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Avilexx Sparkus 6 (Avilexx_Sparkus 6.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Sparkus 6" ShortName="Sparkus 6" Company="Avilexx" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>8e85260b-29a2-4f0c-8b9f-43b9a6f5524c</Thumbnail>
  <History Date="23-04-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Heating Off (Auto Pre-Heat On)" Display="'Heating Off (Auto Pre-Heat On)'" Dmx="0~0" />
      <Function ID="2" Name="Emergency Stop" Display="'Emergency Stop'" Dmx="20~40" />
      <Function ID="3" Name="Clean" Display="'Clean'" Dmx="60~80" />
      <Function ID="4" Name="Heating Enabled (Auto Pre-Heat Off)" Display="'Heating Enabled (Auto Pre-Heat Off)'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Nozzle Angle" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Angle" Display="'%.1f°',-90.0~90.0" Dmx="0~255" />
      <Function ID="2" Name="90°" Display="'90°'" Dmx="1~1" />
      <Function ID="3" Name="75°" Display="'75°'" Dmx="22~22" />
      <Function ID="4" Name="60°" Display="'60°'" Dmx="43~43" />
      <Function ID="5" Name="45°" Display="'45°'" Dmx="64~64" />
      <Function ID="6" Name="30°" Display="'30°'" Dmx="85~85" />
      <Function ID="7" Name="15°" Display="'15°'" Dmx="106~106" />
      <Function ID="8" Name="0°" Display="'0°'" Dmx="128~128" />
      <Function ID="9" Name="-15°" Display="'-15°'" Dmx="150~150" />
      <Function ID="10" Name="-30°" Display="'-30°'" Dmx="171~171" />
      <Function ID="11" Name="-45°" Display="'-45°'" Dmx="192~192" />
      <Function ID="12" Name="-60°" Display="'-60°'" Dmx="213~213" />
      <Function ID="13" Name="-75°" Display="'-75°'" Dmx="234~234" />
      <Function ID="14" Name="-90°" Display="'-90°'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Swing_Spd" Name="Swing Spd" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Spray" Name="Spray" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="2m" Display="'2m'" Dmx="16~95" />
      <Function ID="3" Name="3.5" Display="'3.5'" Dmx="96~175" />
      <Function ID="4" Name="5m" Display="'5m'" Dmx="176~255" />
    </Attribute>
    <Attribute ID="Preset" Name="Preset" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Preset Angle" Display="'No Preset Angle'" Dmx="0~0" />
      <Function ID="2" Name="(-90°)" Display="'(-90°)'" Dmx="6~10" />
      <Function ID="3" Name="(-75°)" Display="'(-75°)'" Dmx="11~15" />
      <Function ID="4" Name="(-60°)" Display="'(-60°)'" Dmx="16~20" />
      <Function ID="5" Name="(-45°)" Display="'(-45°)'" Dmx="21~25" />
      <Function ID="6" Name="(-30°)" Display="'(-30°)'" Dmx="26~30" />
      <Function ID="7" Name="(-15°)" Display="'(-15°)'" Dmx="31~35" />
      <Function ID="8" Name="0°" Display="'0°'" Dmx="36~40" />
      <Function ID="9" Name="15°" Display="'15°'" Dmx="41~45" />
      <Function ID="10" Name="30°" Display="'30°'" Dmx="46~50" />
      <Function ID="11" Name="45°" Display="'45°'" Dmx="51~55" />
      <Function ID="12" Name="60°" Display="'60°'" Dmx="56~60" />
      <Function ID="13" Name="75°" Display="'75°'" Dmx="61~65" />
      <Function ID="14" Name="90°" Display="'90°'" Dmx="66~70" />
      <Function ID="15" Name="(-90°) - 90°" Display="'(-90°) - 90°'" Dmx="71~75" />
      <Function ID="16" Name="(-75°) - 75°" Display="'(-75°) - 75°'" Dmx="76~80" />
      <Function ID="17" Name="(-60°) - 60°" Display="'(-60°) - 60°'" Dmx="81~85" />
      <Function ID="18" Name="(-45°) - 45°" Display="'(-45°) - 45°'" Dmx="86~90" />
      <Function ID="19" Name="(-30°) - 30°" Display="'(-30°) - 30°'" Dmx="91~95" />
      <Function ID="20" Name="(-15°) - 15°" Display="'(-15°) - 15°'" Dmx="96~100" />
      <Function ID="21" Name="(-90°) - 75°" Display="'(-90°) - 75°'" Dmx="101~105" />
      <Function ID="22" Name="(-90°) - 60°" Display="'(-90°) - 60°'" Dmx="106~110" />
      <Function ID="23" Name="(-90°) - 45°" Display="'(-90°) - 45°'" Dmx="111~115" />
