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ACME Thunder IP (BL-200 CP IP) (ACME_Thunder IP (BL-200 CP IP).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Thunder IP (BL-200 CP IP)" ShortName="Thunder IP" Company="ACME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>010bc69e-19e4-4c34-9201-ae240feaa827</Thumbnail>
  <History Date="12-04-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="16-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="21c05cf5-20c7-4cb6-a783-e4d5a7114d6a" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="10~16" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="17~23" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~30" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="31~37" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="38~44" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="45~51" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="52~58" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="59~65" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="66~72" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="73~79" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="80~86" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="87~93" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="94~100" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="101~107" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="108~114" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="115~121" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="122~128" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="129~135" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="136~142" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="143~149" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="150~156" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="157~163" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="164~170" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="171~177" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="178~184" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="185~191" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="192~198" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="199~205" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="206~212" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="213~219" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="220~226" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="227~233" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="234~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2500K" Display="'2500K'" Dmx="248~255" Colour="0,0,0" />
      <Function ID="3" Name="2600K" Display="'2600K'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="4" Name="2700K" Display="'2700K'" Dmx="239~243" Colour="0,0,0" />
      <Function ID="5" Name="2800K" Display="'2800K'" Dmx="235~238" Colour="0,0,0" />
      <Function ID="6" Name="2900K" Display="'2900K'" Dmx="230~234" Colour="0,0,0" />
      <Function ID="7" Name="3000K" Display="'3000K'" Dmx="226~229" Colour="0,0,0" />
      <Function ID="8" Name="3100K" Display="'3100K'" Dmx="221~225" Colour="0,0,0" />
      <Function ID="9" Name="3200K" Display="'3200K'" Dmx="217~220" Colour="0,0,0" />
      <Function ID="10" Name="3300K" Display="'3300K'" Dmx="212~216" Colour="0,0,0" />
      <Function ID="11" Name="3400K" Display="'3400K'" Dmx="208~211" Colour="0,0,0" />
      <Function ID="12" Name="3500K" Display="'3500K'" Dmx="203~207" Colour="0,0,0" />
      <Function ID="13" Name="3600K" Display="'3600K'" Dmx="199~202" Colour="0,0,0" />
      <Function ID="14" Name="3700K" Display="'3700K'" Dmx="194~198" Colour="0,0,0" />
      <Function ID="15" Name="3800K" Display="'3800K'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="16" Name="3900K" Display="'3900K'" Dmx="185~189" Colour="0,0,0" />
      <Function ID="17" Name="4000K" Display="'4000K'" Dmx="181~184" Colour="0,0,0" />
      <Function ID="18" Name="4100K" Display="'4100K'" Dmx="176~180" Colour="0,0,0" />
      <Function ID="19" Name="4200K" Display="'4200K'" Dmx="172~175" Colour="0,0,0" />
      <Function ID="20" Name="4300K" Display="'4300K'" Dmx="167~171" Colour="0,0,0" />
      <Function ID="21" Name="4400K" Display="'4400K'" Dmx="163~166" Colour="0,0,0" />
      <Function ID="22" Name="4500K" Display="'4500K'" Dmx="158~162" Colour="0,0,0" />
      <Function ID="23" Name="4600K" Display="'4600K'" Dmx="154~157" Colour="0,0,0" />
      <Function ID="24" Name="4700K" Display="'4700K'" Dmx="149~153" Colour="0,0,0" />
      <Function ID="25" Name="4800K" Display="'4800K'" Dmx="145~148" Colour="0,0,0" />
      <Function ID="26" Name="4900K" Display="'4900K'" Dmx="140~144" Colour="0,0,0" />
      <Function ID="27" Name="5000K" Display="'5000K'" Dmx="136~139" Colour="0,0,0" />
      <Function ID="28" Name="5100K" Display="'5100K'" Dmx="131~135" Colour="0,0,0" />
      <Function ID="29" Name="5200K" Display="'5200K'" Dmx="127~130" Colour="0,0,0" />
      <Function ID="30" Name="5300K" Display="'5300K'" Dmx="122~126" Colour="0,0,0" />
      <Function ID="31" Name="5400K" Display="'5400K'" Dmx="118~121" Colour="0,0,0" />
      <Function ID="32" Name="5500K" Display="'5500K'" Dmx="113~117" Colour="0,0,0" />
      <Function ID="33" Name="5600K" Display="'5600K'" Dmx="109~112" Colour="0,0,0" />
      <Function ID="34" Name="5700K" Display="'5700K'" Dmx="104~108" Colour="0,0,0" />
      <Function ID="35" Name="5800K" Display="'5800K'" Dmx="100~103" Colour="0,0,0" />
      <Function ID="36" Name="5900K" Display="'5900K'" Dmx="95~99" Colour="0,0,0" />
      <Function ID="37" Name="6000K" Display="'6000K'" Dmx="91~94" Colour="0,0,0" />
      <Function ID="38" Name="6100K" Display="'6100K'" Dmx="86~90" Colour="0,0,0" />
      <Function ID="39" Name="6200K" Display="'6200K'" Dmx="82~85" Colour="0,0,0" />
      <Function ID="40" Name="6300K" Display="'6300K'" Dmx="77~81" Colour="0,0,0" />
      <Function ID="41" Name="6400K" Display="'6400K'" Dmx="73~76" Colour="0,0,0" />
      <Function ID="42" Name="6500K" Display="'6500K'" Dmx="68~72" Colour="0,0,0" />
      <Function ID="43" Name="6600K" Display="'6600K'" Dmx="64~67" Colour="0,0,0" />
      <Function ID="44" Name="6700K" Display="'6700K'" Dmx="59~63" Colour="0,0,0" />
      <Function ID="45" Name="6800K" Display="'6800K'" Dmx="55~58" Colour="0,0,0" />
      <Function ID="46" Name="6900K" Display="'6900K'" Dmx="50~54" Colour="0,0,0" />
      <Function ID="47" Name="7000K" Display="'7000K'" Dmx="46~49" Colour="0,0,0" />
      <Function ID="48" Name="7100K" Display="'7100K'" Dmx="41~45" Colour="0,0,0" />
