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Sagitter Huracan Panel RGBW IP65 (SG HURACANPN) (Sagitter_Huracan Panel RGBW IP65 (SG HURACANPN).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Huracan Panel RGBW IP65 (SG HURACANPN)" ShortName="HuracanPnl" Company="Sagitter" Version="0">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>4ff29e37-4eb6-4087-927f-65a165c42f36</Thumbnail>
  <History Date="21-01-26" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="996d49e1-b863-46af-8208-0310da65c56d" />
  <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="Strobe_Rate" Name="Strobe Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Strobe_FX" Name="Strobe FX" 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 %.f%%',0~100" Dmx="5~49" />
      <Function ID="3" Name="Rnd All" Display="'Rnd All %.f%%',0~100" Dmx="155~199" />
      <Function ID="4" Name="Rnd Pix" Display="'Rnd Pix %.f%%',0~100" Dmx="205~249" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="55~99" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="105~149" />
    </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="FG_Colour" Name="FG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour Mix" Display="'Colour Mix %.1f%%',0.0~100.0" Dmx="8~223" Colour="255,255,255" />
      <Function ID="3" Name="Pink" Display="'Pink'" Dmx="224~227" Colour="255,150,150" />
      <Function ID="4" Name="Rose Red" Display="'Rose Red'" Dmx="228~231" Colour="255,0,127" />
      <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="232~235" Colour="128,255,0" />
      <Function ID="6" Name="Dark Green" Display="'Dark Green'" Dmx="236~239" Colour="0,180,0" />
      <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="240~243" Colour="0,128,255" />
      <Function ID="8" Name="Dark Blue" Display="'Dark Blue'" Dmx="244~247" Colour="0,0,180" />
      <Function ID="9" Name="RGB Full" Display="'RGB Full'" Dmx="248~251" Colour="255,255,255" />
      <Function ID="10" Name="RGBW Full" Display="'RGBW Full'" Dmx="252~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="CTC C-Mix" Display="'CTC C-Mix %.fK',2500~10000" Dmx="10~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="FX" Name="FX" 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" />
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      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="82~83" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="84~85" />
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      <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" />
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      <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="244~245" />
      <Function ID="124" Name="Effect 123" Display="'Effect 123'" Dmx="246~247" />
      <Function ID="125" Name="Effect 124" Display="'Effect 124'" Dmx="248~249" />
      <Function ID="126" Name="Effect 125" Display="'Effect 125'" Dmx="250~251" />
      <Function ID="127" Name="Effect 126" Display="'Effect 126'" Dmx="252~253" />
      <Function ID="128" Name="Effect 127" Display="'Effect 127'" Dmx="254~255" />
    </Attribute>
    <Attribute ID="FX_Spd" Name="FX 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="FX_Direction" Name="FX Direction" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="BG Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Col_Dimmer" Name="BG Col 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>
    <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="Sector Mapping/Pattern Dir. Default" Display="'Sector Mapping/Pattern Dir. Default'" Dmx="42~83" />
      <Function ID="3" Name="Sector Mapping/Pattern Dir. Swapped" Display="'Sector Mapping/Pattern Dir. Swapped'" Dmx="84~125" />
      <Function ID="4" Name="Fan Control Off" Display="'Fan Control Off'" Dmx="126~167" />
      <Function ID="5" Name="Fan Control On" Display="'Fan Control On'" Dmx="168~209" />
      <Function ID="6" Name="Reset" Display="'Reset'" Dmx="210~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX (Sector Mapping Default)" Channels="4" Id="f29af66d-7734-4bc7-b378-8e2af76d6a2f">
    <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="a7834462-5341-434d-9f89-0620bd55ca25" />
    <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>
  <Mode Name="6 DMX (Sector Mapping Default)" Channels="6" Id="a92eb1cb-2b67-4181-ab80-d64e30c3f606">
    <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="9f3d0e57-b463-491e-a8c8-66c89b1fbc93" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_FX" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="15 DMX (Sector Mapping Default)" Channels="15" Id="45554a08-289d-41ec-959a-404bccb4ea68">
    <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="373b9ce4-0175-4700-a0d8-e1f6d48a4d79" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_Rate" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Strobe_FX" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="FG_Colour" ChannelOffset="8" Wheel="7" />
      <Attribute ID="CTC" ChannelOffset="9" Wheel="8" />
      <Attribute ID="FX" ChannelOffset="10" Wheel="22" />
      <Attribute ID="FX_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="FX_Direction" ChannelOffset="12" Wheel="24" />
      <Attribute ID="BG_Colour" ChannelOffset="13" Wheel="9" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="14" Wheel="34" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="15 DMX (Sector Mapping Swap)" Channels="15" Id="1dde6c29-bef7-4bd6-b9aa-4c9def615f45">
    <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="21f7addb-deb4-43f2-824e-9c117b8eb19a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_Rate" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Strobe_FX" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="FG_Colour" ChannelOffset="8" Wheel="7" />
      <Attribute ID="CTC" ChannelOffset="9" Wheel="8" />
      <Attribute ID="FX" ChannelOffset="10" Wheel="22" />
      <Attribute ID="FX_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="FX_Direction" ChannelOffset="12" Wheel="24" />
      <Attribute ID="BG_Colour" ChannelOffset="13" Wheel="9" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="14" Wheel="34" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="120 DMX (Sector Mapping Default)" Channels="120" Id="5fffca5e-e800-430d-8fa4-add117d3c131">
    <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="6aa99177-9cb6-42b0-87e3-d4a70d038d95" />
    <Include />
    <Cells>
      <Master>
        <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" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" 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="5" ModeLink="Cell" X="1" 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="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
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      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="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" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="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" Legend="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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</Fixture>