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Miner Light Pannello Hybrid (Miner Light_Pannello Hybrid.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pannello Hybrid" ShortName="Panel Hyb" Company="Miner Light" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>badf9554-874e-472d-a19a-cf1335d56975</Thumbnail>
  <History Date="24-06-20" Author="Nic Morris" Comment="Created (note RGB and W really need to be separated in 144 channel mode but this would require interleaved patch which is not currently supported in Titan)" Version="0" />
  <History Date="25-06-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="02-10-25" Author="Nic Morris" Comment="Created from BeamZ LCB366 LED Panel (identical.  DMX charts appear to be have been copied directly from the BeamZ manual)" Version="2" />
  <History Date="05-10-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4122b3b0-fe76-4bb1-ab1f-c2dcca1da1dc" />
  <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" 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="6~255" />
    </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="Pattern_Func" Name="Pattern Func" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Pattern" Display="'No Pattern'" Dmx="0~0" Update="Pattern" />
      <Function ID="2" Name="Letters" Display="'Letters'" Dmx="16~75" Update="Pattern" />
      <Function ID="3" Name="Numbers + Symbols" Display="'Numbers + Symbols'" Dmx="76~135" Update="Pattern" />
      <Function ID="4" Name="Pattern" Display="'Pattern'" Dmx="136~195" Update="Pattern" />
      <Function ID="5" Name="Effect Pattern" Display="'Effect Pattern'" Dmx="196~255" Update="Pattern" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Letters" ID="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" If="'Pattern_Func'==2" />
      <Condition Name="Numbers + Symbols" ID="28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63" If="'Pattern_Func'==3" />
      <Condition Name="Pattern" ID="64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113" If="'Pattern_Func'==4" />
      <Condition Name="Effect Pattern" ID="114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153" If="'Pattern_Func'==5" />
      <Else ID="1" />
      <Function ID="1" Name="No Pattern" Display="''" Dmx="0~0" />
      <Function ID="2" Name="A" Display="'A'" Dmx="0~0" />
      <Function ID="3" Name="B" Display="'B'" Dmx="5~9" />
      <Function ID="4" Name="C" Display="'C'" Dmx="10~14" />
      <Function ID="5" Name="D" Display="'D'" Dmx="15~19" />
      <Function ID="6" Name="E" Display="'E'" Dmx="20~24" />
      <Function ID="7" Name="F" Display="'F'" Dmx="25~29" />
      <Function ID="8" Name="G" Display="'G'" Dmx="30~34" />
      <Function ID="9" Name="H" Display="'H'" Dmx="35~39" />
      <Function ID="10" Name="I" Display="'I'" Dmx="40~44" />
      <Function ID="11" Name="J" Display="'J'" Dmx="45~49" />
      <Function ID="12" Name="K" Display="'K'" Dmx="50~54" />
      <Function ID="13" Name="L" Display="'L'" Dmx="55~59" />
      <Function ID="14" Name="M" Display="'M'" Dmx="60~64" />
      <Function ID="15" Name="N" Display="'N'" Dmx="65~69" />
      <Function ID="16" Name="O" Display="'O'" Dmx="70~74" />
      <Function ID="17" Name="P" Display="'P'" Dmx="75~79" />
      <Function ID="18" Name="Q" Display="'Q'" Dmx="80~84" />
      <Function ID="19" Name="R" Display="'R'" Dmx="85~89" />
      <Function ID="20" Name="S" Display="'S'" Dmx="90~94" />
      <Function ID="21" Name="T" Display="'T'" Dmx="95~99" />
      <Function ID="22" Name="U" Display="'U'" Dmx="100~104" />
