View Personality

ADJ FS3000LED (ADJ_FS3000LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FS3000LED" ShortName="FS3000LED" Company="ADJ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>abbccbdc-5480-4ca2-a4fc-18d1f88a90fd</Thumbnail>
  <History Date="09-12-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="10-12-20" Author="Nic Morris" Comment="Added missing Atlabase ID's to 3 and 6 DMX modes." Version="1" />
  <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_FS3000LED.d4 to ADJ_FS3000LED.d4." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="54f8f5ff-eefb-4a6b-a2b4-f70956fb7e97" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" />
      <Function ID="7" Name="0.1s" Display="'0.1s'" Dmx="121~121" />
      <Function ID="8" Name="0.2s" Display="'0.2s'" Dmx="122~122" />
      <Function ID="9" Name="0.3s" Display="'0.3s'" Dmx="123~123" />
      <Function ID="10" Name="0.4s" Display="'0.4s'" Dmx="124~124" />
      <Function ID="11" Name="0.5s" Display="'0.5s'" Dmx="125~125" />
      <Function ID="12" Name="0.6s" Display="'0.6s'" Dmx="126~126" />
      <Function ID="13" Name="0.7s" Display="'0.7s'" Dmx="127~127" />
      <Function ID="14" Name="0.8s" Display="'0.8s'" Dmx="128~128" />
      <Function ID="15" Name="0.9s" Display="'0.9s'" Dmx="129~129" />
      <Function ID="16" Name="1s" Display="'1s'" Dmx="130~130" />
      <Function ID="17" Name="1.5s" Display="'1.5s'" Dmx="131~131" />
      <Function ID="18" Name="2s" Display="'2s'" Dmx="132~132" />
      <Function ID="19" Name="3s" Display="'3s'" Dmx="133~133" />
      <Function ID="20" Name="4s" Display="'4s'" Dmx="134~134" />
      <Function ID="21" Name="5s" Display="'5s'" Dmx="135~135" />
      <Function ID="22" Name="6s" Display="'6s'" Dmx="136~136" />
      <Function ID="23" Name="7s" Display="'7s'" Dmx="137~137" />
      <Function ID="24" Name="8s" Display="'8s'" Dmx="138~138" />
      <Function ID="25" Name="9s" Display="'9s'" Dmx="139~139" />
      <Function ID="26" Name="10s" Display="'10s'" Dmx="140~140" />
      <Function ID="27" Name="Default" Display="'Default'" Dmx="141~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Square" Display="'Square'" Dmx="21~40" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" />
    </Attribute>
    <Attribute ID="Refresh_Rate" Name="Refresh Rate" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="" Display="''" Dmx="0~0" />
      <Function ID="2" Name="900" Display="'900'" Dmx="11~11" />
      <Function ID="3" Name="910" Display="'910'" Dmx="12~12" />
      <Function ID="4" Name="920" Display="'920'" Dmx="13~13" />
      <Function ID="5" Name="930" Display="'930'" Dmx="14~14" />
      <Function ID="6" Name="940" Display="'940'" Dmx="15~15" />
      <Function ID="7" Name="950" Display="'950'" Dmx="16~16" />
      <Function ID="8" Name="960" Display="'960'" Dmx="17~17" />
      <Function ID="9" Name="970" Display="'970'" Dmx="18~18" />
      <Function ID="10" Name="980" Display="'980'" Dmx="19~19" />
      <Function ID="11" Name="990" Display="'990'" Dmx="20~20" />
      <Function ID="12" Name="1000" Display="'1000'" Dmx="21~21" />
      <Function ID="13" Name="1010" Display="'1010'" Dmx="22~22" />
      <Function ID="14" Name="1020" Display="'1020'" Dmx="23~23" />
      <Function ID="15" Name="1030" Display="'1030'" Dmx="24~24" />
      <Function ID="16" Name="1040" Display="'1040'" Dmx="25~25" />
      <Function ID="17" Name="1050" Display="'1050'" Dmx="26~26" />
      <Function ID="18" Name="1060" Display="'1060'" Dmx="27~27" />
      <Function ID="19" Name="1070" Display="'1070'" Dmx="28~28" />
      <Function ID="20" Name="1080" Display="'1080'" Dmx="29~29" />
      <Function ID="21" Name="1090" Display="'1090'" Dmx="30~30" />
      <Function ID="22" Name="1100" Display="'1100'" Dmx="31~31" />
      <Function ID="23" Name="1110" Display="'1110'" Dmx="32~32" />
      <Function ID="24" Name="1120" Display="'1120'" Dmx="33~33" />
