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Big Dipper LC006 (Big Dipper_LC006.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LC006" ShortName="LC006" Company="Big Dipper" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>86a8687e-dd13-4eb9-b267-cf1f26112859</Thumbnail>
  <History Date="31-05-24" Author="Nic Morris" Comment="Created (hopeless documentation.  complete nonsense.  made best guess)" Version="0" />
  <History Date="04-06-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9bdfa418-3a9f-4b38-b6dc-3b7e69edd061" />
  <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="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="Shutter" Name="Shutter" 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="Beam_FX" Name="Beam FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Beam_FX_Spd" />
      <Function ID="2" Name="Colour" Display="'Colour'" Dmx="1~50" Update="Beam_FX_Spd" />
      <Function ID="3" Name="Jump" Display="'Jump'" Dmx="51~100" Update="Beam_FX_Spd" />
      <Function ID="4" Name="Gradient" Display="'Gradient'" Dmx="101~150" Update="Beam_FX_Spd" />
      <Function ID="5" Name="Pulse" Display="'Pulse'" Dmx="151~200" Update="Beam_FX_Spd" />
      <Function ID="6" Name="Sound" Display="'Sound'" Dmx="201~255" Update="Beam_FX_Spd" />
    </Attribute>
    <Attribute ID="Beam_FX_Spd" Name="Beam FX Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Colour" ID="2" If="'Beam_FX'==2" />
      <Condition Name="Sound" ID="3" If="'Beam_FX'==6" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Ring_FX" Name="Ring FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Ring_FX_Spd" />
      <Function ID="2" Name="Colour" Display="'Colour'" Dmx="1~50" Update="Ring_FX_Spd" />
      <Function ID="3" Name="Jump 1" Display="'Jump 1'" Dmx="51~51" Update="Ring_FX_Spd" />
      <Function ID="4" Name="Jump 2" Display="'Jump 2'" Dmx="52~52" Update="Ring_FX_Spd" />
      <Function ID="5" Name="Jump 3" Display="'Jump 3'" Dmx="53~53" Update="Ring_FX_Spd" />
      <Function ID="6" Name="Jump 4" Display="'Jump 4'" Dmx="54~54" Update="Ring_FX_Spd" />
      <Function ID="7" Name="Jump 5" Display="'Jump 5'" Dmx="55~55" Update="Ring_FX_Spd" />
      <Function ID="8" Name="Jump 6" Display="'Jump 6'" Dmx="56~56" Update="Ring_FX_Spd" />
      <Function ID="9" Name="Jump 7" Display="'Jump 7'" Dmx="57~57" Update="Ring_FX_Spd" />
      <Function ID="10" Name="Jump 8" Display="'Jump 8'" Dmx="58~58" Update="Ring_FX_Spd" />
      <Function ID="11" Name="Jump 9" Display="'Jump 9'" Dmx="59~59" Update="Ring_FX_Spd" />
      <Function ID="12" Name="Jump 10" Display="'Jump 10'" Dmx="60~60" Update="Ring_FX_Spd" />
      <Function ID="13" Name="Jump 11" Display="'Jump 11'" Dmx="61~61" Update="Ring_FX_Spd" />
      <Function ID="14" Name="Jump 12" Display="'Jump 12'" Dmx="62~62" Update="Ring_FX_Spd" />
      <Function ID="15" Name="Jump 13" Display="'Jump 13'" Dmx="63~63" Update="Ring_FX_Spd" />
      <Function ID="16" Name="Jump 14" Display="'Jump 14'" Dmx="64~64" Update="Ring_FX_Spd" />
