92ec-4dc3-b686-0624c9938906" />
  <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" />
      <Function ID="35" Name="4600K" Display="'4600K'" Dmx="136~139" Colour="0,0,0" />
      <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" />
      <Function ID="38" Name="4750K" Display="'4750K'" Dmx="148~151" Colour="0,0,0" />
      <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" />
      <Function ID="48" Name="5250K" Display="'5250K'" Dmx="188~191" Colour="0,0,0" />
      <Function ID="49" Name="5300K" Display="'5300K'" Dmx="192~195" Colour="0,0,0" />
      <Function ID="50" Name="5350K" Display="'5350K'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="51" Name="5400K" Display="'5400K'" Dmx="200~203" Colour="0,0,0" />
      <Function ID="52" Name="5450K" Display="'5450K'" Dmx="204~207" Colour="0,0,0" />
      <Function ID="53" Name="5500K" Display="'5500K'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="54" Name="5550K" Display="'5550K'" Dmx="212~215" Colour="0,0,0" />
      <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" />
      <Function ID="58" Name="5750K" Display="'5750K'" Dmx="228~231" Colour="0,0,0" />
      <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="5ffd517f-624f-42d6-9afc-459a3abb95d0" />
    <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="aa755280-baa1-4f77-82ef-b551387714f0" />
    <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>