      <Function ID="25" Name="1130" Display="'1130'" Dmx="34~34" />
      <Function ID="26" Name="1140" Display="'1140'" Dmx="35~35" />
      <Function ID="27" Name="1150" Display="'1150'" Dmx="36~36" />
      <Function ID="28" Name="1160" Display="'1160'" Dmx="37~37" />
      <Function ID="29" Name="1170" Display="'1170'" Dmx="38~38" />
      <Function ID="30" Name="1180" Display="'1180'" Dmx="39~39" />
      <Function ID="31" Name="1190" Display="'1190'" Dmx="40~40" />
      <Function ID="32" Name="1210" Display="'1210'" Dmx="41~41" />
      <Function ID="33" Name="1220" Display="'1220'" Dmx="42~42" />
      <Function ID="34" Name="1230" Display="'1230'" Dmx="43~43" />
      <Function ID="35" Name="1240" Display="'1240'" Dmx="44~44" />
      <Function ID="36" Name="1250" Display="'1250'" Dmx="45~45" />
      <Function ID="37" Name="1260" Display="'1260'" Dmx="46~46" />
      <Function ID="38" Name="1270" Display="'1270'" Dmx="47~47" />
      <Function ID="39" Name="1280" Display="'1280'" Dmx="48~48" />
      <Function ID="40" Name="1290" Display="'1290'" Dmx="49~49" />
      <Function ID="41" Name="1300" Display="'1300'" Dmx="50~50" />
      <Function ID="42" Name="1310" Display="'1310'" Dmx="51~51" />
      <Function ID="43" Name="1320" Display="'1320'" Dmx="52~52" />
      <Function ID="44" Name="1330" Display="'1330'" Dmx="53~53" />
      <Function ID="45" Name="1340" Display="'1340'" Dmx="54~54" />
      <Function ID="46" Name="1350" Display="'1350'" Dmx="55~55" />
      <Function ID="47" Name="1360" Display="'1360'" Dmx="56~56" />
      <Function ID="48" Name="1370" Display="'1370'" Dmx="57~57" />
      <Function ID="49" Name="1380" Display="'1380'" Dmx="58~58" />
      <Function ID="50" Name="1390" Display="'1390'" Dmx="59~59" />
      <Function ID="51" Name="1400" Display="'1400'" Dmx="60~60" />
      <Function ID="52" Name="1410" Display="'1410'" Dmx="61~61" />
      <Function ID="53" Name="1420" Display="'1420'" Dmx="62~62" />
      <Function ID="54" Name="1430" Display="'1430'" Dmx="63~63" />
      <Function ID="55" Name="1440" Display="'1440'" Dmx="64~64" />
      <Function ID="56" Name="1450" Display="'1450'" Dmx="65~65" />
      <Function ID="57" Name="1460" Display="'1460'" Dmx="66~66" />
      <Function ID="58" Name="1470" Display="'1470'" Dmx="67~67" />
      <Function ID="59" Name="1480" Display="'1480'" Dmx="68~68" />
      <Function ID="60" Name="1490" Display="'1490'" Dmx="69~69" />
      <Function ID="61" Name="1500" Display="'1500'" Dmx="70~70" />
      <Function ID="62" Name="2500" Display="'2500'" Dmx="71~71" />
      <Function ID="63" Name="4000" Display="'4000'" Dmx="72~72" />
      <Function ID="64" Name="5000" Display="'5000'" Dmx="73~73" />
      <Function ID="65" Name="6000" Display="'6000'" Dmx="74~74" />
      <Function ID="66" Name="10000" Display="'10000'" Dmx="75~75" />
      <Function ID="67" Name="15000" Display="'15000'" Dmx="76~76" />
      <Function ID="68" Name="20000" Display="'20000'" Dmx="77~77" />
      <Function ID="69" Name="25000" Display="'25000'" Dmx="78~78" />
      <Function ID="70" Name="Disable" Display="'Disable'" Dmx="79~79" />
    </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="fa225b43-d860-4a83-862b-95b79b6e571c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" 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="2db79b8e-23a1-4d2f-ad2c-66fba73dc3a0" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
    </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="1f57407b-e2be-4db8-8259-387e7b033673" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Dim_Mode" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Dim_Curve" ChannelOffset="5" Wheel="26" />
      <Attribute ID="Refresh_Rate" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="abbccbdc-5480-4ca2-a4fc-18d1f88a90fd">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</Swatch>
  </swatchLibrary>
</Fixture>