View Personality

Optonica Atomic 3000 LED Strobe (Optonica_Atomic 3000 LED Strobe.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Atomic 3000 LED Strobe" ShortName="Atm 3K LED" Company="Optonica" Version="5">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>f61225be-0079-4113-912e-2479770223e7</Thumbnail>
  <History Date="30-12-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="2" />
  <History Date="05-12-19" Author="Nic Morris" Comment="Added product thumbnail.  Fixed missing cell links in response to bug report." Version="3" />
  <History Date="30-10-25" Author="Nic Morris" Comment="Created from Martin Atomic 3000 LED (effectively identical.  " Version="4" />
  <History Date="01-11-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6abf2622-d0cf-4ffb-9b2c-eab24d82fd7a" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Duration" Name="Beam Duration" Description="" Group="I">
      <Locate Locate="1:7" PowerOn="1:7" />
      <Function ID="1" Name="Duration" Display="'%.fms',7~650" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Beam Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Effect" Name="Beam Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="6~42" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="43~85" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="172~214" />
      <Function ID="7" Name="Spikes" Display="'Spikes'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="10~14" />
      <Function ID="3" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" />
      <Function ID="5" Name="Dim Inv Sq" Display="'Dim Inv Sq'" Dmx="25~25" />
      <Function ID="6" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" />
      <Function ID="7" Name="Display ON" Display="'Display ON'" Dmx="52~52" />
      <Function ID="8" Name="Display OFF" Display="'Display OFF'" Dmx="53~53" />
      <Function ID="9" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" />
      <Function ID="10" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" />
      <Function ID="11" Name="Fan Med" Display="'Fan Med'" Dmx="56~56" />
      <Function ID="12" Name="Fan Low" Display="'Fan Low'" Dmx="57~57" />
      <Function ID="13" Name="Fan Ultra Low" Display="'Fan Ultra Low'" Dmx="58~58" />
      <Function ID="14" Name="Strobe LED" Display="'Strobe LED'" Dmx="59~59" />
      <Function ID="15" Name="Strobe Xenon" Display="'Strobe Xenon'" Dmx="60~60" />
    </Attribute>
    <Attribute ID="FX_Sel" Name="FX Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Wave" Display="'Wave'" Dmx="1~1" />
      <Function ID="3" Name="Step" Display="'Step'" Dmx="2~2" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="3~3" />
      <Function ID="5" Name="Double Strobe" Display="'Double Strobe'" Dmx="6~6" />
      <Function ID="6" Name="Triple Strobe" Display="'Triple Strobe'" Dmx="7~7" />
      <Function ID="7" Name="Up, Down, Flash" Display="'Up, Down, Flash'" Dmx="11~11" />
      <Function ID="8" Name="Up, Flash, Dn, Flash" Display="'Up, Flash, Dn, Flash'" Dmx="12~12" />
      <Function ID="9" Name="Rnd Levels" Display="'Rnd Levels'" Dmx="13~13" />
      <Function ID="10" Name="House Light" Display="'House Light'" Dmx="20~20" />
      <Function ID="11" Name="Aura Pulse" Display="'Aura Pulse'" Dmx="51~51" />
      <Function ID="12" Name="Aura Ramp" Display="'Aura Ramp'" Dmx="54~54" />
      <Function ID="13" Name="Rainbow Wave" Display="'Rainbow Wave'" Dmx="56~56" />
      <Function ID="14" Name="Rainbow Step" Display="'Rainbow Step'" Dmx="57~57" />
      <Function ID="15" Name="Rainbow Pulse" Display="'Rainbow Pulse'" Dmx="58~58" />
      <Function ID="16" Name="RGB Wave" Display="'RGB Wave'" Dmx="61~61" />
      <Function ID="17" Name="RGB Step" Display="'RGB Step'" Dmx="62~62" />
      <Function ID="18" Name="RGB Pulse" Display="'RGB Pulse'" Dmx="63~63" />
      <Function ID="19" Name="CMY Wave" Display="'CMY Wave'" Dmx="66~66" />
      <Function ID="20" Name="CMY Step" Display="'CMY Step'" Dmx="67~67" />
