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FOS Odeum Wash (FOS_Odeum Wash.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Odeum Wash" ShortName="Odeum Wash" Company="FOS" Version="6">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>6ebedaf8-15ca-430a-9b96-ad5a32a6f73b</Thumbnail>
  <History Date="03-10-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="04-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="22-09-21" Author="Nic Morris" Comment="Created from Unknown 19x25W Zoom LED (poor documentation)." Version="3" />
  <History Date="16-05-23" Author="Nic Morris" Comment="Created from Unknown Aura LED Moving Head Beam Wash Light (documentation is clearly brazenly copied straight from Martin - control functions mention MAC Aura and MAC Aura XBs)" Version="4" />
  <History Date="18-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="22-12-23" Author="Nic Morris" Comment="Created from XBlack BL 19" Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ef991b35-aaef-490a-b2c6-caaeb23f2597" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Reset" Display="'Reset'" Dmx="10~14" />
      <Function ID="3" Name="PTSP Normal" Display="'PTSP Normal'" Dmx="40~44" />
      <Function ID="4" Name="PTSP Fast" Display="'PTSP Fast'" Dmx="45~49" />
      <Function ID="5" Name="PTSP Slow" Display="'PTSP Slow'" Dmx="50~54" />
      <Function ID="6" Name="Fan Full" Display="'Fan Full'" Dmx="60~64" />
      <Function ID="7" Name="Fan Regulated" Display="'Fan Regulated'" Dmx="70~74" />
      <Function ID="8" Name="Dim Linear" Display="'Dim Linear'" Dmx="90~94" />
      <Function ID="9" Name="Dim Square" Display="'Dim Square'" Dmx="95~99" />
      <Function ID="10" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="100~104" />
      <Function ID="11" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="105~109" />
      <Function ID="12" Name="Fast Dimming" Display="'Fast Dimming'" Dmx="110~114" />
      <Function ID="13" Name="Smooth Dimming" Display="'Smooth Dimming'" Dmx="120~124" />
      <Function ID="14" Name="Display On" Display="'Display On'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="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="64~25" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="124~110" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="104~90" />
      <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" />
      <Function ID="8" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="164~150" />
      <Function ID="9" Name="Burst Pls" Display="'Burst Pls %.f%%',0~100" Dmx="184~170" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" />
      <Function ID="11" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="224~210" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" />
    </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_Preset" Name="Colour Preset" 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="10~17" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="18~24" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="25~32" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="33~39" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~54" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="55~61" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="62~69" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="77~84" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="85~91" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="92~99" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="100~106" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="107~113" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="114~121" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="122~128" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="129~136" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="137~143" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="144~151" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="152~158" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="159~165" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="166~173" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="174~180" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="181~188" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="196~203" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="204~210" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="211~217" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="218~225" Colour="0,0,0" />
      <Function ID="31" Name="2700K" Display="'2700K'" Dmx="226~232" Colour="0,0,0" />
      <Function ID="32" Name="3200K" Display="'3200K'" Dmx="233~240" Colour="0,0,0" />
      <Function ID="33" Name="4200K" Display="'4200K'" Dmx="241~247" Colour="0,0,0" />
      <Function ID="34" Name="5600K" Display="'5600K'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="51~59" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="60~69" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="70~77" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="78~86" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="87~95" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" 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="0,0,0" />