      <Function ID="17" Name="Jump 15" Display="'Jump 15'" Dmx="65~65" Update="Ring_FX_Spd" />
      <Function ID="18" Name="Jump 16" Display="'Jump 16'" Dmx="66~66" Update="Ring_FX_Spd" />
      <Function ID="19" Name="Jump 17" Display="'Jump 17'" Dmx="67~67" Update="Ring_FX_Spd" />
      <Function ID="20" Name="Jump 18" Display="'Jump 18'" Dmx="68~68" Update="Ring_FX_Spd" />
      <Function ID="21" Name="Jump 19" Display="'Jump 19'" Dmx="69~69" Update="Ring_FX_Spd" />
      <Function ID="22" Name="Jump 20" Display="'Jump 20'" Dmx="70~70" Update="Ring_FX_Spd" />
      <Function ID="23" Name="Jump 21" Display="'Jump 21'" Dmx="71~71" Update="Ring_FX_Spd" />
      <Function ID="24" Name="Jump 22" Display="'Jump 22'" Dmx="72~72" Update="Ring_FX_Spd" />
      <Function ID="25" Name="Jump 23" Display="'Jump 23'" Dmx="73~73" Update="Ring_FX_Spd" />
      <Function ID="26" Name="Jump 24" Display="'Jump 24'" Dmx="74~74" Update="Ring_FX_Spd" />
      <Function ID="27" Name="Jump 25" Display="'Jump 25'" Dmx="75~75" Update="Ring_FX_Spd" />
      <Function ID="28" Name="Jump 26" Display="'Jump 26'" Dmx="76~76" Update="Ring_FX_Spd" />
      <Function ID="29" Name="Jump 27" Display="'Jump 27'" Dmx="77~77" Update="Ring_FX_Spd" />
      <Function ID="30" Name="Jump 28" Display="'Jump 28'" Dmx="78~78" Update="Ring_FX_Spd" />
      <Function ID="31" Name="Jump 29" Display="'Jump 29'" Dmx="79~79" Update="Ring_FX_Spd" />
      <Function ID="32" Name="Jump 30" Display="'Jump 30'" Dmx="80~80" Update="Ring_FX_Spd" />
      <Function ID="33" Name="Jump 31" Display="'Jump 31'" Dmx="81~81" Update="Ring_FX_Spd" />
      <Function ID="34" Name="Jump 32" Display="'Jump 32'" Dmx="82~82" Update="Ring_FX_Spd" />
      <Function ID="35" Name="Jump 33" Display="'Jump 33'" Dmx="83~83" Update="Ring_FX_Spd" />
      <Function ID="36" Name="Jump 34" Display="'Jump 34'" Dmx="84~84" Update="Ring_FX_Spd" />
      <Function ID="37" Name="Jump 35" Display="'Jump 35'" Dmx="85~85" Update="Ring_FX_Spd" />
      <Function ID="38" Name="Jump 36" Display="'Jump 36'" Dmx="86~86" Update="Ring_FX_Spd" />
      <Function ID="39" Name="Jump 37" Display="'Jump 37'" Dmx="87~87" Update="Ring_FX_Spd" />
      <Function ID="40" Name="Jump 38" Display="'Jump 38'" Dmx="88~88" Update="Ring_FX_Spd" />
      <Function ID="41" Name="Jump 39" Display="'Jump 39'" Dmx="89~89" Update="Ring_FX_Spd" />
      <Function ID="42" Name="Jump 40" Display="'Jump 40'" Dmx="90~90" Update="Ring_FX_Spd" />
      <Function ID="43" Name="Jump 41" Display="'Jump 41'" Dmx="91~91" Update="Ring_FX_Spd" />
      <Function ID="44" Name="Jump 42" Display="'Jump 42'" Dmx="92~92" Update="Ring_FX_Spd" />
      <Function ID="45" Name="Jump 43" Display="'Jump 43'" Dmx="93~93" Update="Ring_FX_Spd" />
      <Function ID="46" Name="Jump 44" Display="'Jump 44'" Dmx="94~94" Update="Ring_FX_Spd" />
      <Function ID="47" Name="Jump 45" Display="'Jump 45'" Dmx="95~95" Update="Ring_FX_Spd" />
      <Function ID="48" Name="Jump 46" Display="'Jump 46'" Dmx="96~96" Update="Ring_FX_Spd" />
      <Function ID="49" Name="Jump 47" Display="'Jump 47'" Dmx="97~97" Update="Ring_FX_Spd" />