      <Function ID="24" Name="(-90°) - 30°" Display="'(-90°) - 30°'" Dmx="116~120" />
      <Function ID="25" Name="(-90°) - 15°" Display="'(-90°) - 15°'" Dmx="121~125" />
      <Function ID="26" Name="(-90°) - 0°" Display="'(-90°) - 0°'" Dmx="126~130" />
      <Function ID="27" Name="(-75°) - 60°" Display="'(-75°) - 60°'" Dmx="131~135" />
      <Function ID="28" Name="(-75°) - 45°" Display="'(-75°) - 45°'" Dmx="136~140" />
      <Function ID="29" Name="(-75°) - 30°" Display="'(-75°) - 30°'" Dmx="141~145" />
      <Function ID="30" Name="(-75°) - 15°" Display="'(-75°) - 15°'" Dmx="146~150" />
      <Function ID="31" Name="(-75°) - 0°" Display="'(-75°) - 0°'" Dmx="151~155" />
      <Function ID="32" Name="(-60°) - 45°" Display="'(-60°) - 45°'" Dmx="156~160" />
      <Function ID="33" Name="(-60°) - 30°" Display="'(-60°) - 30°'" Dmx="161~165" />
      <Function ID="34" Name="(-60°) - 15°" Display="'(-60°) - 15°'" Dmx="166~170" />
      <Function ID="35" Name="(-60°) - 0°" Display="'(-60°) - 0°'" Dmx="171~175" />
      <Function ID="36" Name="(-45°) - 30°" Display="'(-45°) - 30°'" Dmx="176~180" />
      <Function ID="37" Name="(-45°) - 15°" Display="'(-45°) - 15°'" Dmx="181~185" />
      <Function ID="38" Name="(-45°) - 0°" Display="'(-45°) - 0°'" Dmx="186~190" />
      <Function ID="39" Name="(-30°) - 15°" Display="'(-30°) - 15°'" Dmx="191~195" />
      <Function ID="40" Name="(-30°) - 0°" Display="'(-30°) - 0°'" Dmx="196~200" />
      <Function ID="41" Name="(-15°) - 0°" Display="'(-15°) - 0°'" Dmx="201~205" />
      <Function ID="42" Name="(-90°) - 0°" Display="'(-90°) - 0°'" Dmx="206~210" />
      <Function ID="43" Name="90° - 0°" Display="'90° - 0°'" Dmx="211~215" />
      <Function ID="44" Name="(-90°) - 90°" Display="'(-90°) - 90°'" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Preset_Freq" Name="Preset Freq" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="x1" Display="'x1'" Dmx="0~0" />
      <Function ID="2" Name="x2" Display="'x2'" Dmx="21~40" />
      <Function ID="3" Name="x3" Display="'x3'" Dmx="41~60" />
      <Function ID="4" Name="x4" Display="'x4'" Dmx="61~80" />
      <Function ID="5" Name="x5" Display="'x5'" Dmx="81~100" />
      <Function ID="6" Name="x6" Display="'x6'" Dmx="101~120" />
      <Function ID="7" Name="x7" Display="'x7'" Dmx="121~140" />
      <Function ID="8" Name="x8" Display="'x8'" Dmx="141~160" />
      <Function ID="9" Name="x9" Display="'x9'" Dmx="161~180" />
      <Function ID="10" Name="x10" Display="'x10'" Dmx="181~200" />
      <Function ID="11" Name="x11" Display="'x11'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed 1" Display="'Speed 1 %.f%%',0~100" Dmx="30~0" />
      <Function ID="2" Name="Speed 2" Display="'Speed 2 %.f%%',0~100" Dmx="60~31" />
      <Function ID="3" Name="Speed 3" Display="'Speed 3 %.f%%',0~100" Dmx="90~61" />
      <Function ID="4" Name="Speed 4" Display="'Speed 4 %.f%%',0~100" Dmx="120~91" />
      <Function ID="5" Name="Speed 5" Display="'Speed 5 %.f%%',0~100" Dmx="150~121" />
      <Function ID="6" Name="Speed 6" Display="'Speed 6 %.f%%',0~100" Dmx="180~151" />
      <Function ID="7" Name="Speed 7" Display="'Speed 7 %.f%%',0~100" Dmx="255~181" />
    </Attribute>
    <Attribute ID="Demo" Name="Demo" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Demo" Display="'No Demo'" Dmx="0~0" />
      <Function ID="2" Name="Demo" Display="'Demo'" Dmx="51~255" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8" Id="f710784f-374f-4de7-bbb4-8e4be0c322c1">
    <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>
    <Include>
      <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Swing_Spd" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Spray" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Preset" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Preset_Freq" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="7" Wheel="24" />
      <Attribute ID="Demo" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>