      <Function ID="2" Name="2200K" Display="'2200K'" Dmx="22~39" Colour="0,0,0" />
      <Function ID="3" Name="2400K" Display="'2400K'" Dmx="40~57" Colour="0,0,0" />
      <Function ID="4" Name="2800K" Display="'2800K'" Dmx="58~75" Colour="0,0,0" />
      <Function ID="5" Name="3200K" Display="'3200K'" Dmx="76~93" Colour="0,0,0" />
      <Function ID="6" Name="3600K" Display="'3600K'" Dmx="94~111" Colour="0,0,0" />
      <Function ID="7" Name="4200K" Display="'4200K'" Dmx="112~129" Colour="0,0,0" />
      <Function ID="8" Name="4800K" Display="'4800K'" Dmx="130~147" Colour="0,0,0" />
      <Function ID="9" Name="5600K" Display="'5600K'" Dmx="148~165" Colour="0,0,0" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="166~183" Colour="0,0,0" />
      <Function ID="11" Name="7500K" Display="'7500K'" Dmx="184~201" Colour="0,0,0" />
      <Function ID="12" Name="8500K" Display="'8500K'" Dmx="202~219" Colour="0,0,0" />
      <Function ID="13" Name="9500K" Display="'9500K'" Dmx="220~237" Colour="0,0,0" />
      <Function ID="14" Name="10000K" Display="'10000K'" Dmx="238~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Spin" Display="'Spin'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35" If="'Colour1Func'==1" />
      <Condition Name="Spin" ID="36,37,38,39" If="'Colour1Func'==2" />
      <Condition Name="Random" ID="40,41,42,43" If="'Colour1Func'==3" />
      <Else ID="44" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="L790 (Moroccan Pink)" Display="'L790 (Moroccan Pink)'" Dmx="10~14" Colour="254,37,221" />
      <Function ID="3" Name="L157 (Pink)" Display="'L157 (Pink)'" Dmx="15~19" Colour="234,152,254" />
      <Function ID="4" Name="L332 (Special Rose Pink)" Display="'L332 (Special Rose Pink)'" Dmx="20~24" Colour="255,164,245" />
      <Function ID="5" Name="L328 (Follies Pink)" Display="'L328 (Follies Pink)'" Dmx="25~29" Colour="255,150,150" />
      <Function ID="6" Name="L345 (Fuchsia Pink)" Display="'L345 (Fuchsia Pink)'" Dmx="30~34" Colour="255,150,150" />
      <Function ID="7" Name="L194 (Surprise Pink)" Display="'L194 (Surprise Pink)'" Dmx="35~39" Colour="255,150,230" />
      <Function ID="8" Name="L181 (Congo Blue)" Display="'L181 (Congo Blue)'" Dmx="40~44" Colour="128,131,253" />
      <Function ID="9" Name="L071 (Tokyo Blue)" Display="'L071 (Tokyo Blue)'" Dmx="45~49" Colour="0,0,230" />
      <Function ID="10" Name="L120 (Deep Blue)" Display="'L120 (Deep Blue)'" Dmx="50~54" Colour="0,0,255" />
      <Function ID="11" Name="L079 (Just Blue)" Display="'L079 (Just Blue)'" Dmx="55~59" Colour="23,1,220" />
      <Function ID="12" Name="L132 (Medium Blue)" Display="'L132 (Medium Blue)'" Dmx="60~64" Colour="24,90,245" />
      <Function ID="13" Name="L200 (Double CT Blue)" Display="'L200 (Double CT Blue)'" Dmx="65~69" Colour="36,184,255" />
      <Function ID="14" Name="L161 (Slate Blue)" Display="'L161 (Slate Blue)'" Dmx="70~74" Colour="122,181,203" />
      <Function ID="15" Name="L201 (Full CT Blue)" Display="'L201 (Full CT Blue)'" Dmx="75~79" Colour="62,211,255" />
      <Function ID="16" Name="L202 (Half CT Blue)" Display="'L202 (Half CT Blue)'" Dmx="80~84" Colour="135,248,248" />
      <Function ID="17" Name="L117 (Steel Blue)" Display="'L117 (Steel Blue)'" Dmx="85~89" Colour="88,175,201" />
      <Function ID="18" Name="L353 (Lighter Blue)" Display="'L353 (Lighter Blue)'" Dmx="90~94" Colour="54,164,254" />
      <Function ID="19" Name="L118 (Light Blue)" Display="'L118 (Light Blue)'" Dmx="95~99" Colour="102,204,253" />
      <Function ID="20" Name="L116 (Med Blue Green)" Display="'L116 (Med Blue Green)'" Dmx="100~104" Colour="51,221,240" />
      <Function ID="21" Name="L124 (Dark Green)" Display="'L124 (Dark Green)'" Dmx="105~109" Colour="18,152,35" />
      <Function ID="22" Name="L139 (Primary Green)" Display="'L139 (Primary Green)'" Dmx="110~114" Colour="82,224,85" />
      <Function ID="23" Name="L089 (Moss Green)" Display="'L089 (Moss Green)'" Dmx="115~119" Colour="40,166,60" />
      <Function ID="24" Name="L122 (Fern Green)" Display="'L122 (Fern Green)'" Dmx="120~124" Colour="74,219,4" />
      <Function ID="25" Name="L738 (JAS Green)" Display="'L738 (JAS Green)'" Dmx="125~129" Colour="47,169,29" />
      <Function ID="26" Name="L088 (Lime Green)" Display="'L088 (Lime Green)'" Dmx="130~134" Colour="0,255,0" />
      <Function ID="27" Name="L100 (Spring Yellow)" Display="'L100 (Spring Yellow)'" Dmx="135~139" Colour="255,255,0" />
      <Function ID="28" Name="L104 (Deep Amber)" Display="'L104 (Deep Amber)'" Dmx="140~144" Colour="232,180,23" />
      <Function ID="29" Name="L179 (Chrome Orange)" Display="'L179 (Chrome Orange)'" Dmx="145~149" Colour="250,148,10" />
      <Function ID="30" Name="L105 (Orange)" Display="'L105 (Orange)'" Dmx="150~154" Colour="255,128,0" />
      <Function ID="31" Name="L021 (Gold Amber)" Display="'L021 (Gold Amber)'" Dmx="155~159" Colour="230,160,0" />