      <Function ID="21" Name="CMY Pulse" Display="'CMY Pulse'" Dmx="68~68" />
      <Function ID="22" Name="Mix2White Wave" Display="'Mix2White Wave'" Dmx="71~71" />
      <Function ID="23" Name="Mix2White Step" Display="'Mix2White Step'" Dmx="72~72" />
      <Function ID="24" Name="Mix2White Pulse" Display="'Mix2White Pulse'" Dmx="73~73" />
      <Function ID="25" Name="Rnd Mix Wave" Display="'Rnd Mix Wave'" Dmx="76~76" />
      <Function ID="26" Name="Rnd Mix Step" Display="'Rnd Mix Step'" Dmx="77~77" />
      <Function ID="27" Name="Rnd Mix Pulse" Display="'Rnd Mix Pulse'" Dmx="78~78" />
      <Function ID="28" Name="Rnd Subtle Wave" Display="'Rnd Subtle Wave'" Dmx="81~81" />
      <Function ID="29" Name="RWB Fade" Display="'RWB Fade'" Dmx="84~84" />
      <Function ID="30" Name="FWB Snap" Display="'FWB Snap'" Dmx="85~85" />
      <Function ID="31" Name="Fire" Display="'Fire'" Dmx="96~96" />
      <Function ID="32" Name="Water" Display="'Water'" Dmx="97~97" />
      <Function ID="33" Name="Ice" Display="'Ice'" Dmx="98~98" />
      <Function ID="34" Name="Hot and Cold" Display="'Hot and Cold'" Dmx="99~99" />
      <Function ID="35" Name="Warm and Fuzzy" Display="'Warm and Fuzzy'" Dmx="100~100" />
      <Function ID="36" Name="Silver and Gold" Display="'Silver and Gold'" Dmx="101~101" />
      <Function ID="37" Name="Gold and Silver" Display="'Gold and Silver'" Dmx="102~102" />
      <Function ID="38" Name="Circ Chase Slim" Display="'Circ Chase Slim'" Dmx="104~104" />
      <Function ID="39" Name="Circ Chase Wide" Display="'Circ Chase Wide'" Dmx="105~105" />
      <Function ID="40" Name="Double Circ Slim" Display="'Double Circ Slim'" Dmx="108~108" />
      <Function ID="41" Name="Double Circ Wide" Display="'Double Circ Wide'" Dmx="109~109" />
      <Function ID="42" Name="Vert Scroll" Display="'Vert Scroll'" Dmx="112~112" />
      <Function ID="43" Name="Horiz Scroll" Display="'Horiz Scroll'" Dmx="113~113" />
      <Function ID="44" Name="Knight Rider Slim" Display="'Knight Rider Slim'" Dmx="116~116" />
      <Function ID="45" Name="Knight Rider Wide" Display="'Knight Rider Wide'" Dmx="117~117" />
      <Function ID="46" Name="Knight Rider w/ CW" Display="'Knight Rider w/ CW'" Dmx="118~118" />
      <Function ID="47" Name="4 Seg Scroll" Display="'4 Seg Scroll'" Dmx="120~120" />
      <Function ID="48" Name="6 Seg Scroll" Display="'6 Seg Scroll'" Dmx="121~121" />
      <Function ID="49" Name="Police Car 1" Display="'Police Car 1'" Dmx="124~124" />
      <Function ID="50" Name="Police Car 2" Display="'Police Car 2'" Dmx="125~125" />
      <Function ID="51" Name="Police Car 3" Display="'Police Car 3'" Dmx="126~126" />
      <Function ID="52" Name="Full Bumps" Display="'Full Bumps'" Dmx="130~130" />
      <Function ID="53" Name="Split Bump Vert" Display="'Split Bump Vert'" Dmx="131~131" />
      <Function ID="54" Name="Split Bump Horiz" Display="'Split Bump Horiz'" Dmx="132~132" />
      <Function ID="55" Name="Rnd Bump Vert" Display="'Rnd Bump Vert'" Dmx="133~133" />
      <Function ID="56" Name="Rnd Bump Horiz" Display="'Rnd Bump Horiz'" Dmx="134~134" />
      <Function ID="57" Name="Col Shk Vert" Display="'Col Shk Vert'" Dmx="135~135" />
      <Function ID="58" Name="Col Shk Horiz" Display="'Col Shk Horiz'" Dmx="136~136" />
      <Function ID="59" Name="Col Shk Vert no black" Display="'Col Shk Vert no black'" Dmx="137~137" />
      <Function ID="60" Name="Col Shk Horiz no black" Display="'Col Shk Horiz no black'" Dmx="138~138" />
      <Function ID="61" Name="Swimming Pool" Display="'Swimming Pool'" Dmx="144~144" />
      <Function ID="62" Name="Electric Arc" Display="'Electric Arc'" Dmx="145~145" />
      <Function ID="63" Name="Thunderstorm" Display="'Thunderstorm'" Dmx="152~152" />
      <Function ID="64" Name="Welding" Display="'Welding'" Dmx="153~153" />
      <Function ID="65" Name="3 Step Strobe" Display="'3 Step Strobe'" Dmx="154~154" />
      <Function ID="66" Name="Tick Tock" Display="'Tick Tock'" Dmx="155~155" />
