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CentoLight M Liner 1040 (CentoLight_M Liner 1040.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="M Liner 1040" ShortName="MLiner1040" Company="CentoLight" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>59e4c74c-5c15-4c21-898e-1fdc703b7c88</Thumbnail>
  <History Date="12-05-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="17-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="19-05-23" Author="Nic Morris" Comment="Added vdim to 7 channel mode." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1f04b1d0-9f59-418a-b892-2fd52f5ec249" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="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="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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" 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="2~3" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="4~5" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="6~7" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="8~9" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="10~11" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="12~13" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="14~15" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="16~17" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="18~19" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="20~21" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="22~23" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="24~25" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="26~27" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="28~29" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="30~31" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="32~33" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="34~35" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="36~37" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="38~39" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="40~41" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="42~43" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="44~45" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="46~47" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="48~49" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="50~51" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="52~53" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="54~55" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="56~57" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="58~59" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="60~61" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="62~63" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="64~65" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="66~67" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="68~69" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="70~71" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="72~73" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="74~75" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="76~77" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="78~79" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="80~81" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="82~83" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="84~85" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="86~87" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="88~89" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="90~91" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="92~93" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="94~95" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="96~97" />
      <Function ID="50" Name="Effect 49" Display="'Effect 49'" Dmx="98~99" />
      <Function ID="51" Name="Effect 50" Display="'Effect 50'" Dmx="100~101" />
      <Function ID="52" Name="Effect 51" Display="'Effect 51'" Dmx="102~103" />
      <Function ID="53" Name="Effect 52" Display="'Effect 52'" Dmx="104~105" />
      <Function ID="54" Name="Effect 53" Display="'Effect 53'" Dmx="106~107" />
      <Function ID="55" Name="Effect 54" Display="'Effect 54'" Dmx="108~109" />
      <Function ID="56" Name="Effect 55" Display="'Effect 55'" Dmx="110~111" />
      <Function ID="57" Name="Effect 56" Display="'Effect 56'" Dmx="112~113" />
      <Function ID="58" Name="Effect 57" Display="'Effect 57'" Dmx="114~115" />
      <Function ID="59" Name="Effect 58" Display="'Effect 58'" Dmx="116~117" />
      <Function ID="60" Name="Effect 59" Display="'Effect 59'" Dmx="118~119" />
      <Function ID="61" Name="Effect 60" Display="'Effect 60'" Dmx="120~121" />
      <Function ID="62" Name="Effect 61" Display="'Effect 61'" Dmx="122~123" />
      <Function ID="63" Name="Effect 62" Display="'Effect 62'" Dmx="124~125" />
      <Function ID="64" Name="Effect 63" Display="'Effect 63'" Dmx="126~127" />
      <Function ID="65" Name="Effect 64" Display="'Effect 64'" Dmx="128~129" />
      <Function ID="66" Name="Effect 65" Display="'Effect 65'" Dmx="130~131" />
      <Function ID="67" Name="Effect 66" Display="'Effect 66'" Dmx="132~133" />
      <Function ID="68" Name="Effect 67" Display="'Effect 67'" Dmx="134~135" />
      <Function ID="69" Name="Effect 68" Display="'Effect 68'" Dmx="136~137" />
      <Function ID="70" Name="Effect 69" Display="'Effect 69'" Dmx="138~139" />
      <Function ID="71" Name="Effect 70" Display="'Effect 70'" Dmx="140~141" />
      <Function ID="72" Name="Effect 71" Display="'Effect 71'" Dmx="142~143" />
      <Function ID="73" Name="Effect 72" Display="'Effect 72'" Dmx="144~145" />
      <Function ID="74" Name="Effect 73" Display="'Effect 73'" Dmx="146~147" />