      <Function ID="32" Name="L778 (Millennium Gold)" Display="'L778 (Millennium Gold)'" Dmx="160~164" Colour="225,180,23" />
      <Function ID="33" Name="L135 (Deep Gold Amber)" Display="'L135 (Deep Gold Amber)'" Dmx="165~169" Colour="186,135,16" />
      <Function ID="34" Name="L164 (Flame Red)" Display="'L164 (Flame Red)'" Dmx="170~174" Colour="255,0,0" />
      <Function ID="35" Name="Open" Display="'Open'" Dmx="175~179" Colour="255,255,255" />
      <Function ID="36" Name="Open" Display="'Open'" Dmx="230~234" Colour="255,255,255" />
      <Function ID="37" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="180~201" Colour="0,0,0" />
      <Function ID="38" Name="No Scroll" Display="'No Scroll'" Dmx="202~207" Colour="255,255,255" />
      <Function ID="39" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="208~229" Colour="0,0,0" />
      <Function ID="40" Name="Open" Display="'Open'" Dmx="250~255" Colour="255,255,255" />
      <Function ID="41" Name="Rand Slow" Display="'Rand Slow'" Dmx="245~249" Colour="0,0,0" />
      <Function ID="42" Name="Rand Med" Display="'Rand Med'" Dmx="240~244" Colour="0,0,0" />
      <Function ID="43" Name="Rand Fast" Display="'Rand Fast'" Dmx="235~239" Colour="0,0,0" />
      <Function ID="44" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14" Id="c90a0b28-4f34-4b0c-b0fd-dc2c324a9fec">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="12f8de25-2e53-40ad-8bb8-265536da6151" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Pan" ChannelOffset="4,5" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="6,7" Wheel="3" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="14" Wheel="39" />
    </Include>
  </Mode>
  <Mode Name="27 DMX" Channels="27" Id="457b2db2-466d-4c8d-97bd-08685b591c7f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="69527be1-b199-4134-94fa-eb7916143af6" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <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="Colour_Preset" Wheel="9" />
        <Attribute ID="Colour_Macro" ChannelOffset="25" Wheel="37" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="26" Wheel="38" />
        <Attribute ID="CTO" ChannelOffset="27" Wheel="39" />
      </Master>
      <Cell ID="Cell1" Name="Ring 1" ChannelOffset="10" 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" />
        <AttributeLink SourceId="Colour_Preset" TargetId="Colour_Preset" />
      </Cell>
      <Cell ID="Cell2" Name="Ring 2" ChannelOffset="15" 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" />
        <AttributeLink SourceId="Colour_Preset" TargetId="Colour_Preset" />
      </Cell>
      <Cell ID="Cell3" Name="Ring 3" ChannelOffset="20" 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" />
        <AttributeLink SourceId="Colour_Preset" TargetId="Colour_Preset" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="5" Hidden="True" Id="43d0a506-6264-4533-b130-3c1a007fba42">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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="Colour_Preset" ChannelOffset="5" Wheel="9" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PTSP Normal">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PTSP Fast">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PTSP Slow">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Regulated">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fast Dimming">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Smooth Dimming">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:14" 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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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lJOzAb5S49TllE4gnUty5D4snHkGVfjlwWLc3N8Pn8KHE6MTbiZw8MAkw3Fi1YLN4acAaxbD6BZCEIjT036prQMBEVfTI3qUxEoigYfsTiw4gn4gKkzOhbmttovx5s3boNZ59wMpauOAw3f+c6AvsxWRg41VFf14iRkUE5j1yuKI0qo6NjMpGFtdn8iEbjAtTR6KQwe26Gcci4LX3qvesC1JpospcuXPTdq6666tFrr722+0B/Vna8ecMGaDv+qujv77unpqYaXo+bgMmB1pZWDI8OYpwYbSBQio985AJ8++ZbBbg4yVtEQQAxT49UOokbbrgW6cQoD3qVn5999tl47o8vobIihOqqKslXV9dViEqCAT9f0JDSSmDkM9i9axd27CFmS69dMG8efv/4Y7QwxJHPq1QKF/SOPvooLFu8GM+/8KLkxpuaGvDEk7/FAw/+FMk01/C4nTyI6uoqaQfnbsQiMW0XvZ+TTnwHduzaifb2PXRqLllUEskUli1dSF+VeRPrvF0ExNwww404HPxe2cPalUjSAlPmqK2qeRJ2PtqOvyFsgLbjL46LL774or2726uPP+44dHR2oJzY7prTTsHLr76C7u5ehELluPunDxKIxaVzj9OzLIEzNOX57HE7cdTRhyI8NoqBoUEMDgzgNw//F5YvXSZpiySBLackogR0wXiYtukXSd3E5Bha567E2PigeHKkiCU7ilmEJ8aEybLfh6aphpWBvj70dvURg88QCBMjHo9g6ZIVGB4eQmRyXKR28+cvQmdHx1ThUDXI6HQuv0YgGESwNISm5kXEpockX71w0UKkaXEZ6B9E0K+sUTMZQxUMAWHjMgFG02Rfc+qbFlxz1TUXXHPtNbZVqR1/VdgAbcdfHFu3br+msbFROu7Y8ChDIPjUM0/jiaeeRE11vUjg+OFyOgi4T8Uf/vAUYvGcMtM35wqeePwJGBocxG3fvw2FYlGc5Xhf73rXO/HYE89KnjhJrHX33r0oLQkQc2UD/yGMRHg/hqQwgn43du7eJflmTq2wcoSBkVMpnEt2uTw46JC3oaHej6GX1mMsnMQxRx8jXYI5Aldu2/73T3wWd3z/e8gVc2JBmidm7NSc4g0SCJYj4K+Er7UEe3Zvx+7dHQLqu3ftQVVlpVp0uFGGZYKsu9bTcnx+uF0ukQo2NTbeSj+/t1icWVK0w44/L2yAtuMviksuueRf+3r7QyccewL2dxH75KJgNIW97XtkVBUPZWXA5tww3/mHJyYFQB26C5CuPA+BdxSXXn6ZeEE3NtRhXlsrDlq+HA889Et86PyP4HePPUuM1hDFhN