      <Function ID="23" Name="V" Display="'V'" Dmx="105~109" />
      <Function ID="24" Name="W" Display="'W'" Dmx="110~114" />
      <Function ID="25" Name="X" Display="'X'" Dmx="115~119" />
      <Function ID="26" Name="Y" Display="'Y'" Dmx="120~124" />
      <Function ID="27" Name="Z" Display="'Z'" Dmx="125~129" />
      <Function ID="28" Name="0" Display="'0'" Dmx="0~0" />
      <Function ID="29" Name="1" Display="'1'" Dmx="5~9" />
      <Function ID="30" Name="2" Display="'2'" Dmx="10~14" />
      <Function ID="31" Name="3" Display="'3'" Dmx="15~19" />
      <Function ID="32" Name="4" Display="'4'" Dmx="20~24" />
      <Function ID="33" Name="5" Display="'5'" Dmx="25~29" />
      <Function ID="34" Name="6" Display="'6'" Dmx="30~34" />
      <Function ID="35" Name="7" Display="'7'" Dmx="35~39" />
      <Function ID="36" Name="8" Display="'8'" Dmx="40~44" />
      <Function ID="37" Name="9" Display="'9'" Dmx="45~49" />
      <Function ID="38" Name="+" Display="'+'" Dmx="50~54" />
      <Function ID="39" Name="-" Display="'-'" Dmx="55~59" />
      <Function ID="40" Name=":" Display="':'" Dmx="60~64" />
      <Function ID="41" Name="%" Display="'%'" Dmx="65~69" />
      <Function ID="42" Name="!" Display="'!'" Dmx="70~74" />
      <Function ID="43" Name="?" Display="'?'" Dmx="75~79" />
      <Function ID="44" Name="=" Display="'='" Dmx="80~84" />
      <Function ID="45" Name="<" Display="'<'" Dmx="85~89" />
      <Function ID="46" Name=">" Display="'>'" Dmx="90~94" />
      <Function ID="47" Name="^" Display="'^'" Dmx="95~99" />
      <Function ID="48" Name="ˇ" Display="'ˇ'" Dmx="100~104" />
      <Function ID="49" Name="[" Display="'['" Dmx="105~109" />
      <Function ID="50" Name="]" Display="']'" Dmx="110~114" />
      <Function ID="51" Name="Arrow Top" Display="'Arrow Top'" Dmx="115~119" />
      <Function ID="52" Name="Arrow Right" Display="'Arrow Right'" Dmx="120~124" />
      <Function ID="53" Name="Arrow Left" Display="'Arrow Left'" Dmx="125~129" />
      <Function ID="54" Name="Arrow Bottom" Display="'Arrow Bottom'" Dmx="130~134" />
      <Function ID="55" Name="Arrow Top Left" Display="'Arrow Top Left'" Dmx="135~139" />
      <Function ID="56" Name="Arrow Top Right" Display="'Arrow Top Right'" Dmx="140~144" />
      <Function ID="57" Name="Arrow Bottom Left" Display="'Arrow Bottom Left'" Dmx="145~149" />
      <Function ID="58" Name="Arrow Bottom Right" Display="'Arrow Bottom Right'" Dmx="150~154" />
      <Function ID="59" Name="Even Dots" Display="'Even Dots'" Dmx="155~159" />
      <Function ID="60" Name="Odd Dots" Display="'Odd Dots'" Dmx="160~164" />
      <Function ID="61" Name="Triangle Dots" Display="'Triangle Dots'" Dmx="165~169" />
      <Function ID="62" Name="Triangle Top" Display="'Triangle Top'" Dmx="170~174" />
      <Function ID="63" Name="Egg Timer" Display="'Egg Timer'" Dmx="175~179" />
      <Function ID="64" Name="Line Horiz 1" Display="'Line Horiz 1'" Dmx="0~0" />
      <Function ID="65" Name="Line Horiz 2" Display="'Line Horiz 2'" Dmx="5~9" />
      <Function ID="66" Name="Line Horiz 3" Display="'Line Horiz 3'" Dmx="10~14" />
      <Function ID="67" Name="Line Horiz 4" Display="'Line Horiz 4'" Dmx="15~19" />
      <Function ID="68" Name="Line Horiz 5" Display="'Line Horiz 5'" Dmx="20~24" />
      <Function ID="69" Name="Line Horiz 6" Display="'Line Horiz 6'" Dmx="25~29" />
      <Function ID="70" Name="Line Horiz 7" Display="'Line Horiz 7'" Dmx="30~34" />
      <Function ID="71" Name="Line Vert 1" Display="'Line Vert 1'" Dmx="35~39" />
      <Function ID="72" Name="Line Vert 2" Display="'Line Vert 2'" Dmx="40~44" />