      <Function ID="50" Name="Jump 48" Display="'Jump 48'" Dmx="98~98" Update="Ring_FX_Spd" />
      <Function ID="51" Name="Jump All" Display="'Jump All'" Dmx="99~100" Update="Ring_FX_Spd" />
      <Function ID="52" Name="Gradient 1" Display="'Gradient 1'" Dmx="101~101" Update="Ring_FX_Spd" />
      <Function ID="53" Name="Gradient 2" Display="'Gradient 2'" Dmx="102~102" Update="Ring_FX_Spd" />
      <Function ID="54" Name="Gradient 3" Display="'Gradient 3'" Dmx="103~103" Update="Ring_FX_Spd" />
      <Function ID="55" Name="Gradient 4" Display="'Gradient 4'" Dmx="104~104" Update="Ring_FX_Spd" />
      <Function ID="56" Name="Gradient 5" Display="'Gradient 5'" Dmx="105~105" Update="Ring_FX_Spd" />
      <Function ID="57" Name="Gradient 6" Display="'Gradient 6'" Dmx="106~106" Update="Ring_FX_Spd" />
      <Function ID="58" Name="Gradient 7" Display="'Gradient 7'" Dmx="107~107" Update="Ring_FX_Spd" />
      <Function ID="59" Name="Gradient 8" Display="'Gradient 8'" Dmx="108~108" Update="Ring_FX_Spd" />
      <Function ID="60" Name="Gradient 9" Display="'Gradient 9'" Dmx="109~109" Update="Ring_FX_Spd" />
      <Function ID="61" Name="Gradient 10" Display="'Gradient 10'" Dmx="110~110" Update="Ring_FX_Spd" />
      <Function ID="62" Name="Gradient 11" Display="'Gradient 11'" Dmx="111~111" Update="Ring_FX_Spd" />
      <Function ID="63" Name="Gradient 12" Display="'Gradient 12'" Dmx="112~112" Update="Ring_FX_Spd" />
      <Function ID="64" Name="Gradient 13" Display="'Gradient 13'" Dmx="113~113" Update="Ring_FX_Spd" />
      <Function ID="65" Name="Gradient 14" Display="'Gradient 14'" Dmx="114~114" Update="Ring_FX_Spd" />
      <Function ID="66" Name="Gradient 15" Display="'Gradient 15'" Dmx="115~115" Update="Ring_FX_Spd" />
      <Function ID="67" Name="Gradient 16" Display="'Gradient 16'" Dmx="116~116" Update="Ring_FX_Spd" />
      <Function ID="68" Name="Gradient 17" Display="'Gradient 17'" Dmx="117~117" Update="Ring_FX_Spd" />
      <Function ID="69" Name="Gradient 18" Display="'Gradient 18'" Dmx="118~118" Update="Ring_FX_Spd" />
      <Function ID="70" Name="Gradient 19" Display="'Gradient 19'" Dmx="119~119" Update="Ring_FX_Spd" />
      <Function ID="71" Name="Gradient 20" Display="'Gradient 20'" Dmx="120~120" Update="Ring_FX_Spd" />
      <Function ID="72" Name="Gradient 21" Display="'Gradient 21'" Dmx="121~121" Update="Ring_FX_Spd" />
      <Function ID="73" Name="Gradient 22" Display="'Gradient 22'" Dmx="122~122" Update="Ring_FX_Spd" />
      <Function ID="74" Name="Gradient 23" Display="'Gradient 23'" Dmx="123~123" Update="Ring_FX_Spd" />
      <Function ID="75" Name="Gradient 24" Display="'Gradient 24'" Dmx="124~124" Update="Ring_FX_Spd" />
      <Function ID="76" Name="Gradient 25" Display="'Gradient 25'" Dmx="125~125" Update="Ring_FX_Spd" />
      <Function ID="77" Name="Gradient 26" Display="'Gradient 26'" Dmx="126~126" Update="Ring_FX_Spd" />
      <Function ID="78" Name="Gradient 27" Display="'Gradient 27'" Dmx="127~127" Update="Ring_FX_Spd" />
      <Function ID="79" Name="Gradient 28" Display="'Gradient 28'" Dmx="128~128" Update="Ring_FX_Spd" />