/nw/hElFhqDA6nG/3rXuThVqiurUVtVQjvf9/H8L3v30uguVmAMs+pCjbV4BmGbi+2bd8K3blKipOsq37m2WexcuUKPPvsM/jcZz6ByrqFAuScUuHCJsvsNBm75UWgpASvbXkFNfVz4SOwHotM0rYOWlAMUYIwODNb5zmJup6RVA3nn5lJc7HQTfulu4vg9V/72o/pzZ9/gD86O96EYQO0HX9RTIyFv1JVVS3dgDzjjytpXDTjwlxNda2YIXEjCoMeTznhJg9foFTmB0JTcrR0JoN8LoqT3vYOzG1bQMCrYyI8KZK7667/mkjpdAZCYrisnOBg0Fy8fAG+d/M3cdsP78GRRx6Dxx95CEPDCWLnCckdcwciE1UGR6fbjdKycvC5btm6AeWV1QTcWaRSMdFN8yJy/0O/Rc54UvLGDKpcDNQMduQg6CWwveWmG4TNP/fKFvz75y7C/ffdi6VLFuG1DeuEgfNxJL9OwJ4TkHbIfqzhAfFETFh0a2PreVdeeeXnr7vuuvED/PHZ8SYLG6DtkPi3f/u3koqyqsuIOR7jdjlLDMPIFwqFCN32D8fj8UlipwkC1+zGTVsWHbTyIAyNDKl8LzekxON0K9+E1tZ5aGmux29+81uk01kBvobmuYglC+aYq5RM42bZm8/jwcL58/DSi38kwE7iE5+4EJu2bER3TzdKS8vx2U99AmuvvU5mCfIxNAK6nTt34mOfuBjxZALReFJ0yDcRYHvoOM1Nzejp6RHgzZuTWk5fczouvujTuObKq+Esqca6TVtojciJjplfMzDYixI61sc+9mHcduvtAvA8UMDgRhtaXH5894OYiIxjbLiPjpeH0xvE2Oi43B2wdzV0NdGlUKS/s2Q7owqFPMiWv4q0j87V43Hp5SWh79IW5x3YT9mON1vYAG0HPve5C//D7fDdlC8Yjng8ZcrFdJHHjYyOiAaYx0Ht2LlLOgWra2rQ2d0lXXqGkUMsNomSkiYMj4zA5/Vi2bJlApapTA65RAKHrFiJZycGkDXott9ZAi05ISb9nA4YHx9DW9s8ZNNpBANBaSBJEhu/7Y4fSOGNK4wFo0i/qAaBfhwb1j8PP20XnRhEeWkJKspDYlu6eNESDPYPoODgFIVOTDmB+37+C7y8bjv0fARZdOPQg1ahmEnR/mM4//xV+MX99yIRixLw74PX75duRO4q5FmIvGg8/PCD8h75Wtz5g+/QouJC954xuRPIEJiXOlwE5DmR44kHCIE2G/zzWC8GcdaDs1Qw4U6hNFR25gH+mO14E4YN0LM8Lrnk0n/t7Rm4hQtmgNV0odqYudBXXVVNgJPFCy+9KF4U5eXl0qZtKRcSBHaBYEByz8wmDS605QsoDZbApccxNtCFdbEIaqsb4CLwHx3cL651vAjw4NfPfe4/MDQ4juGhMZG6ldDrcvR6drDjdAEnsp0EjJksAR8bKNE2Bd2HiuYF8GXC6B/olRbs3r4BJXMTv2dNmk4cRhpd7RsFNP2BAJyrFuPp558WVcmaNWehproO+zs6sG3bRpEGptIZSZGoomNC3nchl4FB+93fvgVeWqTcBLxsPcrvkdMYnBaRgQG0jcF5bjoWn7fLlVVyPDpnt9eDyorK4DXXXLOGHo8e6M/cjjdP2AA9i2PNmjUewqM7Jyfj008SeOkstjCtP5kJ7u/Yr7rr6Pn6+gaZ40cYLmDEuec5c1rQ19cn4Dow2C9mRDpkJwgQM63WiAHnYqgpdcOj1YpWmrdd9+orBJwlwjRz4jaXR1NTk9h5pjNFtLTOw0svP4dkMsYUFU5uCiGQbJnTiOYyF2LRgHhDM+N1OX3ikcGM10OArroWc7TvKDHjDNijWth5MilNMKHSIIFmOfbsyckQ21UHH4ZEBujYt5UWh3EBX86Bc9GQ3wfnmAMer0jr4HVJB6KbjsV+IdbgqyLPWywoQ39Ol3DhMUPnx++PddNBn/8q2swGaDv+7LABehZHfX39j9av3+xjJpwXP2aIwxzbaXIRrLSkTDyQn37mD2DI5Rl/TY1zsGnja3Jbz12CyURCbD0Z5NiciNmkQyNwow24887jL8HhJ5+Jzn3bEY3FUSmFuyoMDgxhx949AmIOAt5gMIjDjzgKFaEANm3aLJ17FQSkrATJEsDyOTY01CNITDidiRI4eyXdsmLFcskL++g47zj5HGzY8BLicWL4Rg7h8IgANU/ubmubSyy+Gh++4HyEQhW0kAyJZ0hDYyO4VT08OoizzjwLzxDrfm3rejp5N3LEgIs6xFOEXex4EamtrRbA5XFbXrcb6ZQm142Di4VcZOS7EX5fTpeyN3U5nXKNQiVlqylc69evzx24T92ON1PYAD1LY+3atfqunXs+IPIyotGGhTLEAhmgCzJJG9i2YzsBUhqloZBMQ4EJ3rz15GRY/j4yMixgmctnCYzcsAz3Oc9cTiy1f2AEE+EY+vq70dLSjN793Uhm02KoxMDL+W3WRy9eMB/xKCsfmAU76DVj3JFnTkzRidnGMBmZFHa7aNFCHHn4EXj22WfBCDk2NoLu/VtQQsuNz+HD0HgSJaUhYs4h8Ybm+YPPPvcsLThBUY54vW7UEGBPTkzA6QkKE//Z/fdheGgYTQ0Nko9unnMIauoaMdA/gIGBPrS1tsqdxfoN6+Tugkdu8bXigqRcwyK7YPPakIXToSNDC4vLlZaCJCtXgsESfc1pa77El9/6HD7zmc+Ul/pLlzmcjlb6DHy6Ux+i97vnhhtu2GcPpbXDBuhZGgSon5mcnHTxLXzRKCiPZM0QiRzjAg905Vzq/o59yBG75tv52to6YqeTApY8zopz1FVVlaK6YGc53p5v79mjIhDwiX3n+z/wEbTv2YHNm8fhJCCOcWNLLiOvZVBnYGRtMYPyI48+Riy5TtIDXGB0OFNSABwYGJAuQTb25+Djp5M5xGN55A037TeAOdUNdJ5svJRHz+AgYomYSAETybRosI875lhxw3vgwV9i3YZXMUSLysLFC7Fw6RIMjabFn5pz3CuXL8TefZ3EjDOSU965Yy88dOfAlqfPP/+cpFF4aIAlpeNCJ18zyb/TIsMgzX8yBNLcAp7LekUnza9P0SPg9X4EJkBfeOGFhzfUNL7idro1l9sldxwE1CLX++HtP8J3vnVLPl/IJWgRnCDWvmUyPvnVW265ZdMB/LWx4w0OG6BnaUxGYuczJjPAKLkEBGh4ll/eUHritHhOpKDsNHRis+UC3gx8NTLINYyTTjoR/f3jGBoelBRAllg0AzBX4hiQ77nvfgLitKgqaqor6FGOnt4eATLdLKzxZG6ZvJJI4bIPfRo33nQdsjmDQDxF+x2WYpvAnmGowiHtu31/OwaGR9BMrDaTD6KnfxirCGy7u9oJRJMyvopXHc4L+7wO7Ny1B+37upEvss6ZgNVdho7OQdRVlRHYR2XQALvRlZf4JWd9zjnvRUtrM374wx+JFpuLlIGSUmjExrkdnF3zNE2bfvBEQ5laTosdLTwW9+VFhvPiDOZeWjRKS0ob+fnPfe5zlYWM8XwsEtVEf83e0ny2Mp1cF204Ped0OfQQ7SuUTifaKssrz77qS1fef+31133ggPzS2PGGhw3QszQikfEloVCpMF7OnRa5A69QEKCIxqLC5pj58fecquDgFEd5eSUBl4HzzvsXXHHFZSjkWH63Q9QM5aFycYFjqOHvmW2e+e4VOOH4Y/GlL30FixbMx5rTz8CGjV+k/WZlcShk8yAsRoFYvBNZXPaVL9Hx3Cgpq4LHUURtTSU6u3pFa1ygfRbEN6MgMjcjmcUpa87Dzq0voLfvcWn7Hh3ul/SMm+4AWPrG+V+WvW3Zvp1YfQkaGttoccghGCyioqwEXrcD27a9Zo7KAnbsaZcJMJs3b8a+ffskxZLOGwhV+KUDsqTUI/apNVU1MvmFjaJYasiLB4MzGyvl6AEtJ+co6wRdO7eAtIu/Oi+99NJAPBr//tKFi92ceqmprSbGTotYJk2LIi1ydPfAznp8Tnwde3q7wcjNdzmLFy0+9+qrr75t7dq1zx/Y3yA73oiwAXoWxic/+UkX4WGgqqJSgJkBjR/MLdUAVk0c4djIiH2ca6prCORy8Pm8cqvOEri77rqLbvN94gDHAHjUUceisrQUv/3do+LlzGmRfCGLrVu2SV6aSXpZWQXu+MFdUnCrqgghHJ5AjvPdrK5IJRHwB3DrLTfg179+GGlC7Xwigg/864fwH5+/CDkCYwZm8b9glsq03uHGQ79+CH3d+wX8GCRPetvx6BmMYqC/C4lYhNhxQlmC0oMLlsGyBrznzJPw/R/eiUQ8iu6RYXkfrHtmWR1PE+f3v3vPLgJ5Dz28aGiaJ4562VyeAF1DhMAzVBqSKS+WHzQHq08sBUeOzpXvEDhtwpNl2Nua98tDaulcHg2VhI6eN2+egPrixQunvLJZHcIjusQulV7b3duLDa9toIWxTCSNkUiY1SBfoJ3ZAD0LwgboWRjNzc0H79vVLtNIGKBZviYqDgKQGLdW1wKxWEIaRvKmjzMDoIPYaG9fP/0shomucdTW1kuOml/X3dmNnfGYgLPokLl9mrZ/dd1L2Lptq+iKdxHT7ty/V1IfH73gfNz83e+qtmoCKWbvoyNDWLv2qwJiZ777PXj8kV/j8su/IgNhSwn8Bwb6RS2iE7t3GxrOOv1d0in4Lxd8BhXlcxDwOOn1X8bHPnmZ5MoNKXiqDI4CzixGhnvxwzt/gjlG1OMAACAASURBVGwqisryErDb6dtOegcee+x3apI4bcf5cSlycj49W8TbFh9M16wM9/z051gwrw2vvPIK5jQ2Yu/eneYVtaZ8F8QZLyPSu6L8neV5LFVMpxdieGgEqVQ3nnj6yRPeefLJGB4eRYIWpsnJmOi0XQ6XTBNX6Q1dfKz7egfkHbDumi1PWW9e31h36IH63bHjjQ0boGdhEMNbXkKApxMgsPLCzZaguibGRFLsom0mJiLSZMHpCr79DoW8JkPMCbtmdsfAPTA4qIqGBOZ8i+5wu2DaIwuTFNCPTcLj8hC4RMDFMDbSv/2OH5reFU5l1Wkoc/xXX30FJaEQfE8EZLr2yNgQFsyfh/qaGvQO9MnYKgb0YGkJdu/eh4987GKEJyawavkybN/6Gn3/OTqnHtE6T4yPoVAkgNTdou0+9z1n4rOf/QSx8o+hqrwRBjH88877ADyl9fjDU39AIh2TFm4BV1qvXHQ9Fs1fhI2bN2HTVo3eXwrhSFS03ayr5u2Khko9FAyZYy5dj4aZ4mHAnoxOYuH8hVi+bLmkjX7y03vQPzRA72sc4/T+JqMEzl6fLGYM5DwWjNUhLOFjpcnOPbsRLCmRhVJkjcTktSKqDuCvjx1vYNgAPQuD2GQdmxNxKAVHUXKcfr9PpnCzFwWzSGa1/DOn6XPMgMt5YwWszOoyiNJtNwNSw5wWAnwPRod7pKDGgM2FQAYlVjzU19YgVF6OSDQsx+Fp3nn6OeuJGXVZO8xFSVaSMPhHw+PE4KMERgXs3b0bXR2dch6qSOkQWd7e9t0y79DnZ+30a8SKY5IaOPqI1ZKuePyJx9XsQGcRLmKkv/rNo/jZL35DLHYSR64+DD1dvXjiqRcJLMPgieSxSEQ16HD3Ii0cDfX1ePDnd+HGW36AXzzwkAy/ZbXK/LY2c4iAmpkoIA2VbDYswGaXO1rMmLkfvGoV6mprpVNxx+6dYgqlip9ZuYPhPDa/N4dTkwVL/DzoK187GXgAlTphJQtfG6eDdYl2zIawAXoWhkNzlKm5e1DAUlQgw7fYaWKJbKzPMjolwzUkL63yrEpJweb2rKxgsC4WVWqE0xNsiO91t2BwcEAAxuF0iUFSMpFEbXWttEqzVScD9jLatr93WJpOkvEYUrQgiAsdHaaEGGNTfS3KSoNiqM86bNZbs0Oex6NmAYqtKZ8DS+5SccQmx6V4x7puthJl8HTR8aV1mxcXev3AQBdybIVKwLdhwzpztNUgcpkc3vPe9+L2278rbeYyw9DlxvDwCN7+zjNlEeDrxCqW2HgP5jQ1yHXiOwph0aYG2lKaqOum8Roibnf82LFjF9oJ3Pl15f4Kc5BuUcCc98PsmWV5smBZOnK5Tkuwa88uOQZ/BDyAgN8Lm1vdeeedsQPzG2THGxU2QM/CIIaoi+UnF9wMJUcrmLowltUxm5NmFAYbQhnOhzLYWEU6UVEQEOaL3NbMrnUeafnet38/gRiBa9McAuwRAf3SgB+LjzoGWToeA6pOt/KcT64IlWJ+60K8/MrzkmNm74xgSUCAqiRQqkCOTm3uvHno6uxCa9t8TMaYtaalKMnpkjynVOicPS4n6utqCWxH0DKnAfsI1I2CIWkDB1yShObFhAtwnF7xFNzIcCt3ISdDAFgid9d/3kng75WiH+d7+T0XclmMjw2YwwAKGOjZIwC6aMFC9Pb2qgKr0sWp62gWI+WSctGPXhMqK8P+ri70uPpk+oxcf7FcTYlcj4GYAZpnITqKupjiaeb+KumOwx/wmm3whllIVP7TtVwAAGyAfouHDdCzMJjBcvpCHubtuKQ5AMUITRtRRkgFCnlzbFVOAEqkbgTOoZIQDnrXIRifGEd7+36RrTFw7+ztFq8OnkFYUVVDAKpjeEg52B1x2Gps3b4LQ0PDCPpLESotAc99jUUnEQ6PC6gm4imxKj388KMICHvo0Qe/14PjjjsBTz37tIydYrbKDSNcvOScMMveygn42Rd6eGwcbVXViMWLYuBfyCdpAYkgHUkQSGdQSOXl/SYSQdpHBSYmJsS5T9Nc0lzDHiMM3tlUlv6eUZan9F6SiUm0tbQK0x+nY7AcjlMzWQL0gqHGecn/TVUHL2bskd3f3wc3nRenjXiUFsvz+JryglAwPwPNUOkm1mJziKRu8WJJpXBevCCpHd2cSsOM2+k7IL88dryhYQP0LAxibVn+qkn+V906G2b+lIuFhmZtqEnzCueexbktk5X8KX+fJ2DiFu19e9ulaaMkEBDL0EQ8hhxL5oIlqCytwGlnnI6zTj8Dt91+B9Zv2oA5rXNx4nHHor9vAJu3bhTA4ZmEzG4ZCF1uBquMAOWchib09PQKaEWjEfzud/+FYDCATDYNN7FmbqXOO/JS3OThs8cf+w78/oknEaBz8fsDOPXUt2HHjn14bdOrBLYZ5UPt80kul+WDjQ1z0L5vr3htMNh7/UG4/OVIRMMEpmGEC6OiSy5whyJdE+56rK+pJ6Y+Kl2BShlCdxW5gkjkmGXP7M5mZswyvZHhQcwpa6EFo4serNjwC2CzZFGaddhcit6jNpXDNiQv3djQiPXrX5FFgD8X7tDk980sXy8W7Tz0LAgboGdhOByOjNU9+KfBTSsS0vatjJPkW9b0ZjIExiGR2TED3bN3l3JpC5RKcYuDGafTwTMGS5AjoPnjcy/huT++iByBFze57GvvwOpDDhbjo1gsSvvYbXqBQFQlToeS8/X0dOPeX/yMwNlAeWUNwpFJLF++VIp0GsvXRLOsGD/nqGtqa9FJYB6eTMDpLhGFyYO/fAhzW9pE0ZHNKCaaIwbNuenVhx6Outo6UWOMERsO0oLCOeblKw/Hlh3b6Tx3IRlPKH9nOgYzX14oli1dJufALJuLobywWJNcWKKXly5CtegVxPHOKSyZDaLYxU+uq2HIYFzWXPPP5DPhWw5NqVk4dBkKYMjdA+fFVbFQl3Pn5huHlYy34y0dNkDPwqB/6qmi6blhMTYOxaBVXlSXW20x6FDqDd0pgMQMmoHRZQ1Hpe9dHpeAiYx9ImSqIuBjz2iNWGBz6yIE/R68/MrLIs9zu2PyOvbX6OUOOdqZ1+eX1IgsCJx/NQuJDLTnvPs0/Oz+/0KMbvV37mLVxrgAIdNOBkN2onO7XXjs8ScQKAlJizjPRtQcDnzg/e/CSy+tw9LFS1EWCooO2wuPOOK1t++VtEYinsRBK1aiq7sbTvr+kUd+SXcQ3B3oQEVVnTSH8EmWlpRiXttcYb3j4TDyZns630lwuoLzwnxeBWn8saR6BSlWsuSOp4hziohlhnnz/NleVVdTCVDQisKMDb2orr3mwkR4QrxLVB1Ak2It/4z3UUjTSmPHWz5sgJ6F4dBdKYtAW+A8M0SRYLYWw1R0cNqAwYnBkAGCi30slyspCWLJ0uVY98o6eS0XydhAP8et2cTGWQf8qY9fhB3bdyKejAq77Ni1CX39Q5g3rxWLlq7GI4/+Cjm69XeL6kLJ6DQHAX+gmnYYRDLFzL2cFoCUtFJziFG+ZgjDHZ+YEKld0OHBaW9/O3r7+zEwPIRXN25HbS1bm/ZhaGhAVCC5fBqDg0OiFBkfGURTYyua58xBPYFxJjWOsiCBu9eHV1/bDiLQshgxOHOue+mSJdJdyd2BnI6RyeD04JQJf8954oKZ5mDw5oWOZzQyIA/09wtbpqsnPtO8kBXMOY30idB7JhAuaCg6CirdQWDdT+fNDJ0Lp5qm0k98p+LySOt9/L99cHa85cIG6FkZhZTlLmoxaM7DmoIOKWIJm4ZSImQNpd5gDa6uOSUXu2LZErTv65DpI6ecehZefvlVSU3w7EHDHP2k0c/YvOjG794hjSVVNZWSuhicdIlfReOcFnR2dkjRj1MIyiBfydTiBOynnDIXhx68EL+qrMDCBXPRvW8bzjnrTPz8/vsFoJmdJgi0PT4vakIVKCEQb5u/kvDOhZHxCMYmomIf2lhThqrKSgLqQUnhsOUoA6RBQJjOAsGKGuzd0k3A50fLsmVY1DoXSxctpt24cNeP75JCZXl5hbS7Dw4NiSyPnfMYlFnrzDnivOkRUjQZNIM2X8twZEI039FYRK63lTJitzzJP/NzmqEmhYttqS72qJxC6hvsk6/5vDKJcsqdjUYLpJM/j8kD9MtjxxsYNkDPwshrWtooMhjqU5IuS8YlDnAWe4aSfDH4cBGOAZpTEVWV1TjjjDPwi/t/jp279+Ke+x6E2+fHNVdegS996UqkMnmRnDG4sItdx/7tmNPUJjMLWTVRXRnEwEASL770kgycXbRgAXwen3hO8GsYoJ3OLJ577o/Yv78DwaAP573/TDzwizTCk2lphXaai4HmZKtSD5z0+vecczpWLqnDT+6+kxi1X9QWbp9PipjPPfecFDlLQiXKK4Rey4Nn8/luPHD/fQTA1XD6y7C9N4LdGzeCbhKwY+9ukQTy+SxbymmQTskdcyqjyMoNzjvn+O95U2mh1C2sypD0Bi1SSUMBtzTumNeYgVlJHDXAnF5jNaTIZ8GLIu0vzKkU1kg7dEkXsSyPgZoLiPT66AH9JbLjDQkboGdhEKAkFWOezj/r5uQQy/jH6opjAOGneHhsRXklRsfGiM0Sq/3lw+jo6BHDIx40W15Sigcf/JUIzdjTuCA5bt43gXQyTeDWI23jzIyPWX0YNqxLokggWyQWumvHTpHHcamQj87gyVrnPXt2YueuHaioqMUtt96BnVs3Srrl7DPPxOat27B3X7soORi4ers78PDDj2H9qxsQjU5gyZKl2LVrM0oDHoSjUQFJZti+gA9jowOi9eYWdH6D0YFRUWPonow49nVOxqEZWYxHxhDuGBfPkhwx4omJcckjG6bBlGWKxM06ogkv5KeuqbBpqAkrHKrtHbKwyJRyvqiaIXckDumQVB4m8vmI5FGfKiBan4U1yJefuOGGG2wGPQvCBuhZGAQQSYP/oReMGSkONYNQMTmYhUJdbEAZN1it4a6pw9j4CNpa2zA2MSpeEWyX6XIWJE+6mwCVMfm0k9+JPzzzNBLplGiCCX6QSUR4Yp+kCsYmwmhpaZU5hqyeiMWjUmzTdAuUijJxhYuO0gQTG8dAj+rC444ZLggyUDJzVQ5xbJWaxfat6wX4WZP8msNAQ10N5tJxnnv+aTQ3VOPUs8/Df971Q2HWDHK8P5YKurzlSGQKOHT5Mhx75BJ8++ZbCTvTAoxcHG1tbUVvX6fcQVjgLOZIzJzFf6MwlXs2r6/SjtMfVl1wsAJm+m5FAXVBirQFtTjoqslFsWjNwmrZhyZpJ5WX5pRSLpv574UDO96SYQP0LAwCiRRPpo4nUlO33ZrwW9VsYZnQCwNm6Rf9j5kr+1V0dHSojkACE2bUrS1FYddiVs+sr8