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SSP Atomic 3000 LEDStrobe (SSP_Atomic 3000 LEDStrobe.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Atomic 3000 LEDStrobe" ShortName="Atomic3000" Company="SSP" Version="5">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>d2917b93-5590-4b0b-90e3-e5dbba8f68f6</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="21-11-25" Author="Nic Morris" Comment="Created from Martin Atomic 3000 LED (hopeless documentation.  charts are a mess and quite obviously copied straight from the original Martin documentation)" Version="4" />
  <History Date="22-11-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="24d2b587-429e-4fb6-8882-e8208bd18318" />
  <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="Beam_Rate" Name="Beam Rate" 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="Ramp Up" Display="'Ramp Up'" Dmx="6~42" />
      <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="43~85" />
      <Function ID="4" Name="Ramp Up/Down" Display="'Ramp Up/Down'" 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" />
    </Attribute>
    <Attribute ID="FX_Sel" Name="FX Sel" Description="" Group="E">
      <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="FX_Adj" Name="FX Adj" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Sync Speed" Display="'%.1f%%',0.0~255.0" 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="Colour 35" Display="'Colour 35'" 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="f6c93477-37dc-4849-94a7-9f23ca5bbfd2">
    <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="e89fb238-2a1c-4d1a-8097-2496b9dcf643" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Beam_Rate" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="2aae83f3-6fb7-4caf-b866-7ff3fb5bca0b">
    <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="0b277969-c8e0-4471-b78e-b6b8733d6e08" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Beam_Rate" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="Extended, 14 DMX" Channels="14" Id="9ffbdc97-de75-4e55-a623-c702cbbe3c76">
    <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="0b9e569a-c030-49c6-802e-194ce401a0ac" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" Wheel="5" />
        <Attribute ID="Beam_Rate" 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="Beam_Rate" TargetId="Beam_Rate" />
        <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="602a1dd2-c46a-4439-8336-93ec85210a52">
    <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="100b68be-6a68-4314-a38f-2111362fbce5">
    <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="Beam_Rate" 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>
  <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 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</Swatch>
  </swatchLibrary>
</Fixture>