      <Function ID="80" Name="Gradient 29" Display="'Gradient 29'" Dmx="129~129" Update="Ring_FX_Spd" />
      <Function ID="81" Name="Gradient 30" Display="'Gradient 30'" Dmx="130~130" Update="Ring_FX_Spd" />
      <Function ID="82" Name="Gradient 31" Display="'Gradient 31'" Dmx="131~131" Update="Ring_FX_Spd" />
      <Function ID="83" Name="Gradient 32" Display="'Gradient 32'" Dmx="132~132" Update="Ring_FX_Spd" />
      <Function ID="84" Name="Gradient 33" Display="'Gradient 33'" Dmx="133~133" Update="Ring_FX_Spd" />
      <Function ID="85" Name="Gradient 34" Display="'Gradient 34'" Dmx="134~134" Update="Ring_FX_Spd" />
      <Function ID="86" Name="Gradient 35" Display="'Gradient 35'" Dmx="135~135" Update="Ring_FX_Spd" />
      <Function ID="87" Name="Gradient 36" Display="'Gradient 36'" Dmx="136~136" Update="Ring_FX_Spd" />
      <Function ID="88" Name="Gradient 37" Display="'Gradient 37'" Dmx="137~137" Update="Ring_FX_Spd" />
      <Function ID="89" Name="Gradient 38" Display="'Gradient 38'" Dmx="138~138" Update="Ring_FX_Spd" />
      <Function ID="90" Name="Gradient 39" Display="'Gradient 39'" Dmx="139~139" Update="Ring_FX_Spd" />
      <Function ID="91" Name="Gradient 40" Display="'Gradient 40'" Dmx="140~140" Update="Ring_FX_Spd" />
      <Function ID="92" Name="Gradient 41" Display="'Gradient 41'" Dmx="141~141" Update="Ring_FX_Spd" />
      <Function ID="93" Name="Gradient 42" Display="'Gradient 42'" Dmx="142~142" Update="Ring_FX_Spd" />
      <Function ID="94" Name="Gradient 43" Display="'Gradient 43'" Dmx="143~143" Update="Ring_FX_Spd" />
      <Function ID="95" Name="Gradient 44" Display="'Gradient 44'" Dmx="144~144" Update="Ring_FX_Spd" />
      <Function ID="96" Name="Gradient 45" Display="'Gradient 45'" Dmx="145~145" Update="Ring_FX_Spd" />
      <Function ID="97" Name="Gradient 46" Display="'Gradient 46'" Dmx="146~146" Update="Ring_FX_Spd" />
      <Function ID="98" Name="Gradient 47" Display="'Gradient 47'" Dmx="147~147" Update="Ring_FX_Spd" />
      <Function ID="99" Name="Gradient 48" Display="'Gradient 48'" Dmx="148~148" Update="Ring_FX_Spd" />
      <Function ID="100" Name="Gradient All" Display="'Gradient All'" Dmx="149~150" Update="Ring_FX_Spd" />
      <Function ID="101" Name="Pulse 1" Display="'Pulse 1'" Dmx="151~151" Update="Ring_FX_Spd" />
      <Function ID="102" Name="Pulse 2" Display="'Pulse 2'" Dmx="152~152" Update="Ring_FX_Spd" />
      <Function ID="103" Name="Pulse 3" Display="'Pulse 3'" Dmx="153~153" Update="Ring_FX_Spd" />
      <Function ID="104" Name="Pulse 4" Display="'Pulse 4'" Dmx="154~154" Update="Ring_FX_Spd" />
      <Function ID="105" Name="Pulse 5" Display="'Pulse 5'" Dmx="155~155" Update="Ring_FX_Spd" />
      <Function ID="106" Name="Pulse 6" Display="'Pulse 6'" Dmx="156~156" Update="Ring_FX_Spd" />
      <Function ID="107" Name="Pulse 7" Display="'Pulse 7'" Dmx="157~157" Update="Ring_FX_Spd" />
      <Function ID="108" Name="Pulse 8" Display="'Pulse 8'" Dmx="158~158" Update="Ring_FX_Spd" />
      <Function ID="109" Name="Pulse 9" Display="'Pulse 9'" Dmx="159~159" Update="Ring_FX_Spd" />