i50wE5jgKXIgHsJNxeL1atPIhYa1zyuJyXra+vlyaXiopKycGmsko6JwNXsykloyMgzhBoc37b5VQgpdIFENrv5SkkpkfH5OS4ADwrQPp7OxANj6EyFEKSFoA17zkLdXV1tMO0ugamQoXN+Cscblz0uYuQzLjxswf+S/LHdTU16OrcKUNyuS2eLVYtRitDBljqV5zOOc9UxVjOdnxePl9A8sZZUbjo6jpr6tgqpWR1DkLAWoGzNKJMpZzYfUr+aLr52RiFA/BrY8cBCBugZ2Hk8/kkd7Hx5BEGEYfcagPZgvG6W3DmvlJMo59HJydFxVFWXob+wX4EAyXiFXHY6iPxg7t+LNKzpcsPJgCewJ49ewRXWIqXp31VVZVL40pnV6doiVn/zCBaS4z8hONPwDPPPIv3nPN+jEWieG3jBplFyLf8brr9P+KIozFv3kLMn9+CJ594HBs2rpciJQOZh86dPZsZDLnQqLys1QIjLehODQG/V3LWG7e04/5f/hcuuegLuPHmb6sipsGNHz7JsT/6yJPitbyTzv3SL34JP/rhrQKurPbo6+uVvDXnhjnEt7mo9M4zAXkKwLk7k7Z3+z0opdczMMdpYeJFgRcYXviImE+12YtqQ1N3Lgqsi1O5eHmNFGzVa83Coj10dpaEDdCzMAhIEl7xnXDIrfSitiZiyEl09g2oYpR5K64KWvQroinAZr+NQCCI/v5+HHLQISgNliI+OYGT3n4KnnrqcezYulkaRprmNCNN+5uYGIXLoYsULxKdFEmaBfrzFyzCFy75Au5/4AGZ6P3UM0+iqroe1VVVIuULh0fhI3bc3NqC1za8RCDZidPPOIsAVUeuoKO6ugbxpIbu3n3KyD48Ir4cVcTKFy5YSuCWlQkqY+Oj4tPRvm+bMOMf3Xmnuiug9yV6aw9brmbw1NOPIJvJwxcI4e577kF4YoQWhQUij1NeGEVhzsqfxDJEUsZRM8FZsWjlmcGLkcftkxZtt8tlOuXpcs357oD5tKyMhhp3ZYG0dArqjuk7G0sDzYupdB4atgZ6loQN0LMzkpzisIYRdvZ2o6WhQTWi8JQUM5eqbqeV7I6ZGzdzHH3k0TJdm1MTVeUVkpvu79oj1phpAjoexhrw+uDUi2hqaiRQjxEjDsusQk5deLx+ySsP03aXXXG5el02gyoCcZ1eI/ahxFwTcR8x8sUYGuiTtIjHM4EMAWhlVT02bd4izSh8HlUV5bQYxFBXXS1GT8lkCtu2b0YjvR9m6KyfZvAbGh6VgiIPh1Ue1NOMNZ1VA105DcEm+cP97airq5cWbX6ekzcCvEVjykDKSmlYDw6LSUuRsKiM+/nvrOjQzU5LNUBAk5w7371MF2an08pWQVCuvwyEVNs4zK/ZXD7xRv2i2HFgwwboWRjEJBNOt1MZ72gGkpkiNu3aJ/KtolGYUhiIysCSf9H/o7FJATG+bR8YHMCCuW3iNVFVUSGdg13RMZQQa83n0jJ8lsUI42MTqqAn+WyHpBMIYeAPuJDMEehkEuIDHUskMafRwPHHHI1X1r2KoN+NBAHzksWLJL1y8jtPxdjoGEbHxmVfe/buoUXAgXnEcnU6586ubmGzzDy5Y/HtJ56E+sZG3HPvzzCnqRYrV6wU3w1unMnniqKB5jQNy+LySWUKp3wudITKQrKY8BguYwZbfp2h1Ix8s/VVpSRgKliKAu6RaMQcKGspNxR95i2dwpiLknMWyZ1MgHFMQbVI8czvrPw1v79sPm+72M2SsAF6FkY6nY7zP/SC5FQNYZPcvKE8JRS4qNts60ZcF/bGt+x9ff2YP2+uGOPv3b8fH/rgB3HGGe/Er371W+Sff0F00ieffDKe++Nz8veS0pB4UMiRxDqvKENbiUDihBPXiG75P3/yczp2HCOjQ+ju6ZPxWOKKt2MEJa4CFs9vFiXH6OikzA5sa2uRnzOzfvnl5yT1wlhnaAUBOAbw3z3+uCwIXq8XHV0DqKutFM31gnkLUBoog+YqQTQ+gf7+LjgTUbpz8EgagsGdwXAiPG4C53S3pTLiz7+uRX7mw2LSBdPGlWV3kciEedWNqRZ6YdGGes4q/KnQJH1ibSspJg3m56CUH8yoCextid0sCRugZ2GUlpZmopGkWUxTYJLNKQtOgWQGB326mxCG5XYHAslhLFu6FKHSUvR0dWH7zh046R2fQiKeYOyV8UzRaFiY+Mf+7aMElC8glVkv+d8cMWUusOnixZxBS0slDjnkUDzw8NOIhXPIJmLo6NgrBTa/x43aiipCu3Fi0i4cduSxdIxtaG/fI00oixctwo7tXdLMwakCt8Ml4MmO/zywtnewHxUV1UjLFBgXhkbG0NLcipGRYRTKC2huK8PoeFpSIk6HWzoMPW6/5K3FoN8oTjXrWABtGfT/KXMWzbMJzkyEs6bm2TDldgpYHVIYlWRGcWZhUJtut2eGrilTJIdDNfpIeoOtUHWIoT+nm+glE7BjVoQN0LMwrr766uLHP/aJqVtyaQ+RrMZ0LnRK1qWbDE5XQJHOpqVIyDle9sV47LHHsHjhQgR9PpnWza/nHDHnpn/zm0cRiaWw+rAjkEnG8dIrL5vFtAKyxIA79+9BScCLhQsWoX13HAGPjmgkjPLyGjRWhwB/JaKTxGT9bmzZug279+4ShlskZuwJViOZTolHCJ8kN3CIPlkUFuzfzOfrxLLlh9KxEpig/b7/nDPw5B+exc7tm7Cvq0cMlSoqyjHUF4PX4yO27ZO89nQ+2DCd6fQZ4IzXMeaZ6Q6OopxDwVzkVJGvtbkNlWXl6B8epLuEYdnOAuiZ9qSS/TB16A7TM1oVa63CofKDzucKI2/IL4odBzxsgJ6lIfItU02gHOSKU51sHLq0FjPIcZeEIYDhMBUIfQN9aGhoQjkbGOWy+PHdd+P009YgmUqIDeeqVSvx7B+fxf59e6G7nJiMjIjBEKdIpEeOp5bQdr/97a/wm4d/ifqGNnz4gx/GfT+9HZWV1ZhT34jWpgpknaXYl06gs6cfvQPDwmz5jNOpGPo6duPglStw9NtOxb33/gyT4wOmdrsonYwM5E1NrTjp7adhf/tmvPjyevzwxz9H0O/C3PkLMDo8SgCfRCI6KcDMxUouMoop0YyGEmazaiyVBcRF1WAyY5L3VApkRsHQYY4JEwvSbEaGCujmOCsxTXJ5poqB6lhFYdmGVQMwPxd1Blwg5DSTQ84zn88OvWG/KHYc0LABepYGsTyDQFgzdJg5Z13lpI0ZACXaWyXtcpjjnHi7aDyC4eEhtLXOE+lc70Avnn3+j1i+dBl279kr/NNNAJRKj8GRUwNQGdKK3IDhUg0YXDRT3XXA+EgvXnr2t3ATi106vxVOXyliGSAWHhXNdDqdhy8YwLx5S7Fz13bkCga8Pg9aW+eiY183jjr8ULz0YhSRcN4claWUFqedcgKWLa7H9269GdVV1YiPDBJDpwVk6UJi+26MjQ5NvXfuKhS7T0M5+XH7tia2o3/Cls2p3fL8VLef4txFM+9sqS44peHzeuVrW1sbwrEIhuiYvFCxSx3MPLR0LDod5vqodqrSS7qlNTG7CNV+DU2zAXqWhA3QszQMM8GstM4qPWBYDSra9O20qAc0c5K37hDlBAN5OpMWVUdNTa10BXbs3yeGRy1z5mDr9m3iaWF5Ozs8Dtk3M1WVKiiYue+iFMtCJUHk4cKRhx+DTCwsAwE4dTE2PiadfmXlVfAEG3DpZZ/H9d+6FSPDHZKWefSxJ2ThYG8QnmrCRU5pseZmEGLo3//hj/Gju3+JWGQUV1z2BXz9m99EspBFR+c+jI2NTA0ZEJDWps2KVOiv0zZbbFbAG9NpCZh3H9aYK05x6Ob149yznyfDNDVLsZJHfllwbt2suIlpH3PkUejs7UVPX99UVyHrz6dA2my7Z+027zOTy9kAPUvCBujZGoRFrM+dyjmbwCxM0PSVYKDDjPynFLU0lZ9md7uhoSGwnppTCQxmu3btRjKRwMGrDsKOXbvQ3NyC9RteRai8Ag2NrRga7pfpJ8ycufOP0xzFfBZVVTU48/R3weMvR393FyKTE+jsVgVAZqTjE6P411NOxfy5NbQ4pFEwHAiWViDgZ5+OGDZv2SAsn8GLWSaPs2Lwn5wYgtsbhUFs9aabbkSAWHcmUcDo6NgUWxZzfDOvPFPPPHWRpnLO5vRuwxIdTqc9itZkdPN7sQblYQbEnKuIuZeUlKK5dQ7aezsJx3W5rJaXx8HLlqOvt0fki9NqEU32IQZLDpUWkUEKrEdXDHvwjfxVsePAhQ3QszQIJQxOXzDj0zQGJAXCklOFknSJmoCYrWKEDjW0VPKkqpjFzRbj42HU13vR0jJPfIvZLJ/1w4ccepgoJD50/sfwwAM/F8ZaV9cgk0XYP5m11D6PGwN9PfATs7zv5z8jJl2OOS3z6TgaxsX0v0AsPSoFwO/fcSv+85574QuWy0zD9l2bZKAqdx2m0gk6bzXHz+v2CjNmR7wULRbM7jn1Gx7rlU5AafHWVArGUlBYaQtVFFSeGBzT6Y28+b25HeeFtOlWbAtYuf2bR1XxtWPG7KM7hvlz56O+ro6Fc33jo2MVtDD4xWLDnBrT0z+MoM+LwaFhuaZKdodpjxSrSQVOYdV8bVLR1PCB+J2x440PG6BnaRAYFwmjUdSKpmm8LlO4mbnJSCbAzDk7BOCs9mOVFtCEyfE8P/bN4JFVVZXlMoV6f8c+ee7Jp56UrkMG34ce/AUef+wxPPHM88Qai+J50d3ThXQygSULFwjQsXoil9UwMbEOiXQWtHpgcjJMgJoWL4pMOoVCeBxOlxePTI6hraEKwYBfDPFb5rQIyCaTGWLhJXSO7B0SFtlaoZiDS3dJYZGd9xjEeXAszPTLlI6Z/866Z16smA1PDTAw2bJh5p+LhnmX8T+MC+NcMk88cbkEoLkpJjwxgeOPOQ4T0Ym1qXTmO8yBeWHjbXgf4XgUYboL0ERWp8lnoIDYOTUfUo6jq89D+ZAYNkDPkrABetaGVlSNENoUE1RmQxz5GbajaoCpUnGYzSuGY8qbmNUSY