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Mitek Atomic 864 (Mitek_Atomic 864.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Atomic 864" ShortName="Atomic 864" Company="Mitek" Version="9">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>a1337ab5-cfb8-4278-bf97-8f5018f65035</Thumbnail>
  <History Date="17-05-23" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="01-03-24" Author="Nic Morris" Comment="Created from True Heart Sound RGB+W LED Strobe (identical)" Version="1" />
  <History Date="02-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="27-03-24" Author="Nic Morris" Comment="Created from CentoLight Lightblaster S960 (only 4 and 12 channel modes provided and only in Spanish.  assumed identical)" Version="3" />
  <History Date="28-01-25" Author="Nic Morris" Comment="Created from SteelPro 88-STR" Version="4" />
  <History Date="30-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="31-01-25" Author="Nic Morris" Comment="Corrected pixel layout." Version="6" />
  <History Date="26-04-25" Author="Nic Morris" Comment="Created from Unknown 8+8 LED Strobe Light (note 12 channel mode is titled 'CH11 MODE' but has 12 channels)" Version="8" />
  <History Date="29-04-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="9" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b6d72320-675a-42fa-87d2-81f2a7a678a8" />
  <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" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <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="Direction" Name="Direction" 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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="RGB_Auto" Name="RGB Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="3~5" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="6~8" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="9~11" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="12~14" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="15~17" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="18~20" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="21~23" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="24~26" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="27~29" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="30~32" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="33~35" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="36~38" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="39~41" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="42~44" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="45~47" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="48~50" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="51~53" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="54~56" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="57~59" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="60~62" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="63~65" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="66~68" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="69~71" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="72~74" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="75~77" />
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      <Function ID="65" Name="Effect 64" Display="'Effect 64'" Dmx="192~194" />
      <Function ID="66" Name="Effect 65" Display="'Effect 65'" Dmx="195~197" />
      <Function ID="67" Name="Effect 66" Display="'Effect 66'" Dmx="198~200" />
      <Function ID="68" Name="Effect 67" Display="'Effect 67'" Dmx="201~203" />
      <Function ID="69" Name="Effect 68" Display="'Effect 68'" Dmx="204~206" />
      <Function ID="70" Name="Effect 69" Display="'Effect 69'" Dmx="207~209" />
      <Function ID="71" Name="Effect 70" Display="'Effect 70'" Dmx="210~212" />
      <Function ID="72" Name="Effect 71" Display="'Effect 71'" Dmx="213~215" />
      <Function ID="73" Name="Effect 72" Display="'Effect 72'" Dmx="216~218" />
      <Function ID="74" Name="Effect 73" Display="'Effect 73'" Dmx="219~221" />
      <Function ID="75" Name="Effect 74" Display="'Effect 74'" Dmx="222~224" />
      <Function ID="76" Name="Effect 75" Display="'Effect 75'" Dmx="225~227" />
      <Function ID="77" Name="Effect 76" Display="'Effect 76'" Dmx="228~230" />
      <Function ID="78" Name="Effect 77" Display="'Effect 77'" Dmx="231~233" />
      <Function ID="79" Name="Effect 78" Display="'Effect 78'" Dmx="234~236" />
      <Function ID="80" Name="Effect 79" Display="'Effect 79'" Dmx="237~239" />
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      <Function ID="82" Name="Effect 81" Display="'Effect 81'" Dmx="243~245" />
      <Function ID="83" Name="Effect 82" Display="'Effect 82'" Dmx="246~248" />
      <Function ID="84" Name="Effect 87" Display="'Effect 87'" Dmx="249~251" />
      <Function ID="85" Name="Effect 88" Display="'Effect 88'" Dmx="252~254" />
      <Function ID="86" Name="Effect 90" Display="'Effect 90'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="RGB_Auto_Spd" Name="RGB Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_Auto" Name="White Auto" 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="White_Auto_Spd" Name="White Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="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="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="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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="e91d36a5-8b7d-4038-9d6d-699997629cdf">
    <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="354e453c-2fed-4c01-b7f3-f3802ab8fb73" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="b0484719-632c-42ed-992b-c3c1ff10a34f">
    <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="3e8cb53c-c2db-4753-8968-74ac7ae0be9d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Direction" ChannelOffset="3" Wheel="82" />
        <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
        <Attribute ID="RGB_Auto" ChannelOffset="5" Wheel="22" />
        <Attribute ID="RGB_Auto_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="White_Auto" ChannelOffset="7" Wheel="52" />
        <Attribute ID="White_Auto_Spd" ChannelOffset="8" Wheel="53" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="9" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="12" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="761821ec-898a-4528-b3b4-f2607e5c6c70">
    <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="54e813b8-b4dd-4fb4-b7d3-8c2f9ca4af36" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="6" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 5" ChannelOffset="13" ModeLink="RGB cell" X="6" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 6" ChannelOffset="16" ModeLink="RGB cell" X="4" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="19" ModeLink="RGB cell" X="2" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 8" ChannelOffset="22" ModeLink="RGB cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="White 1" ChannelOffset="25" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 2" ChannelOffset="26" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="White 3" ChannelOffset="27" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="White 4" ChannelOffset="28" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="White 5" ChannelOffset="29" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="White 6" ChannelOffset="30" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="White 7" ChannelOffset="31" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="White 8" ChannelOffset="32" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="6f86ca63-72ad-4767-a107-4534a6cf5044">
    <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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="bcb00643-152b-4861-9cc3-b10c267cc263">
    <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" />
    </Include>
  </Mode>
  <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>
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</Swatch>
  </swatchLibrary>
</Fixture>