      <Function ID="110" Name="Pulse 10" Display="'Pulse 10'" Dmx="160~160" Update="Ring_FX_Spd" />
      <Function ID="111" Name="Pulse 11" Display="'Pulse 11'" Dmx="161~161" Update="Ring_FX_Spd" />
      <Function ID="112" Name="Pulse 12" Display="'Pulse 12'" Dmx="162~162" Update="Ring_FX_Spd" />
      <Function ID="113" Name="Pulse 13" Display="'Pulse 13'" Dmx="163~163" Update="Ring_FX_Spd" />
      <Function ID="114" Name="Pulse 14" Display="'Pulse 14'" Dmx="164~164" Update="Ring_FX_Spd" />
      <Function ID="115" Name="Pulse 15" Display="'Pulse 15'" Dmx="165~165" Update="Ring_FX_Spd" />
      <Function ID="116" Name="Pulse 16" Display="'Pulse 16'" Dmx="166~166" Update="Ring_FX_Spd" />
      <Function ID="117" Name="Pulse 17" Display="'Pulse 17'" Dmx="167~167" Update="Ring_FX_Spd" />
      <Function ID="118" Name="Pulse 18" Display="'Pulse 18'" Dmx="168~168" Update="Ring_FX_Spd" />
      <Function ID="119" Name="Pulse 19" Display="'Pulse 19'" Dmx="169~169" Update="Ring_FX_Spd" />
      <Function ID="120" Name="Pulse 20" Display="'Pulse 20'" Dmx="170~170" Update="Ring_FX_Spd" />
      <Function ID="121" Name="Pulse 21" Display="'Pulse 21'" Dmx="171~171" Update="Ring_FX_Spd" />
      <Function ID="122" Name="Pulse 22" Display="'Pulse 22'" Dmx="172~172" Update="Ring_FX_Spd" />
      <Function ID="123" Name="Pulse 23" Display="'Pulse 23'" Dmx="173~173" Update="Ring_FX_Spd" />
      <Function ID="124" Name="Pulse 24" Display="'Pulse 24'" Dmx="174~174" Update="Ring_FX_Spd" />
      <Function ID="125" Name="Pulse 25" Display="'Pulse 25'" Dmx="175~175" Update="Ring_FX_Spd" />
      <Function ID="126" Name="Pulse 26" Display="'Pulse 26'" Dmx="176~176" Update="Ring_FX_Spd" />
      <Function ID="127" Name="Pulse 27" Display="'Pulse 27'" Dmx="177~177" Update="Ring_FX_Spd" />
      <Function ID="128" Name="Pulse 28" Display="'Pulse 28'" Dmx="178~178" Update="Ring_FX_Spd" />
      <Function ID="129" Name="Pulse 29" Display="'Pulse 29'" Dmx="179~179" Update="Ring_FX_Spd" />
      <Function ID="130" Name="Pulse 30" Display="'Pulse 30'" Dmx="180~180" Update="Ring_FX_Spd" />
      <Function ID="131" Name="Pulse 31" Display="'Pulse 31'" Dmx="181~181" Update="Ring_FX_Spd" />
      <Function ID="132" Name="Pulse 32" Display="'Pulse 32'" Dmx="182~182" Update="Ring_FX_Spd" />
      <Function ID="133" Name="Pulse 33" Display="'Pulse 33'" Dmx="183~183" Update="Ring_FX_Spd" />
      <Function ID="134" Name="Pulse 34" Display="'Pulse 34'" Dmx="184~184" Update="Ring_FX_Spd" />
      <Function ID="135" Name="Pulse 35" Display="'Pulse 35'" Dmx="185~185" Update="Ring_FX_Spd" />
      <Function ID="136" Name="Pulse 36" Display="'Pulse 36'" Dmx="186~186" Update="Ring_FX_Spd" />
      <Function ID="137" Name="Pulse 37" Display="'Pulse 37'" Dmx="187~187" Update="Ring_FX_Spd" />
      <Function ID="138" Name="Pulse 38" Display="'Pulse 38'" Dmx="188~188" Update="Ring_FX_Spd" />
      <Function ID="139" Name="Pulse 39" Display="'Pulse 39'" Dmx="189~189" Update="Ring_FX_Spd" />
