View Personality

Litecraft OutLED WT20.swa (Litecraft_OutLED WT20.swa.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="OutLED WT20.swa" ShortName="OutLEDWT20" Company="Litecraft" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>4bc072b8-066e-4652-99b9-d413224ef7b3</Thumbnail>
  <History Date="11-11-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="22-04-16" Author="Gregory Haynes" Comment="Added short name" Version="2" />
  <History Date="27-09-21" Author="Nic Morris" Comment="Created from Litecraft InLED WT20.swa (very confusing documentation. contains range conflicts)" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="df1729fc-034c-434e-a6c3-173bc8b75cc6" />
  <Control>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="28~30" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~33" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="34~36" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="37~39" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~42" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="43~45" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="46~48" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="49~51" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="52~54" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="55~57" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="58~60" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="61~63" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="64~66" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="67~69" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="70~72" Colour="0,0,0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="73~75" Colour="0,0,0" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="76~78" Colour="0,0,0" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="79~81" Colour="0,0,0" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="82~84" Colour="0,0,0" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="85~87" Colour="0,0,0" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="88~90" Colour="0,0,0" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="91~93" Colour="0,0,0" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="94~96" Colour="0,0,0" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="97~99" Colour="0,0,0" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="100~102" Colour="0,0,0" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="103~105" Colour="0,0,0" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="106~108" Colour="0,0,0" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="109~111" Colour="0,0,0" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="112~114" Colour="0,0,0" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="115~117" Colour="0,0,0" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="118~120" Colour="0,0,0" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="121~123" Colour="0,0,0" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="124~126" Colour="0,0,0" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="127~129" Colour="0,0,0" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="130~132" Colour="0,0,0" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="133~135" Colour="0,0,0" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="136~138" Colour="0,0,0" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="139~141" Colour="0,0,0" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="142~144" Colour="0,0,0" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="145~147" Colour="0,0,0" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="148~150" Colour="0,0,0" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="151~153" Colour="0,0,0" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="154~156" Colour="0,0,0" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="157~159" Colour="0,0,0" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="160~162" Colour="0,0,0" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="163~165" Colour="0,0,0" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="166~168" Colour="0,0,0" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="169~171" Colour="0,0,0" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="172~174" Colour="0,0,0" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="175~177" Colour="0,0,0" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="178~180" Colour="0,0,0" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="181~183" Colour="0,0,0" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="184~186" Colour="0,0,0" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="187~189" Colour="0,0,0" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="190~192" Colour="0,0,0" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="193~195" Colour="0,0,0" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="196~198" Colour="0,0,0" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="199~201" Colour="0,0,0" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="202~204" Colour="0,0,0" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="205~207" Colour="0,0,0" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="208~210" Colour="0,0,0" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="211~213" Colour="0,0,0" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="214~216" Colour="0,0,0" />
      <Function ID="65" Name="Macro 64" Display="'Macro 64'" Dmx="217~219" Colour="0,0,0" />
      <Function ID="66" Name="Macro 65" Display="'Macro 65'" Dmx="220~222" Colour="0,0,0" />
      <Function ID="67" Name="Macro 66" Display="'Macro 66'" Dmx="223~225" Colour="0,0,0" />
      <Function ID="68" Name="Macro 67" Display="'Macro 67'" Dmx="226~228" Colour="0,0,0" />
      <Function ID="69" Name="Macro 68" Display="'Macro 68'" Dmx="229~231" Colour="0,0,0" />
      <Function ID="70" Name="Macro 69" Display="'Macro 69'" Dmx="232~234" Colour="0,0,0" />
      <Function ID="71" Name="Macro 70" Display="'Macro 70'" Dmx="235~237" Colour="0,0,0" />
      <Function ID="72" Name="Macro 71" Display="'Macro 71'" Dmx="238~240" Colour="0,0,0" />
      <Function ID="73" Name="Macro 72" Display="'Macro 72'" Dmx="241~243" Colour="0,0,0" />
      <Function ID="74" Name="Macro 73" Display="'Macro 73'" Dmx="244~246" Colour="0,0,0" />
      <Function ID="75" Name="Macro 74" Display="'Macro 74'" Dmx="247~249" Colour="0,0,0" />
      <Function ID="76" Name="Macro 75" Display="'Macro 75'" Dmx="250~252" Colour="0,0,0" />
      <Function ID="77" Name="Macro 76" Display="'Macro 76'" Dmx="253~255" Colour="0,0,0" />
    </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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="230,230,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="16~255" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="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="d0fceee7-96d4-4e30-9f63-3fd0057349bf" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="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="c7ba29f4-107d-4cc0-b568-aa77b2e7aaa1" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="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>
    <AtlaBase ModeID="d05a836e-056b-406c-81f9-0db593d4b343" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <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="2c70fc10-def4-4e39-b380-3697343295ea" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Amber" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="4bc072b8-066e-4652-99b9-d413224ef7b3">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</Swatch>
  </swatchLibrary>
</Fixture>