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DJM Lighting KON 300 (DJM Lighting_KON 300.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="KON 300" ShortName="KON 300" Company="DJM Lighting" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>89f9ea00-63a8-47fa-81fe-3e8bfa3300d0</Thumbnail>
  <History Date="04-08-23" Author="Nic Morris" Comment="Created (hopeless documentation.  mostly nonsense.  no pixel layout, or much of anything that is of any use)" Version="0" />
  <History Date="20-09-23" Author="Nic Morris" Comment="Created from Space Lights ORION MOVING STROBE RGB (same nonsense documention)" Version="1" />
  <History Date="11-11-23" Author="Nic Morris" Comment="Created from Flash Butrym LED MOVING STROBE (F9700340)" Version="2" />
  <History Date="14-11-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="257aa06b-9e95-46f2-9b15-715b2e86b121" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <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="RGB_Shutter" Name="RGB Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="RGB_Macro" Name="RGB Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Col Fade" Display="'Col Fade'" Dmx="3~5" />
      <Function ID="3" Name="6-Col Pulse" Display="'6-Col Pulse'" Dmx="6~8" />
      <Function ID="4" Name="7-Col Jump" Display="'7-Col Jump'" Dmx="9~11" />
      <Function ID="5" Name="Macro 1 MC" Display="'Macro 1 MC'" Dmx="12~14" />
      <Function ID="6" Name="Macro 1 AC" Display="'Macro 1 AC'" Dmx="15~17" />
      <Function ID="7" Name="Macro 2 MC" Display="'Macro 2 MC'" Dmx="18~20" />
      <Function ID="8" Name="Macro 2 AC" Display="'Macro 2 AC'" Dmx="21~23" />
      <Function ID="9" Name="Macro 3 MC" Display="'Macro 3 MC'" Dmx="24~26" />
      <Function ID="10" Name="Macro 3 AC" Display="'Macro 3 AC'" Dmx="27~29" />
      <Function ID="11" Name="Macro 4 MC" Display="'Macro 4 MC'" Dmx="30~32" />
      <Function ID="12" Name="Macro 4 AC" Display="'Macro 4 AC'" Dmx="33~35" />
      <Function ID="13" Name="Macro 5 MC" Display="'Macro 5 MC'" Dmx="36~38" />
      <Function ID="14" Name="Macro 5 AC" Display="'Macro 5 AC'" Dmx="39~41" />
      <Function ID="15" Name="Macro 6 MC" Display="'Macro 6 MC'" Dmx="42~44" />
      <Function ID="16" Name="Macro 6 AC" Display="'Macro 6 AC'" Dmx="45~47" />
      <Function ID="17" Name="Macro 7 MC" Display="'Macro 7 MC'" Dmx="48~50" />
      <Function ID="18" Name="Macro 7 AC" Display="'Macro 7 AC'" Dmx="51~53" />
      <Function ID="19" Name="Macro 8 MC" Display="'Macro 8 MC'" Dmx="54~56" />
      <Function ID="20" Name="Macro 8 AC" Display="'Macro 8 AC'" Dmx="57~59" />
      <Function ID="21" Name="Macro 9 MC" Display="'Macro 9 MC'" Dmx="60~62" />
      <Function ID="22" Name="Macro 9 AC" Display="'Macro 9 AC'" Dmx="63~65" />
      <Function ID="23" Name="Macro 10 MC" Display="'Macro 10 MC'" Dmx="66~68" />
      <Function ID="24" Name="Macro 10 AC" Display="'Macro 10 AC'" Dmx="69~71" />
      <Function ID="25" Name="Macro 11 MC" Display="'Macro 11 MC'" Dmx="72~74" />
      <Function ID="26" Name="Macro 11 AC" Display="'Macro 11 AC'" Dmx="75~77" />
      <Function ID="27" Name="Macro 12 MC" Display="'Macro 12 MC'" Dmx="78~80" />
      <Function ID="28" Name="Macro 12 AC" Display="'Macro 12 AC'" Dmx="81~83" />
      <Function ID="29" Name="Macro 13 MC" Display="'Macro 13 MC'" Dmx="84~86" />
      <Function ID="30" Name="Macro 13 AC" Display="'Macro 13 AC'" Dmx="87~89" />
      <Function ID="31" Name="Macro 14 MC" Display="'Macro 14 MC'" Dmx="90~92" />
      <Function ID="32" Name="Macro 14 AC" Display="'Macro 14 AC'" Dmx="93~95" />
      <Function ID="33" Name="Macro 15 MC" Display="'Macro 15 MC'" Dmx="96~98" />
      <Function ID="34" Name="Macro 15 AC" Display="'Macro 15 AC'" Dmx="99~101" />
      <Function ID="35" Name="Macro 16 MC" Display="'Macro 16 MC'" Dmx="102~104" />
      <Function ID="36" Name="Macro 16 AC" Display="'Macro 16 AC'" Dmx="105~107" />
      <Function ID="37" Name="Macro 17 MC" Display="'Macro 17 MC'" Dmx="108~110" />
      <Function ID="38" Name="Macro 17 AC" Display="'Macro 17 AC'" Dmx="111~113" />
      <Function ID="39" Name="Macro 18 MC" Display="'Macro 18 MC'" Dmx="114~116" />
      <Function ID="40" Name="Macro 18 AC" Display="'Macro 18 AC'" Dmx="117~119" />
      <Function ID="41" Name="Macro 19 MC" Display="'Macro 19 MC'" Dmx="120~122" />
      <Function ID="42" Name="Macro 19 AC" Display="'Macro 19 AC'" Dmx="123~125" />
      <Function ID="43" Name="Macro 20 MC" Display="'Macro 20 MC'" Dmx="126~128" />
      <Function ID="44" Name="Macro 20 AC" Display="'Macro 20 AC'" Dmx="129~131" />
      <Function ID="45" Name="Macro 21 MC" Display="'Macro 21 MC'" Dmx="132~134" />
      <Function ID="46" Name="Macro 21 AC" Display="'Macro 21 AC'" Dmx="135~137" />
      <Function ID="47" Name="Macro 22 MC" Display="'Macro 22 MC'" Dmx="138~140" />
      <Function ID="48" Name="Macro 22 AC" Display="'Macro 22 AC'" Dmx="141~143" />
      <Function ID="49" Name="Macro 23 MC" Display="'Macro 23 MC'" Dmx="144~146" />
      <Function ID="50" Name="Macro 23 AC" Display="'Macro 23 AC'" Dmx="147~149" />
      <Function ID="51" Name="Macro 24 MC" Display="'Macro 24 MC'" Dmx="150~152" />
      <Function ID="52" Name="Macro 24 AC" Display="'Macro 24 AC'" Dmx="153~155" />
      <Function ID="53" Name="Macro 25 MC" Display="'Macro 25 MC'" Dmx="156~158" />
      <Function ID="54" Name="Macro 25 AC" Display="'Macro 25 AC'" Dmx="159~161" />
      <Function ID="55" Name="Macro 26 MC" Display="'Macro 26 MC'" Dmx="162~164" />
      <Function ID="56" Name="Macro 26 AC" Display="'Macro 26 AC'" Dmx="165~167" />
      <Function ID="57" Name="Macro 27" Display="'Macro 27'" Dmx="168~170" />