      <Function ID="67" Name="Aura Rmp Beam Flsh" Display="'Aura Rmp Beam Flsh'" Dmx="156~156" />
      <Function ID="68" Name="Beam Rmp Aura Flsh" Display="'Beam Rmp Aura Flsh'" Dmx="157~157" />
      <Function ID="69" Name="Police Car 4" Display="'Police Car 4'" Dmx="161~161" />
      <Function ID="70" Name="Police Car 5" Display="'Police Car 5'" Dmx="162~162" />
      <Function ID="71" Name="Police Car 6" Display="'Police Car 6'" Dmx="163~163" />
      <Function ID="72" Name="Police Car 7" Display="'Police Car 7'" Dmx="164~164" />
      <Function ID="73" Name="Police Car 8" Display="'Police Car 8'" Dmx="165~165" />
      <Function ID="74" Name="Police Car 9" Display="'Police Car 9'" Dmx="166~166" />
    </Attribute>
    <Attribute ID="FX_Adj" Name="FX Adj" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Aura_Shutter" Name="Aura Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="20~49" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="211~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Red" Name="Aura Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Aura Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Aura Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Aura Col Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Aura Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="38,39,40,41" If="'Colour1Func'==2" />
      <Condition Name="Random" ID="42,43,44" If="'Colour1Func'==3" />
      <Else ID="45" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="LEE 790" Display="'LEE 790'" Dmx="11~15" Colour="255,180,165" />
      <Function ID="3" Name="LEE 157" Display="'LEE 157'" Dmx="16~20" Colour="255,146,163" />
      <Function ID="4" Name="LEE 332" Display="'LEE 332'" Dmx="21~25" Colour="255,55,135" />
      <Function ID="5" Name="LEE 328" Display="'LEE 328'" Dmx="26~30" Colour="255,100,200" />
      <Function ID="6" Name="LEE 345" Display="'LEE 345'" Dmx="31~35" Colour="205,110,215" />
      <Function ID="7" Name="LEE 194" Display="'LEE 194'" Dmx="36~40" Colour="190,140,240" />
      <Function ID="8" Name="LEE 181" Display="'LEE 181'" Dmx="41~45" Colour="80,0,170" />
      <Function ID="9" Name="LEE 071" Display="'LEE 071'" Dmx="46~50" Colour="0,0,180" />
      <Function ID="10" Name="LEE 120" Display="'LEE 120'" Dmx="51~55" Colour="0,95,190" />
      <Function ID="11" Name="LEE 079" Display="'LEE 079'" Dmx="56~60" Colour="60,140,210" />
      <Function ID="12" Name="LEE 132" Display="'LEE 132'" Dmx="61~65" Colour="0,160,220" />
      <Function ID="13" Name="LEE 200" Display="'LEE 200'" Dmx="66~70" Colour="145,190,245" />
      <Function ID="14" Name="LEE 161" Display="'LEE 161'" Dmx="71~75" Colour="125,210,245" />
      <Function ID="15" Name="LEE 201" Display="'LEE 201'" Dmx="76~80" Colour="195,225,250" />
      <Function ID="16" Name="LEE 202" Display="'LEE 202'" Dmx="81~85" Colour="215,240,255" />
      <Function ID="17" Name="LEE 117" Display="'LEE 117'" Dmx="86~90" Colour="180,250,245" />
      <Function ID="18" Name="LEE 353" Display="'LEE 353'" Dmx="91~95" Colour="97,232,227" />
      <Function ID="19" Name="LEE 118" Display="'LEE 118'" Dmx="96~100" Colour="0,225,235" />
      <Function ID="20" Name="LEE 116" Display="'LEE 116'" Dmx="101~105" Colour="0,200,185" />
      <Function ID="21" Name="LEE 124" Display="'LEE 124'" Dmx="106~110" Colour="0,220,120" />
      <Function ID="22" Name="LEE 139" Display="'LEE 139'" Dmx="111~115" Colour="75,195,0" />
      <Function ID="23" Name="LEE 089" Display="'LEE 089'" Dmx="116~120" Colour="90,220,90" />
      <Function ID="24" Name="LEE 122" Display="'LEE 122'" Dmx="121~125" Colour="120,250,110" />
      <Function ID="25" Name="LEE 738" Display="'LEE 738'" Dmx="126~130" Colour="170,255,0" />
      <Function ID="26" Name="LEE 088" Display="'LEE 088'" Dmx="131~135" Colour="220,255,100" />
      <Function ID="27" Name="LEE 100" Display="'LEE 100'" Dmx="136~140" Colour="245,255,0" />
      <Function ID="28" Name="LEE 104" Display="'LEE 104'" Dmx="141~145" Colour="255,220,0" />