      <Function ID="73" Name="Line Vert 3" Display="'Line Vert 3'" Dmx="45~49" />
      <Function ID="74" Name="Line Vert 4" Display="'Line Vert 4'" Dmx="50~54" />
      <Function ID="75" Name="Line Vert 5" Display="'Line Vert 5'" Dmx="55~59" />
      <Function ID="76" Name="Line Vert 6" Display="'Line Vert 6'" Dmx="60~64" />
      <Function ID="77" Name="Line Vert 7" Display="'Line Vert 7'" Dmx="65~69" />
      <Function ID="78" Name="2 Lines Right Diag 1" Display="'2 Lines Right Diag 1'" Dmx="70~74" />
      <Function ID="79" Name="2 Lines Right Diag 2" Display="'2 Lines Right Diag 2'" Dmx="75~79" />
      <Function ID="80" Name="2 Lines Right Diag 3" Display="'2 Lines Right Diag 3'" Dmx="80~84" />
      <Function ID="81" Name="2 Lines Right Diag 4" Display="'2 Lines Right Diag 4'" Dmx="85~89" />
      <Function ID="82" Name="2 Lines Right Diag 5" Display="'2 Lines Right Diag 5'" Dmx="90~94" />
      <Function ID="83" Name="2 Lines Right Diag 6" Display="'2 Lines Right Diag 6'" Dmx="95~99" />
      <Function ID="84" Name="Center Dot" Display="'Center Dot'" Dmx="100~104" />
      <Function ID="85" Name="Min Ring" Display="'Min Ring'" Dmx="105~109" />
      <Function ID="86" Name="Mid Ring" Display="'Mid Ring'" Dmx="110~114" />
      <Function ID="87" Name="Outer Ring" Display="'Outer Ring'" Dmx="115~119" />
      <Function ID="88" Name="Line Left Diag 1 (1 dot)" Display="'Line Left Diag 1 (1 dot)'" Dmx="120~124" />
      <Function ID="89" Name="Line Left Diag 2 (2 dots)" Display="'Line Left Diag 2 (2 dots)'" Dmx="125~129" />
      <Function ID="90" Name="Line Left Diag 3 (3 dots)" Display="'Line Left Diag 3 (3 dots)'" Dmx="130~134" />
      <Function ID="91" Name="Line Left Diag 4 (4 dots)" Display="'Line Left Diag 4 (4 dots)'" Dmx="135~139" />
      <Function ID="92" Name="Line Left Diag 5 (5 dots)" Display="'Line Left Diag 5 (5 dots)'" Dmx="140~144" />
      <Function ID="93" Name="Line Left Diag 6 (6 dots)" Display="'Line Left Diag 6 (6 dots)'" Dmx="145~149" />
      <Function ID="94" Name="Line Left Diag 7 (7 dots)" Display="'Line Left Diag 7 (7 dots)'" Dmx="150~154" />
      <Function ID="95" Name="Line Left Diag 8 (6 dots)" Display="'Line Left Diag 8 (6 dots)'" Dmx="155~159" />
      <Function ID="96" Name="Line Left Diag 9 (5 dots)" Display="'Line Left Diag 9 (5 dots)'" Dmx="160~164" />
      <Function ID="97" Name="Line Left Diag 10 (4 dots)" Display="'Line Left Diag 10 (4 dots)'" Dmx="165~169" />
      <Function ID="98" Name="Line Left Diag 11 (3 dots)" Display="'Line Left Diag 11 (3 dots)'" Dmx="170~174" />
      <Function ID="99" Name="Line Left Diag 12 (2 dots)" Display="'Line Left Diag 12 (2 dots)'" Dmx="175~179" />
      <Function ID="100" Name="Line Left Diag 13 (1 dots)" Display="'Line Left Diag 13 (1 dots)'" Dmx="180~184" />
      <Function ID="101" Name="Line Right Diag 1 (1 dot)" Display="'Line Right Diag 1 (1 dot)'" Dmx="185~189" />
      <Function ID="102" Name="Line Right Diag 2 (2 dots)" Display="'Line Right Diag 2 (2 dots)'" Dmx="190~194" />
      <Function ID="103" Name="Line Right Diag 3 (3 dots)" Display="'Line Right Diag 3 (3 dots)'" Dmx="195~199" />
      <Function ID="104" Name="Line Right Diag 4 (4 dots)" Display="'Line Right Diag 4 (4 dots)'" Dmx="200~204" />
      <Function ID="105" Name="Line Right Diag 5 (5 dots)" Display="'Line Right Diag 5 (5 dots)'" Dmx="205~209" />
      <Function ID="106" Name="Line Right Diag 6 (6 dots)" Display="'Line Right Diag 6 (6 dots)'" Dmx="210~214" />
      <Function ID="107" Name="Line Right Diag 7 (7 dots)" Display="'Line Right Diag 7 (7 dots)'" Dmx="215~219" />