      <Function ID="58" Name="Macro 28" Display="'Macro 28'" Dmx="171~173" />
      <Function ID="59" Name="Macro 29" Display="'Macro 29'" Dmx="174~176" />
      <Function ID="60" Name="Macro 30" Display="'Macro 30'" Dmx="177~179" />
      <Function ID="61" Name="Macro 31" Display="'Macro 31'" Dmx="180~182" />
      <Function ID="62" Name="Macro 32" Display="'Macro 32'" Dmx="183~185" />
      <Function ID="63" Name="Macro 33" Display="'Macro 33'" Dmx="186~188" />
      <Function ID="64" Name="Macro 34" Display="'Macro 34'" Dmx="189~191" />
      <Function ID="65" Name="Macro 35" Display="'Macro 35'" Dmx="192~194" />
      <Function ID="66" Name="Macro 36" Display="'Macro 36'" Dmx="195~197" />
      <Function ID="67" Name="Macro 37" Display="'Macro 37'" Dmx="198~200" />
      <Function ID="68" Name="Macro 38" Display="'Macro 38'" Dmx="201~203" />
      <Function ID="69" Name="Macro 39" Display="'Macro 39'" Dmx="204~206" />
      <Function ID="70" Name="Macro 40" Display="'Macro 40'" Dmx="207~209" />
      <Function ID="71" Name="Macro 41" Display="'Macro 41'" Dmx="210~212" />
      <Function ID="72" Name="Macro 42" Display="'Macro 42'" Dmx="213~215" />
      <Function ID="73" Name="Macro 43" Display="'Macro 43'" Dmx="216~218" />
      <Function ID="74" Name="Macro 44" Display="'Macro 44'" Dmx="219~221" />
      <Function ID="75" Name="Macro 45" Display="'Macro 45'" Dmx="222~224" />
      <Function ID="76" Name="Macro 46" Display="'Macro 46'" Dmx="225~227" />
      <Function ID="77" Name="Macro 47" Display="'Macro 47'" Dmx="228~230" />
      <Function ID="78" Name="Macro 48" Display="'Macro 48'" Dmx="231~233" />
      <Function ID="79" Name="Macro 49" Display="'Macro 49'" Dmx="234~236" />
      <Function ID="80" Name="Macro 50" Display="'Macro 50'" Dmx="237~239" />
      <Function ID="81" Name="Macro 51" Display="'Macro 51'" Dmx="240~242" />
      <Function ID="82" Name="Macro 52" Display="'Macro 52'" Dmx="243~245" />
      <Function ID="83" Name="Macro 53" Display="'Macro 53'" Dmx="246~248" />
      <Function ID="84" Name="Macro 54" Display="'Macro 54'" Dmx="249~251" />
      <Function ID="85" Name="Macro 55" Display="'Macro 55'" Dmx="252~254" />
      <Function ID="86" Name="Macro 56" Display="'Macro 56'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="RGB_Mac_Spd" Name="RGB Mac 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_Shutter" Name="White Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="White_Macro" Name="White Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="4~7" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="8~11" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="12~15" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="16~19" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="20~23" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="24~27" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="28~31" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="32~35" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="36~39" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="40~43" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="44~47" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="48~51" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="52~55" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="56~59" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="60~63" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="64~67" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="68~71" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="72~75" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="76~79" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="80~83" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="84~87" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="88~91" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="92~95" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="96~99" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="100~103" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="104~107" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="108~111" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="112~115" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="116~119" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="120~123" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="124~127" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="128~131" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="132~135" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="136~139" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="140~143" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="144~147" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="148~151" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="152~155" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="156~159" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="160~163" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="164~167" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="168~171" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="172~175" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="176~179" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="180~183" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="184~187" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="188~191" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="192~195" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="196~199" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="200~203" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="204~207" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="208~211" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="212~215" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="216~219" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="220~223" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="224~227" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="228~231" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="232~235" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="236~239" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="240~243" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="244~247" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="248~251" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="252~255" />