      <Function ID="75" Name="Effect 74" Display="'Effect 74'" Dmx="148~149" />
      <Function ID="76" Name="Effect 75" Display="'Effect 75'" Dmx="150~151" />
      <Function ID="77" Name="Effect 76" Display="'Effect 76'" Dmx="152~153" />
      <Function ID="78" Name="Effect 77" Display="'Effect 77'" Dmx="154~155" />
      <Function ID="79" Name="Effect 78" Display="'Effect 78'" Dmx="156~157" />
      <Function ID="80" Name="Effect 79" Display="'Effect 79'" Dmx="158~159" />
      <Function ID="81" Name="Effect 80" Display="'Effect 80'" Dmx="160~161" />
      <Function ID="82" Name="Effect 81" Display="'Effect 81'" Dmx="162~163" />
      <Function ID="83" Name="Effect 82" Display="'Effect 82'" Dmx="164~165" />
      <Function ID="84" Name="Effect 83" Display="'Effect 83'" Dmx="166~167" />
      <Function ID="85" Name="Effect 84" Display="'Effect 84'" Dmx="168~169" />
      <Function ID="86" Name="Effect 85" Display="'Effect 85'" Dmx="170~171" />
      <Function ID="87" Name="Effect 86" Display="'Effect 86'" Dmx="172~173" />
      <Function ID="88" Name="Effect 87" Display="'Effect 87'" Dmx="174~175" />
      <Function ID="89" Name="Effect 88" Display="'Effect 88'" Dmx="176~177" />
      <Function ID="90" Name="Effect 89" Display="'Effect 89'" Dmx="178~179" />
      <Function ID="91" Name="Effect 90" Display="'Effect 90'" Dmx="180~181" />
      <Function ID="92" Name="Effect 91" Display="'Effect 91'" Dmx="182~183" />
      <Function ID="93" Name="Effect 92" Display="'Effect 92'" Dmx="184~185" />
      <Function ID="94" Name="Effect 93" Display="'Effect 93'" Dmx="186~187" />
      <Function ID="95" Name="Effect 94" Display="'Effect 94'" Dmx="188~189" />
      <Function ID="96" Name="Effect 95" Display="'Effect 95'" Dmx="190~191" />
      <Function ID="97" Name="Effect 96" Display="'Effect 96'" Dmx="192~193" />
      <Function ID="98" Name="Effect 97" Display="'Effect 97'" Dmx="194~195" />
      <Function ID="99" Name="Effect 98" Display="'Effect 98'" Dmx="196~197" />
      <Function ID="100" Name="Effect 99" Display="'Effect 99'" Dmx="198~199" />
      <Function ID="101" Name="Effect 100" Display="'Effect 100'" Dmx="200~201" />
      <Function ID="102" Name="Effect 101" Display="'Effect 101'" Dmx="202~203" />
      <Function ID="103" Name="Effect 102" Display="'Effect 102'" Dmx="204~205" />
      <Function ID="104" Name="Effect 103" Display="'Effect 103'" Dmx="206~207" />
      <Function ID="105" Name="Effect 104" Display="'Effect 104'" Dmx="208~209" />
      <Function ID="106" Name="Effect 105" Display="'Effect 105'" Dmx="210~211" />
      <Function ID="107" Name="Effect 106" Display="'Effect 106'" Dmx="212~213" />
      <Function ID="108" Name="Effect 107" Display="'Effect 107'" Dmx="214~215" />
      <Function ID="109" Name="Effect 108" Display="'Effect 108'" Dmx="216~217" />
      <Function ID="110" Name="Effect 109" Display="'Effect 109'" Dmx="218~219" />
      <Function ID="111" Name="Effect 110" Display="'Effect 110'" Dmx="220~221" />
      <Function ID="112" Name="Effect 111" Display="'Effect 111'" Dmx="222~223" />
      <Function ID="113" Name="Effect 112" Display="'Effect 112'" Dmx="224~225" />
      <Function ID="114" Name="Effect 113" Display="'Effect 113'" Dmx="226~227" />
      <Function ID="115" Name="Effect 114" Display="'Effect 114'" Dmx="228~229" />
      <Function ID="116" Name="Effect 115" Display="'Effect 115'" Dmx="230~231" />
      <Function ID="117" Name="Effect 116" Display="'Effect 116'" Dmx="232~233" />
      <Function ID="118" Name="Effect 117" Display="'Effect 117'" Dmx="234~235" />
      <Function ID="119" Name="Effect 118" Display="'Effect 118'" Dmx="236~237" />
      <Function ID="120" Name="Effect 119" Display="'Effect 119'" Dmx="238~239" />
      <Function ID="121" Name="Effect 120" Display="'Effect 120'" Dmx="240~241" />
      <Function ID="122" Name="Effect 121" Display="'Effect 121'" Dmx="242~243" />
      <Function ID="123" Name="Effect 122" Display="'Effect 122'" Dmx="244~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" 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="Raw DMX" Display="'Raw DMX %.f',0~255" 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="150~255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="230" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="31919b27-4851-415d-9eef-7e968e441516" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="230" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5bcf398b-8223-4a5d-ab56-a087478a3425" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" />
      <Attribute ID="Pattern" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Speed" ChannelOffset="10" Wheel="23" />
      <Attribute ID="BG_Colour" ChannelOffset="11" Wheel="7" />
      <Attribute ID="BG_Dimmer" ChannelOffset="12" Wheel="6" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="43 DMX" Channels="43">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="230" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9fe67fc5-6308-4e50-a4fc-d72c80de8690" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="43" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="15" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="19" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="23" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="27" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="31" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="35" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="39" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="230" 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="White" ChannelOffset="4" Wheel="40" 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>
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</Swatch>
  </swatchLibrary>
</Fixture>