      <Function ID="108" Name="Line Right Diag 8 (6 dots)" Display="'Line Right Diag 8 (6 dots)'" Dmx="220~224" />
      <Function ID="109" Name="Line Right Diag 9 (5 dots)" Display="'Line Right Diag 9 (5 dots)'" Dmx="225~229" />
      <Function ID="110" Name="Line Right Diag 10 (4 dots)" Display="'Line Right Diag 10 (4 dots)'" Dmx="230~234" />
      <Function ID="111" Name="Line Right Diag 11 (3 dots)" Display="'Line Right Diag 11 (3 dots)'" Dmx="235~239" />
      <Function ID="112" Name="Line Right Diag 12 (2 dots)" Display="'Line Right Diag 12 (2 dots)'" Dmx="240~244" />
      <Function ID="113" Name="Line Right Diag 13 (1 dot)" Display="'Line Right Diag 13 (1 dot)'" Dmx="245~249" />
      <Function ID="114" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="115" Name="Effect 1" Display="'Effect 1'" Dmx="6~11" />
      <Function ID="116" Name="Effect 2" Display="'Effect 2'" Dmx="12~17" />
      <Function ID="117" Name="Effect 3" Display="'Effect 3'" Dmx="18~23" />
      <Function ID="118" Name="Effect 4" Display="'Effect 4'" Dmx="24~29" />
      <Function ID="119" Name="Effect 5" Display="'Effect 5'" Dmx="30~35" />
      <Function ID="120" Name="Effect 6" Display="'Effect 6'" Dmx="36~41" />
      <Function ID="121" Name="Effect 7" Display="'Effect 7'" Dmx="42~47" />
      <Function ID="122" Name="Effect 8" Display="'Effect 8'" Dmx="48~53" />
      <Function ID="123" Name="Effect 9" Display="'Effect 9'" Dmx="54~59" />
      <Function ID="124" Name="Effect 10" Display="'Effect 10'" Dmx="60~65" />
      <Function ID="125" Name="Effect 11" Display="'Effect 11'" Dmx="66~71" />
      <Function ID="126" Name="Effect 12" Display="'Effect 12'" Dmx="72~77" />
      <Function ID="127" Name="Effect 13" Display="'Effect 13'" Dmx="78~83" />
      <Function ID="128" Name="Effect 14" Display="'Effect 14'" Dmx="84~89" />
      <Function ID="129" Name="Effect 15" Display="'Effect 15'" Dmx="90~95" />
      <Function ID="130" Name="Effect 16" Display="'Effect 16'" Dmx="96~101" />
      <Function ID="131" Name="Effect 17" Display="'Effect 17'" Dmx="102~107" />
      <Function ID="132" Name="Effect 18" Display="'Effect 18'" Dmx="108~113" />
      <Function ID="133" Name="Effect 19" Display="'Effect 19'" Dmx="114~119" />
      <Function ID="134" Name="Effect 20" Display="'Effect 20'" Dmx="120~125" />
      <Function ID="135" Name="Effect 21" Display="'Effect 21'" Dmx="126~131" />
      <Function ID="136" Name="Effect 22" Display="'Effect 22'" Dmx="132~137" />
      <Function ID="137" Name="Effect 23" Display="'Effect 23'" Dmx="138~143" />
      <Function ID="138" Name="Effect 24" Display="'Effect 24'" Dmx="144~149" />
      <Function ID="139" Name="Effect 25" Display="'Effect 25'" Dmx="150~155" />
      <Function ID="140" Name="Effect 26" Display="'Effect 26'" Dmx="156~161" />
      <Function ID="141" Name="Effect 27" Display="'Effect 27'" Dmx="162~167" />
      <Function ID="142" Name="Effect 28" Display="'Effect 28'" Dmx="168~173" />
      <Function ID="143" Name="Effect 29" Display="'Effect 29'" Dmx="174~179" />
      <Function ID="144" Name="Effect 30" Display="'Effect 30'" Dmx="180~185" />
      <Function ID="145" Name="Effect 31" Display="'Effect 31'" Dmx="186~191" />
      <Function ID="146" Name="Effect 32" Display="'Effect 32'" Dmx="192~197" />
      <Function ID="147" Name="Effect 33" Display="'Effect 33'" Dmx="198~203" />
      <Function ID="148" Name="Effect 34" Display="'Effect 34'" Dmx="204~209" />
      <Function ID="149" Name="Effect 35" Display="'Effect 35'" Dmx="210~215" />
      <Function ID="150" Name="Effect 36" Display="'Effect 36'" Dmx="216~221" />