      <Function ID="29" Name="LEE 179" Display="'LEE 179'" Dmx="146~150" Colour="255,190,0" />
      <Function ID="30" Name="LEE 105" Display="'LEE 105'" Dmx="151~155" Colour="255,160,0" />
      <Function ID="31" Name="LEE 021" Display="'LEE 021'" Dmx="156~160" Colour="255,140,50" />
      <Function ID="32" Name="LEE 778" Display="'LEE 778'" Dmx="161~165" Colour="255,118,0" />
      <Function ID="33" Name="LEE 135" Display="'LEE 135'" Dmx="166~170" Colour="255,95,0" />
      <Function ID="34" Name="LEE 164" Display="'LEE 164'" Dmx="171~175" Colour="255,50,0" />
      <Function ID="35" Name="Magenta" Display="'Magenta'" Dmx="176~180" Colour="255,0,255" />
      <Function ID="36" Name="Medium Lavender" Display="'Medium Lavender'" Dmx="181~185" Colour="255,128,255" />
      <Function ID="37" Name="White" Display="'White'" Dmx="186~190" Colour="255,255,255" />
      <Function ID="38" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="255,255,255" />
      <Function ID="39" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~214" Colour="0,0,0" />
      <Function ID="40" Name="No Scroll" Display="'No Scroll'" Dmx="215~219" Colour="255,255,255" />
      <Function ID="41" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="220~243" Colour="0,0,0" />
      <Function ID="42" Name="Fast" Display="'Fast'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="43" Name="Medium" Display="'Medium'" Dmx="248~251" Colour="0,0,0" />
      <Function ID="44" Name="Slow" Display="'Slow'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="45" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="a33925e2-6e3c-44b4-a95a-a76af6c549de">
    <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="e3be06fd-f0d7-4b49-b692-e9a936dc1e15" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="8c286b21-8d03-4695-a2cd-1ee6367239e2">
    <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="8462d563-880f-484b-9427-beebd090ae71" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="Extended, 14 DMX" Channels="14" Id="2425e713-a275-4daf-9ff6-ca83c0990a87">
    <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="4ba19c3a-96f1-41e6-a7f4-2e35a37f31d7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" Wheel="5" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Effect" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
        <Attribute ID="FX_Sel" ChannelOffset="6" Wheel="52" />
        <Attribute ID="FX_Adj" ChannelOffset="7" Wheel="53" />
        <Attribute ID="Reserved" ChannelOffset="8" Wheel="29" />
        <Attribute ID="Aura_Shutter" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Colour1Func" Wheel="7" />
        <Attribute ID="Colour1" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="1" ModeLink="Beam cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
      </Cell>
      <Cell ID="Cell2" Name="Aura" ChannelOffset="9" ModeLink="Aura cell" X="0" Y="1">
        <AttributeLink SourceId="Aura_Shutter" TargetId="Aura_Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Aura cell" Channels="6" Hidden="True" Id="a4ffd7e7-1559-41ac-b217-1e2100439aa1">
    <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="Aura_Shutter" ChannelOffset="1" Wheel="6" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="Beam cell" Channels="4" Hidden="True" Id="45aa10cd-3419-4975-ba92-f7954f01fcc2">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Sq">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display ON">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display OFF">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Med">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Ultra Low">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Strobe LED">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Strobe Xenon">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="f61225be-0079-4113-912e-2479770223e7">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</Swatch>
  </swatchLibrary>
</Fixture>