      <Function ID="140" Name="Pulse 40" Display="'Pulse 40'" Dmx="190~190" Update="Ring_FX_Spd" />
      <Function ID="141" Name="Pulse 41" Display="'Pulse 41'" Dmx="191~191" Update="Ring_FX_Spd" />
      <Function ID="142" Name="Pulse 42" Display="'Pulse 42'" Dmx="192~192" Update="Ring_FX_Spd" />
      <Function ID="143" Name="Pulse 43" Display="'Pulse 43'" Dmx="193~193" Update="Ring_FX_Spd" />
      <Function ID="144" Name="Pulse 44" Display="'Pulse 44'" Dmx="194~194" Update="Ring_FX_Spd" />
      <Function ID="145" Name="Pulse 45" Display="'Pulse 45'" Dmx="195~195" Update="Ring_FX_Spd" />
      <Function ID="146" Name="Pulse 46" Display="'Pulse 46'" Dmx="196~196" Update="Ring_FX_Spd" />
      <Function ID="147" Name="Pulse 47" Display="'Pulse 47'" Dmx="197~197" Update="Ring_FX_Spd" />
      <Function ID="148" Name="Pulse 48" Display="'Pulse 48'" Dmx="198~198" Update="Ring_FX_Spd" />
      <Function ID="149" Name="Pulse All" Display="'Pulse All'" Dmx="199~200" Update="Ring_FX_Spd" />
      <Function ID="150" Name="Sound" Display="'Sound'" Dmx="201~255" Update="Ring_FX_Spd" />
    </Attribute>
    <Attribute ID="Ring_FX_Spd" Name="Ring FX Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Colour" ID="2" If="'Ring_FX'==2" />
      <Condition Name="Sound" ID="3" If="'Ring_FX'==150" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Sensitivity" 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="A001, 13 DMX" Channels="13" Id="99d1c7e2-b80e-4a2a-827a-82772cb2f373">
    <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="1dff8317-7d62-4e78-ae8e-9961af925aec" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" 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="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Beam_FX" ChannelOffset="10" Wheel="22" />
        <Attribute ID="Beam_FX_Spd" ChannelOffset="11" Wheel="23" />
        <Attribute ID="Ring_FX" ChannelOffset="12" Wheel="52" />
        <Attribute ID="Ring_FX_Spd" ChannelOffset="13" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="2" ModeLink="RGBW 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="Ring" ChannelOffset="6" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="D001, 13 DMX" Channels="13" Id="77b71a45-408a-4db0-992f-c04d6a432b16">
    <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="19e71a96-0d58-46ce-8783-7861f879ee62" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Beam_FX" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Beam_FX_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Ring_FX" ChannelOffset="5" Wheel="52" />
        <Attribute ID="Ring_FX_Spd" ChannelOffset="6" Wheel="53" />
        <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="Beam" ChannelOffset="7" ModeLink="RGBW 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="Ring" ChannelOffset="11" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="208af2d0-21a8-448e-bbca-52e8b2387747">
    <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>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="f428a576-ad5d-4796-b46d-feac2922f8b0">
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>