      <Function ID="151" Name="Effect 37" Display="'Effect 37'" Dmx="222~227" />
      <Function ID="152" Name="Effect 38" Display="'Effect 38'" Dmx="228~233" />
      <Function ID="153" Name="Random" Display="'Random'" Dmx="234~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Pattern Spd" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="125~6" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="126~255" />
    </Attribute>
    <Attribute ID="Pattern_Fade" Name="Pattern Fade" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Fade" Display="'Fade %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pattern_Rot" Name="Pattern Rot" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="0°" Display="'0°'" Dmx="0~0" />
      <Function ID="2" Name="45°" Display="'45°'" Dmx="16~31" />
      <Function ID="3" Name="90°" Display="'90°'" Dmx="32~47" />
      <Function ID="4" Name="135°" Display="'135°'" Dmx="48~63" />
      <Function ID="5" Name="180°" Display="'180°'" Dmx="64~79" />
      <Function ID="6" Name="225°" Display="'225°'" Dmx="80~95" />
      <Function ID="7" Name="270°" Display="'270°'" Dmx="96~121" />
      <Function ID="8" Name="360°" Display="'360°'" Dmx="122~127" />
      <Function ID="9" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="10" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~192" />
    </Attribute>
    <Attribute ID="Red_Invert" Name="Red Invert" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Green_Invert" Name="Green Invert" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blue_Invert" Name="Blue Invert" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_Invert" Name="White Invert" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="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="16 DMX" Channels="16" Id="caa1f92f-174a-4720-ab76-4483d7ab2ade">
    <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="4b17f9d5-8f24-45ab-8c53-9d152fe95491" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Red_Invert" Wheel="28" />
        <Attribute ID="Green_Invert" Wheel="29" />
        <Attribute ID="Blue_Invert" Wheel="30" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_Invert" Wheel="58" />
        <Attribute ID="Pattern_Func" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Pattern" ChannelOffset="9" Wheel="23" />
        <Attribute ID="Effect" ChannelOffset="10" Wheel="24" />
        <Attribute ID="Pattern_Fade" ChannelOffset="11" Wheel="52" />
        <Attribute ID="Pattern_Rot" ChannelOffset="12" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell (full)" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Red_Invert" TargetId="Red_Invert" />
        <AttributeLink SourceId="Green_Invert" TargetId="Green_Invert" />
        <AttributeLink SourceId="Blue_Invert" TargetId="Blue_Invert" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="White cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="White_Invert" TargetId="White_Invert" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="144 DMX" Channels="144" Id="03ba4b20-48f3-4083-9991-3af7f60afd23">
    <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="07c9be6b-f312-4e4d-aa5f-2faa5e80f993" />
    <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="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
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    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
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    <Include>
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</Swatch>
  </swatchLibrary>
</Fixture>