      <Function ID="49" Name="7200K" Display="'7200K'" Dmx="37~40" Colour="0,0,0" />
      <Function ID="50" Name="7300K" Display="'7300K'" Dmx="32~36" Colour="0,0,0" />
      <Function ID="51" Name="7400K" Display="'7400K'" Dmx="28~31" Colour="0,0,0" />
      <Function ID="52" Name="7500K" Display="'7500K'" Dmx="23~27" Colour="0,0,0" />
      <Function ID="53" Name="7600K" Display="'7600K'" Dmx="19~22" Colour="0,0,0" />
      <Function ID="54" Name="7700K" Display="'7700K'" Dmx="14~18" Colour="0,0,0" />
      <Function ID="55" Name="7800K" Display="'7800K'" Dmx="10~13" Colour="0,0,0" />
      <Function ID="56" Name="7900K" Display="'7900K'" Dmx="5~9" Colour="0,0,0" />
      <Function ID="57" Name="8000K" Display="'8000K'" Dmx="1~4" Colour="0,0,0" />
    </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="Dim Linear" Display="'Dim Linear'" Dmx="30~39" />
      <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" />
      <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" />
      <Function ID="6" Name="LED Freq Setting Enable" Display="'LED Freq Setting Enable'" Dmx="100~109" />
      <Function ID="7" Name="LED Freq Setting Disable" Display="'LED Freq Setting Disable'" Dmx="110~119" />
      <Function ID="8" Name="900Hz" Display="'900Hz'" Dmx="123~123" />
      <Function ID="9" Name="1000Hz" Display="'1000Hz'" Dmx="124~124" />
      <Function ID="10" Name="1100Hz" Display="'1100Hz'" Dmx="125~125" />
      <Function ID="11" Name="1200Hz" Display="'1200Hz'" Dmx="126~126" />
      <Function ID="12" Name="1300Hz" Display="'1300Hz'" Dmx="127~127" />
      <Function ID="13" Name="1400Hz" Display="'1400Hz'" Dmx="128~128" />
      <Function ID="14" Name="1500Hz" Display="'1500Hz'" Dmx="129~129" />
      <Function ID="15" Name="2500Hz" Display="'2500Hz'" Dmx="130~130" />
      <Function ID="16" Name="4000Hz" Display="'4000Hz'" Dmx="131~131" />
      <Function ID="17" Name="5000Hz" Display="'5000Hz'" Dmx="132~132" />
      <Function ID="18" Name="6000Hz" Display="'6000Hz'" Dmx="133~133" />
      <Function ID="19" Name="10kHz" Display="'10kHz'" Dmx="134~134" />
      <Function ID="20" Name="15kHz" Display="'15kHz'" Dmx="135~135" />
      <Function ID="21" Name="20kHz" Display="'20kHz'" Dmx="136~136" />
      <Function ID="22" Name="25kHz" Display="'25kHz'" Dmx="137~137" />
      <Function ID="23" Name="Reset" Display="'Reset'" Dmx="200~209" />
      <Function ID="24" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" />
      <Function ID="25" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" />
      <Function ID="26" Name="Pixel Order Invert" Display="'Pixel Order Invert'" Dmx="230~239" />
      <Function ID="27" Name="Pixel Order Normal" Display="'Pixel Order Normal'" Dmx="240~249" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rate" Name="Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="6~50" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="51~100" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="101~150" />
      <Function ID="5" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10" Id="9e6fc1fe-8d74-40f6-91e8-03b1bb04188e">
    <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="ae3499a9-2766-46c5-a046-9f7bdcc2a4ff" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <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="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="b7c29ab1-886f-4c78-852e-56361540913d">
    <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="0d1748c9-696d-4f0c-9117-6fdce41542eb" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2,3" Wheel="4" />
        <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="16" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" 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="8" 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="12" 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>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="aec0b9a7-b520-4b30-b847-1ddd5775516c">
    <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="46adbd6f-c173-4b27-b2e2-d036d1ae2247" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="7" Wheel="34" />
      <Attribute ID="Rate" ChannelOffset="8" Wheel="6" />
      <Attribute ID="Effect" ChannelOffset="9" Wheel="35" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="6ceab2ca-a9b6-4307-88c5-77ac8ab2aefc">
    <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="21d479db-ef84-4458-9770-8c10262f3c00" />
    <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" />
        <Attribute ID="Master_Dimmer" ChannelOffset="13,14" Wheel="4" />
        <Attribute ID="Duration" ChannelOffset="15" Wheel="34" />
        <Attribute ID="Rate" ChannelOffset="16" Wheel="6" />
        <Attribute ID="Effect" ChannelOffset="17" Wheel="35" />
        <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
      </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="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="9" 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>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="e78ec79f-0a8e-4a60-bb5b-075b913f9bdd">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:25" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pixel Order Invert">
      <Set Channel="Control:26" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pixel Order Normal">
      <Set Channel="Control:27" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq Setting Enable">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq Setting Disable">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="900Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1000Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1100Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1200Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1300Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1400Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1500Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="2500Hz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="4000Hz">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="5000Hz">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="6000Hz">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="10kHz">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="15kHz">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="20kHz">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="25kHz">
      <Set Channel="Control:22" 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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>