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American DJ Encore LP5IP (American DJ_Encore LP5IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Encore LP5IP" ShortName="Enc LP5IP" Company="American DJ" Version="3">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>ec6ed764-3d71-4d55-8eb6-071225820c19</Thumbnail>
  <History Date="08-02-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="10-02-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="23-07-22" Author="Nic Morris" Comment="Created from American DJ Encore LP12IP" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9b67762a-867c-4bae-8b32-022f1bf9466a" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" />
    </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="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" Colour="0,0,0" />
      <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" Colour="0,0,0" />
      <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" Colour="0,0,0" />
      <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" Colour="0,0,0" />
      <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" Colour="0,0,0" />
      <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" Colour="0,0,0" />
      <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" Colour="0,0,0" />
      <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" Colour="0,0,0" />
      <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" Colour="0,0,0" />
      <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" Colour="0,0,0" />
      <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" Colour="0,0,0" />
      <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" Colour="0,0,0" />
      <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" Colour="0,0,0" />
      <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:2700" PowerOn="1:2700" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2700~7000" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="CTO_Macro" Name="CTO Macro" 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="2700K" Display="'2700K'" Dmx="1~54" Colour="255,255,255" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="55~109" Colour="255,255,255" />
      <Function ID="4" Name="4000K" Display="'4000K'" Dmx="110~164" Colour="255,255,255" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="165~219" Colour="255,255,255" />
      <Function ID="6" Name="6500K" Display="'6500K'" Dmx="220~255" Colour="255,255,255" />
    </Attribute>
    <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 %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="32~63" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="64~95" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="96~127" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="128~159" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="160~191" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="192~223" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Auto_Fade" Name="Auto Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Standard" Display="'Standard'" Dmx="21~40" />
      <Function ID="3" Name="Stage" Display="'Stage'" Dmx="41~60" />
      <Function ID="4" Name="TV" Display="'TV'" Dmx="61~80" />
      <Function ID="5" Name="Architectural" Display="'Architectural'" Dmx="81~100" />
      <Function ID="6" Name="Theatre" Display="'Theatre'" Dmx="101~120" />
      <Function ID="7" Name="Stage 2" Display="'Stage 2'" Dmx="121~140" />
      <Function ID="8" Name="Dim Spd 0.1s" Display="'Dim Spd 0.1s'" Dmx="141~141" />
      <Function ID="9" Name="Dim Spd 0.2s" Display="'Dim Spd 0.2s'" Dmx="142~142" />
      <Function ID="10" Name="Dim Spd 0.3s" Display="'Dim Spd 0.3s'" Dmx="143~143" />
      <Function ID="11" Name="Dim Spd 0.4s" Display="'Dim Spd 0.4s'" Dmx="144~144" />
      <Function ID="12" Name="Dim Spd 0.5s" Display="'Dim Spd 0.5s'" Dmx="145~145" />
      <Function ID="13" Name="Dim Spd 0.6s" Display="'Dim Spd 0.6s'" Dmx="146~146" />
      <Function ID="14" Name="Dim Spd 0.7s" Display="'Dim Spd 0.7s'" Dmx="147~147" />
      <Function ID="15" Name="Dim Spd 0.8s" Display="'Dim Spd 0.8s'" Dmx="148~148" />
      <Function ID="16" Name="Dim Spd 0.9s" Display="'Dim Spd 0.9s'" Dmx="149~149" />
      <Function ID="17" Name="Dim Spd 1.0s" Display="'Dim Spd 1.0s'" Dmx="150~150" />
      <Function ID="18" Name="Dim Spd 1.5s" Display="'Dim Spd 1.5s'" Dmx="151~151" />
      <Function ID="19" Name="Dim Spd 2.0s" Display="'Dim Spd 2.0s'" Dmx="152~152" />
      <Function ID="20" Name="Dim Spd 3.0s" Display="'Dim Spd 3.0s'" Dmx="153~153" />
      <Function ID="21" Name="Dim Spd 4.0s" Display="'Dim Spd 4.0s'" Dmx="154~154" />
      <Function ID="22" Name="Dim Spd 5.0s" Display="'Dim Spd 5.0s'" Dmx="155~155" />
      <Function ID="23" Name="Dim Spd 6.0s" Display="'Dim Spd 6.0s'" Dmx="156~156" />
      <Function ID="24" Name="Dim Spd 7.0s" Display="'Dim Spd 7.0s'" Dmx="157~157" />
      <Function ID="25" Name="Dim Spd 8.0s" Display="'Dim Spd 8.0s'" Dmx="158~158" />
      <Function ID="26" Name="Dim Spd 9.0s" Display="'Dim Spd 9.0s'" Dmx="159~159" />
      <Function ID="27" Name="Dim Spd 10.0s" Display="'Dim Spd 10.0s'" Dmx="160~160" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Square" Display="'Square'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="21~40" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" />
    </Attribute>
    <Attribute ID="Refresh_Rate" Name="Refresh Rate" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="900Hz" Display="'900Hz'" Dmx="16~30" />
      <Function ID="3" Name="1000Hz" Display="'1000Hz'" Dmx="31~45" />
      <Function ID="4" Name="1100Hz" Display="'1100Hz'" Dmx="46~60" />
      <Function ID="5" Name="1200Hz" Display="'1200Hz'" Dmx="61~75" />
      <Function ID="6" Name="1300Hz" Display="'1300Hz'" Dmx="76~90" />
      <Function ID="7" Name="1400Hz" Display="'1400Hz'" Dmx="91~105" />
      <Function ID="8" Name="1500Hz" Display="'1500Hz'" Dmx="106~120" />
      <Function ID="9" Name="2500Hz" Display="'2500Hz'" Dmx="121~135" />
      <Function ID="10" Name="4000Hz" Display="'4000Hz'" Dmx="136~150" />
      <Function ID="11" Name="5000Hz" Display="'5000Hz'" Dmx="151~165" />
      <Function ID="12" Name="10000Hz" Display="'10000Hz'" Dmx="166~180" />
      <Function ID="13" Name="15000Hz" Display="'15000Hz'" Dmx="181~195" />
      <Function ID="14" Name="20000Hz" Display="'20000Hz'" Dmx="196~210" />
      <Function ID="15" Name="25000Hz" Display="'25000Hz'" Dmx="211~225" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="086ad7aa-616e-4ddc-a3ee-8f30711d9919" />
    <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2e7089c6-19c4-4d00-854e-b94712cad1b4" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="81eb46cc-d9c2-4c31-92ca-15d2f8e211f6" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="8a6abfb3-2b02-4d37-a382-6e99c310f93c" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="6" Wheel="8" />
      <Attribute ID="CTO_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b3b6fd79-5cf9-4138-a442-540535721edb" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="6" Wheel="8" />
      <Attribute ID="CTO_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" />
      <Attribute ID="Dim_Mode" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Dim_Curve" ChannelOffset="12" Wheel="26" />
      <Attribute ID="Refresh_Rate" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="8ad6fa0a-7669-4160-8996-64a75c2240cb" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="6" Wheel="8" />
      <Attribute ID="CTO_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" />
      <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Auto_Fade" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Dim_Mode" ChannelOffset="14" Wheel="25" />
      <Attribute ID="Dim_Curve" ChannelOffset="15" Wheel="26" />
      <Attribute ID="Refresh_Rate" ChannelOffset="16" Wheel="28" />
    </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="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>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>