    </Attribute>
    <Attribute ID="White_Mac_Spd" Name="White Mac 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="RGBW_Shutter" Name="RGBW Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="RGBW_Macro" Name="RGBW Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="3~255" />
    </Attribute>
    <Attribute ID="RGBW_Mac_Spd" Name="RGBW Mac 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="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="250~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8" Id="978b4fd9-5abb-4e51-9bf4-f23a148bf4af">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c3343ee5-d159-4e1f-a1b3-38e2297d2de7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="4" 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="7" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="5f323a99-e05a-4e62-8862-bb52dbfeacff">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2e688d18-5d47-436a-b0b9-329266e174ee" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="RGB_Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="RGB_Macro" ChannelOffset="9" Wheel="22" />
        <Attribute ID="RGB_Mac_Spd" ChannelOffset="10" Wheel="23" />
        <Attribute ID="White_Shutter" ChannelOffset="11" Wheel="6" />
        <Attribute ID="White_Macro" ChannelOffset="13" Wheel="52" />
        <Attribute ID="White_Mac_Spd" ChannelOffset="14" Wheel="53" />
        <Attribute ID="RGBW_Shutter" ChannelOffset="15" Wheel="34" />
        <Attribute ID="RGBW_Macro" ChannelOffset="16" Wheel="82" />
        <Attribute ID="RGBW_Mac_Spd" ChannelOffset="17" Wheel="83" />
        <Attribute ID="BG_Colour" ChannelOffset="18" Wheel="7" />
        <Attribute ID="BG_Dimmer" ChannelOffset="19" Wheel="35" />
        <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="6" 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="52 DMX" Channels="52" Id="3100c7e3-18fb-48b1-9811-38930af5f292">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="7c313908-530d-4e52-8386-9eb80a45f5f8" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="52" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="4" 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="7" ModeLink="RGB cell" X="1" 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="10" 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="Cell4" Name="RGB 4" ChannelOffset="13" ModeLink="RGB cell" X="3" 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="16" 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="Cell6" Name="RGB 6" ChannelOffset="19" ModeLink="RGB cell" X="5" 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="Cell7" Name="RGB 7" ChannelOffset="22" 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="Cell8" Name="RGB 8" ChannelOffset="25" ModeLink="RGB cell" X="7" 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="Cell9" Name="RGB 9" ChannelOffset="28" ModeLink="RGB cell" X="8" 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="Cell10" Name="RGB 10" ChannelOffset="31" ModeLink="RGB cell" X="9" 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="Cell11" Name="RGB 11" ChannelOffset="34" ModeLink="RGB cell" X="10" 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="Cell12" Name="RGB 12" ChannelOffset="37" ModeLink="RGB cell" X="11" 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="Cell13" Name="White 1" ChannelOffset="40" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="White 2" ChannelOffset="41" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="White 3" ChannelOffset="42" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="White 4" ChannelOffset="43" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell17" Name="White 5" ChannelOffset="44" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell18" Name="White 6" ChannelOffset="45" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell19" Name="White 7" ChannelOffset="46" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell20" Name="White 8" ChannelOffset="47" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell21" Name="White 9" ChannelOffset="48" ModeLink="Dim cell" X="8" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell22" Name="White 10" ChannelOffset="49" ModeLink="Dim cell" X="9" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell23" Name="White 11" ChannelOffset="50" ModeLink="Dim cell" X="10" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell24" Name="White 12" ChannelOffset="51" ModeLink="Dim cell" X="11" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="97f0b38a-eae0-4eb8-833c-79e205c447c8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="a3b47762-d4bd-48c9-8966-244dcd767330">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" 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>
  <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>
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</Swatch>
  </swatchLibrary>
</Fixture>