2PKepS10QvnLUBfvw8DwwN49o/PYP68+WhoqMOZZ51FzDqHzdt3yFRu9lhu37eLfj4PnZ2dYsSUk0nhDkQTeWmP5mna/Bwz2EyGB5FrCAQDKGSjdIpBmcTNHYzcsNLWNhfz5q/A/u4uAucxFHIZ2i5LAK0LqHKO2mNK6URtYViJihnOncq8T1z5lA7aGl5gKLA0lJHRdGPJtNLCmufI48D4GPwsd0BWV1cilU91XHbZZXf+7veP3WrtV9QzuloEVEpbE1auVCPGFDjrpuud06wBeGj/119/ffgf93thxz9T2AA9S8PtdhVV8W/aYJ6/MoOeMornVm+nboKzAmXlJWGWumj7kpIABgeGMTY6Kib4pcEg5s2dh5rqGuzdvxd9PT245Ts34uGH52P+/HmYU1fNs6zRvn8fziHQDgWC2LJ5szjfsSY5nmSTI138MXJZNVg1x4NgAwHU1tQKM+3t7UWMWPa8uXOkCMeTWjq7ehCJxgXMY7EIUsm4AveCrFAP9gAAIABJREFUIYuIjzXaZrNN0ZJfzMwxm38vvq5z0Ex8FDV5qPZ3pUCxUhCWVI4XOU63cEcipzaY7bL+e+nSZUZ4MryG98fDUVT6gq+vS+4M1Ppg6h0N3ZywYp2DJsxaTVHRJb9uStftmCVhA/QsDfoHX7T+pau8p1nwKhRnuNlBrDodporA8pLQHIp5G6YOuKw8JLfyzFD51pwZN4+ZOvSg1egf6EVH137s39eOXbt3Yc6cRsxra8MhZ58jPhivbdwoLPj0NWvw5FPPQnf50NTUAq/Hjd7+bsSiGlyunGK2dLxeAnzmn/5Aqbjg7dnbjlBZtRgphSfGpE28aOQlTeN2e1FJoK/uEkxrUKarZg7Y0jUbsLw2jBlpj4LJsoviVW2Y6M7NfVYJUbPGzRiGSAl5kWGA5qJndUUVli9ejGwhc9fVV1+9m7dPp1IOlu5Nj7cy2feU74laDCyCrtrCVau9LKayOBhF2DFrwgboWRoen6fAgMCFvdcpOUxd9EyzJB7LZNmQioQtr0COAYNZIH9duWqZsXPHHo1ZnkBY0IDP40VzUzMa6xrQN9BPgDsgE7V7e/vE37iqugqN9Q1Yc8qpIpdjudlYJIK62lokUynkc9XEopO0CKg2aZ77V1NdjbKyMgJDAzt2bMVkZALjYyOSimBQ5skurJrgVAifRtGcfqKEFjNVGep9z/TSsK7BlKJDANnsEjTMrktDFVFFW6Er+OSFhnPDnNrgGB8bxfFHHIPKmqpINBn7d36OrqM+b+FiUyFietppVhpjWhJtnYP4cTgUKEvxkJm0FGjztln/LAoboGdtGAW+/VegA1PrjKlOOgEIes7FRUHNAg3N1OUqqZkCFWKPak7er44//uhTX3nltYBDNmDwVj7IDPIMxNwsEp6MYGBoUDw9eFLJ0OCg2SziEJ0wg1w8GuHEN4FrDhWhkAAvzwTM5AwxSRpIJOS4MqC1oNIyPr8PpSUhKb5NeWOYdwHiHicZA11M9y3Z3PTX/25+NOWtIW+y+Lo0iD5lYqSmcrudbllAGKS7uruwavkKSamEY5Fzv/rVr8qOLr/88tC99/1crqtRnDFRBdaCYSk2zOOaWmldbEZlqIoANoF1/o37HbHjQIcN0LM0iBErUe9U04Ql67J8krlg6FA6YUw3r8AwTOtLfUp6x+w1l8+N0eaHE5Pesm3rTqc4vxGwBv3s/+w0G0E0yc9ygbC6skpsSOMEtpOTE4hG49JqzY0pgKUpVudq5WOl1ZyQkc2NfD6VV5aJMHwOBWWkzyoRSzJnzDA3ErN9bVrjPbN1e+ag12kjJG7eUaZHUzl5mH4ZpmeGZarvcrkl3TJIdwnNTXNwzGFHwhv0PHPpFZc/MeOSVxaLan/qUphzIE3rfpXeUKxcUktcsDXUNBVLh+6Qn2nZf9xvhR3/bGED9CwNtsNQQKBLF6EFztP5T12xRGlOMW+1zYYJNgMye5vNupaAeu7qq6/eecMNN3ykvrbip0MjYQE61gb7iF0yk+bgQa8GgWgum5eGFVZrBALlxH6rxfdjaiK2vDZvTkq0uusc8j3nhLkrnQGeX1MsFK21ZrqwZzJeyTAXCqafRmEKoKeaT/6UPUtaxPq7atwxTF2ydQ2kEYUWCWa0rHlm5lxVXom2phY01tWjsq56Yiw8ccbM603bVBjGtPfJlNUoMCXdE+mfoSi/2naGF4euagH0TmyAnkVhA/QsDQKn/JTfxgzmbIWmWzaX+tSYKstVDdLMogyUXE63NXBWaOYVV1xx70033dRa3LTl2qHhsMwGzPh8Mr9QE/AtIpPLinF/TqRkDklbsB/0zKYQM8mtZvFxamKGLaci/EX1XFFJ3/h7lbJRoAtYQG9MeYy8fhJKQSxRp1MZ6tj8rcXeGSwFwDXzuGax1Ol0KdkbdwsSe2Y53bzmNiydvwjzF7fmuwYHD/nmN7/5uqkndC4VLpdXsfKitaipbLamF1/XTi6DE8y0j2G63lmTVXK5Quof8ftgxz9n2AA9S6PInp+mmoFBgoHMurVWTFWb4QuhTd3bM4SoZgx6EOiy7I0VDMYMf4qLL774a8SkvbnMtitHJibVlG7a1ulwCTByd18qm5PnpzTB5qBX6zw4LFsMxdwtq8+iCcimTzXUPD95bqZHs/F6G1Ax2jcsNzrFpNUxFDDP1DwXCmYhzzw3mJNMeKlyOdzyfq1uQU7JjE+MIRgIoLm1yRgYH3/vtdde2/2n15vuFkIuaT4pyBlbeX2jaHVxKlYtDNpMf8BcNA1dtXjrMr08bwP0LAoboGdpFAsqIapyzSrHC6M4ddst+V7DTHGYIXlopwMFYsAM5B6PSxpUnLqLmzFeR8GJSX/5ppu+HdyzbfeF7R09UkST7jkeSc1FPwbtTEbAmkFTjd9S52I1gyiw5oXCGmI9Q59saogNs7VkZnFvWsf8+nFUVs5ZudLlTWVHwWTL5nZmqzvMVIkq1DnkPbLkkO8EWE3B3YiJZByT7DN99vswr20uornUZ6+66qqH/6frnU5nyxjk+Y7DKGZN+VzRnPLNW5ieG+ZdypTG2pxkA4eqBdAPkn+f3wA73gxhA/RsDc3Iz5zerfyINZGRsfWluNuZhtFWM4Z6HbFIr0cGzE63NfuRT2RDf3qIiy/+wkU333RTQNed/7Zj996pkU8FKSpmxCDIcqBTwGkyVs289ce0NE6Blj59rprq9pv2U1bHNMz0hgXICgDzwkwNU4qntM95YeEFSano00wa0woOS7liOfm5HKrVPUDgXFtXj1CgRO4i5i+YB3fA+/VLL7309v/tchcKuZAyo1K6a/F+FnnJtOxOnb95B2E21eB1QC0pJ3tg7CwKG6BnaxBGFovThvHWBG8GPgYhGR9lKHBgiZu0L2sqJ+xyuniuoQCdcm1zIOQqm/M/HebzF1/88Ru/9a19fp/nhnUbt2j8OoFHaeXOS6HPAk0pVkKB8szFQ/LgkpHQps5zKqw0jdkwIm/NKvjBVG9YhcCiObZKvucd6qavRl7SHoLt2nT6QTPZq3RS0qLl8rilK7G7uwuBYBCHrTwEDU21hYn45HkEzvf/fy+3oZWowqtuDkqwuL+SNqpFoiBvqGi2EOlWwdZUr0Bp1ON/9Wdux5subICepaET7mpmm/F0c5pu5nnV88IgCaTZLY6Zom7aj7p0p0p/6EoKxiBWUVm58H871iVf/OI3rr766qePWL3qqfUbtpREorGpgh0X8ti8vjilT8YMoFX+FJpmddNNa4flDDXr3KdTAjODf8b7Ft5qqjLUdHEzpSOFxLz8rGjltWc07SizKKcsSC4C6IDPj87O/WhqnIOjVh+Fusaa3HB47CR6by/8X9fb4XCUKL8OTFm3znSss9670qHrU+xZ18yBvaaCpFC0B8bOprABepaGrjlylsTLSl8YxkxviYIAMudqs5mssDuVq3WIRzGPi1IyNUN1GRp6A7HIwJ+qF6xYu3bt+gsvvLD6bW879rmNGzYd3tHXS+CZnZLUKQXFdJFOsXWdG62JNs6YMD6juYPBW8kAtalBrEUZfGsZQFmFQMugSDeB2DIlUsqPomYtUBbYm0U53TElo2trbkFkMoxjjz4Oqw86BFX1NRMj46OrCZw7/pzrTdevhD20eZq55Wti6aut9+RwuKb8pCWlIz9UtUJLh07X2wboWRQ2QM/S0Jxa1nRAVl1/mrrhtgaZWp7E3DzCICHjqWQiCORVPMqJJ56UloZU7ppeEgqGOAd7wf92zFtuuSVDX4645itfub68InT5lh07tXgiOYP5mpI4yQOrfHjRTEXocrK6yTLN9Idu5YrN5pqiUmqgqKtZisCU5E4BdMEsyFlt3up7cVo187wcwla5MEjMmffNHtL1tXU4ZNUhoPOG2+9+asv2rafdcccdOfyZkc/nAyrHX5wyV1LnbjUBqXT0dGpHnwJlduWWYQSqiBj5c49px5s/bICepcEMWmRkuj5VdFPMzSnKCqW91WQ6Nz+fzWbFCIjzxQwuTpcLaQJtnklodbpVlld98Morr7yOYu//79jXfPWrXyLm+fvFixb8/veP/yHQPzzC+l7FoGf4LBfNfAuzaOGaRWkTkX0IqPJCAsNqlJlqKIFp4Wk1hJjWe1O5XSuTYVjpDsNqCVH6ZM7B+7x+8XNm0H7XKe/CvHkL0NxSn+obHvroFy666Bd/6fXOZnOBP3UMtO5crPZ6h0N/3UIBK6WjKUmhQwqethf0bAoboGdpaA4tqzmm86AqtZCfAkdLA51Kp6ULMBh0q3xt0SkgzQATDJZgeGSMgLlafhYMBvSm+sanafdN/9fx165d+/zll19e/973nvPCxg0bV77y2kZh6wpEC1PnMa3VVmxfgzI+QkGTRLrCXzWRfOZ0k6n3+bq8tTG9L1PjbHaRqwYUAmYHsWY2Y2ogxszF0YNWHoR5C+YZuWLuoRfXvXreX8KaZwZdrwCbTknPjMMwR26pVIucJ8yuxZnnbn4VmZ0ykOb9jP01x7fjzRk2QM/SIBaXkU41Aa2CWTLTzAYOwyxkGeIgV5TxV4ZI61hRkM24kPXkVUGR/vT092KRf4EoMqorqxtv/Na3f3/JF79w2v91Dl//+tdj9GXVN795w5ply5fd9twfn2/ZuXcv0lluWMlMDROAxYotgyYrZVEwC4O6YphWUVM1f6jzV63axWmGPFWQM6YYKjNalgvyXQI/v/qgQ9FQU426hlqjoBvPjIbHzr/22mv7/5brTe/DX5zhq6GmhivtsywxslCo8WNWx6JKcThUv6F5jplicfRvOQ873lxhA/TsjSxMn3iYUjtBCStNYLVYm7pczZwqzeyZgSydSiLj98HvD8iE79GRYXi9Hnh9Hsxvm3/qDTfccOsVV1zx2T/nRC699IpH6cujmeLXjlt58Krb9u7du+K1TRuFvYsdqqGbPtX6lHcGMA3Xmgm2hpkSUedsmN2NmlX7+2+5X74z4PfVUF8vJk6ce373me+m9+DLJrLJ34xMRj573XXX/V0Akc7dqzoIpxtxrEKluYWZatFNl7yiNO7wazi14dQc0iQzGY/0/D3Ox443R9gAPUuDbuczM/XPHGx8NG3Or/S6lgQtn8uhvLocY2Nj8jOny4l4Ii7tzjx6ajIagd6nwev2wElAvnLJ8s98/bobGi+/8op3/7nn9OUvf/l5+rLyqquuajn2hOO+O9jbdervH/uDezwcJvaek7SK1RY+ZTAkZkiG6VUBAWPDZKPyU1ZFWCoV+sPFNnbBK+QLqK+tx6plK2jfGSxevAjBkmCi6MDtn734Py4vTo/2/ruEy+X0yhmz8kR3zeiSdJj+I+b4K2P6LsbKnwtssw6bAHrn2p17cPXf88zs+GcOG6BnaRDDzGhTml9uoDB1uLrVDGLefpuWmPxcOp1BRUUVYrEosgTY/H2CmHQgE0BZSYkoMLq7u9Hc0iyguHLZirN//KO7xvv6ez551TXXPPjnnpvpZXEW/z1UecNHE/HJf83n8iuHhgaqXnl1gzY+Ps5CjaluQcnnmouJ8FIzdcHt5fyVh9tycCqnsqwCSxYvRtBfgorKcqOppWV7LJm4LxwO33PVpV8c5O0uueSLf+erDbg9bq9mdkNyuoJHeWlTqRmn2W1fFGP+mW3e8lk4VINLKp3K31+83zbsn0VhA/QsDUPTMlK04inSVrOEZoIeKw2m/DkcZv5Xe536gAt6nBONx+MyudvncUsjBwERurq6ECoNob6+DuWlZRV1NbUP/OTOH0+OTYw+HEskvrN27dpNf+55XnHFFXfRF37g3HPPdZx/wYc/mE0nPxKLJ5bFojFfqCSQ3bO3PdTd1a1XVVajNFgqEjtvwIue7h401dcTw69GdW1t3hfwP1jUkHK73JW5fH7d6Ojozf/+qU++IeZDbjaNZnZc0EzfZwemu4IspYnaVpth7apblqMOjXPzttXoLAsboGdvpJnJaYY5HYQLglxg00xDfk03G+6mR0BZulyW2yWSCSSTSTGrTyZT8iCSCKeY15dIcat/YADBQFBGUDl0R6i+uu78uc2+83/647uLiUQ8mslmJ4pGsS+XybXTcfdn8/mOfD6/m2L7/ff/d6ZoPne3+ZgKBu7zLrjgXEK/YwnDCrrT9QQtHC+sOOiQQ7xe18G0pvSuX7/+of9pn29U6LrLbflJy8Ruc0iCaqKZ3k4VRVXqQwqemhraK004+PumXez45w8boGdp0D/1bJ79NuifPacrli9qoSeAzp4hcWrj5gwpDDqUH4Xyy1Bdg+xixwgTjU0KaHPTSjyeJJboEakah+FVet8M7btI2znltt7A2Ng4stm87nY5yjxeTxmBz1xXift4TlN4PR64CfxXLlqKu++8K53OZCayuWxfKpPZW8jnNifT6Revu+669UXLK9QME3h/Zj5mxlPm48CHYbiU6ZNuypotVFY1ANXqbipRpiUnqqNQd1gyQO1/270db82wAXqWhkbU2cI5zh173T5iwZPiMOcmoGTGxgVANqT3B3yS0uD0htOpgIVZdCkx41g8jpER1TvBBTjGF3aII4ZsjoTSZZCr1bpcNFR3H0/A9npo/zwOS2fDJRe9JjVlUERs0+t2uBr8Xl9DZbl+OD33QWbrv/zZA7j7h3dl07nMJAH4QD6f259KZ7YXjMKm7MTEi9fdcss/pQytr6/faRX+rNyzdVditdczQM8shFp3LJqp7nA5HTZAz7KwAXqWhq7pLk5hqEnYLjy/fjMb8cDvD051FQYCAeTyZfScD8FgKbHkhPhFOB1qBJPf65cURyqdlLzz2OgoyssrUBoqlbw0gzs/xFtaUMeQ7a1p1WLhKaCuy/MC8LqSm8k2MAtkunWbr4pluuZw6w6t2uVwVgcCvlVVZa5z+DjeJcvxwH33F2PRaDKRTExkC7kBujvoLOaLOzP5zLZEIrHupptuGnyjr/XnP//533Z1d/qV/ak+ldKwnAQ5VFHWnKJuFgqVQloztdM8NstnA/QsCxugZ2kQ0LnFfN7hRDaXJZYcFFBmVp3JpkTTzGDROqcNo+Mj8PrcMj0kmYzB7wuyTo8rVzL12xVkQPYhnysQSI9heHhYWDKrKILBgJjUc5GLmTQ/xykUMSIyfZYVu9bU0NeiOWKqaJrxmzpsBi3+VmbzSZrFI/vjc5aFgPbLhUldRZCAPxj0+pudAeeRLFHjY3qIsd/7k3uMdDqdoUesYBTH84XCsFE0eomB78+msvvzRn53PB7ffuONN/7NxcPVq1e7zn3f+57bs2fPkTI9hpvW8wUl+5t2R30dUFsOf5jhdOcwm1bcLqedg55lYQP0LA0n01XTuY3bmy2/ZOUFnZFtGPSYHQdLApLG0GQmXhZJJAQgWcUxE0BcbmLXbseUyT6DPTebJI20gCyzdesxlcqY0TVnNcRYDSXWYFdr1JXFMh2Sz8aUrwW/FR6n5fa6xBqUc9nspcFjqAL+AC0o3EDjk58RUGv0vrzu/9felwDrdZbnveecf737vbpXV7tsLbZl5BViiikYOkBmCjhpWjpJE5pOJmlwUsaBsbGQrcpCkiGeTowxLumYmYaWUkyBDCkUJrQ1GGIbY+JFsiVr19VyJd2ru/77f875+r3bd871ktTEsiT/5zVX/3b2/+f53vN8z/u8+XyplC+O5MuFK9DrmemcPA0EuO+v/cVX43bUqlXr9akoik/VG/WjcRTvababT1uw/dmOHTv+zkx869atv/+vPvKR+w4cONizf/8Buktx/RPFW0OapKesUhNHkITm4HfoGgVB+Cq7y+JNGhlAd2hgIgrCC3tGpFye59o/aRELNndF03sEVeSVETDy+TaZJFElnlQbIkhin0K2z/Cc6X3S8cQQoHPGmyeQom7cIjHjYpjQmTElLarUxJ4N/ZEmUQ8N1+WFzidnAUxNh7jzCU5YIijjQIO8OoI1dkNBaqavt5f00VhBWC53UeGNzVDlPOg4ffu8p5Qv9QTFYJXNxm9ARQpWSiIt8/BXv24sUDeq1fmZ2DOnwyg+a7Py0F7DpfZ6rR/uGSyPnTgOjz7+hHDN2kLLT8rSwaTAGdxrwW8ntyMunzvR/FI+IFlcvJEBdIeGRZ+AdM1xO7nF9qRsWpfB2+piiSgQ5KARIKvVqs2iq5RZk7GRADkGgW+hSN2uEcQUKJ23h2p6fc6EPT/JFDGxRGBEgEx6CuqxxORVHdpjxarBSLqxsJd0RI8GmpR9I8Bz521u0OqLK58vHszUpgvB2+4LqREEaMyuu8rd0NPVRR1TkN4p5jELL5LPRwk13hbcCygjzPGEpgV9RNJyLiiU7V3F0ma1TtWNdeyz2GzBiVPj8Itn/5ZsWhMzfh48FJz1PS/VQCABZXW68x1nH7ZbWT/CDosMoDs08kE+5wmnS9kqvau31NIjT0qqkT7o7eknOR2CddMCUBubvVpgIctRfN22WXWrTSXhiquen5r4QnDMcUarE34YBZk0JOsJN1As7JzCran4OIzPmThm/UZ9nUFM+WMjJvh8ANheizq2WECPscZDstVcilohioQy5hwV2SAw53IFKFkwRtqjVC7ZrLtIz5E2QQAvFpnzRvDXll14DfHa4D6PnxyHE+Mn2ENbXAHxzgTnP4MgkHPyxFZU6zmlNN0Y16iXzFWl7B7pILuPuXPza8jiQo0MoDs1fE+AIEpuvUE7Y7PHsnozc+aXo0k57E1ourGVVChOeAIvQoOEYQtaBFrctRvBXEEMKYyW33TyMnafMwTc2mWEVB44eSgTgJ4UdMRO7SCDh2b83AyLCjrQuTMnfDruo7e3yI58eowxH6ORR5yQRFlho8VA6s0zL56jQSRP2u18gWmPIoJ1sUjnj1k3cfBBzrX9arYaMDUzDfOVeTrPtr0O6b6Kvq+8c4pn1s9lMGTr0QhMamxyChbk3T1v/o34aWRx4UQG0B0aNnuLWKccpm65GTiRNqDuHxHLu9ScSLw7cW1ytuNKcFFceIY437hgQQwz2TjkzBik9yC64LUZqNH9jttNxc4dD4GSvenrnEUGkkUKXcEaa49A0yedtE8AS0oOn7uQ0/IpC1HNwhOq2hBPrncIae7XyCDQpgEFj6kBoV2x2RQqZt5zx4JZtlI37AUS0GCEShFcF4Q3djy6dO5mCV0gznyeO950L0b+Kjx37koNMQ2VZdCdFhlAd2p40AzUrIfhScABAZdpAjKRN9xolQAijiVr1k1oM9bE4N/HEmUy/Sm4z4kHtpkxTnQVCobkbmQLCgxuBNaxcQoPpCVwEhK5ZlSNtBo2E/ealCnH0iTWdYOJjfNzRrCmY5DS6Jxk5TToIB8dpJ36kgIRCsNUSSFXcHar/LZxKhL0LcFBAXl4vatAqWJk38f9p7uk0PXxtH8iNx2IPUOVmQjy1NrLsE0/UUEGpLN4qtWVPFJWH9A6GUB3WGQA3aFhAWuO9Meeirq03ZJxHsTUuCQ2YoJvXCYtzASbzIuRErUC1G4oMWeknBFzsz3tLUjNC3FfXkyyM+SHSeFgPFewks8bKHtdAqCedP4OKfNkNUfIvLJk4W1Uf9jsnHsjxmI9ygdJQG2z5kD4Zh1IeAIzALVV5bsJz/3RWelzT/Rw+n+X4stVJDoB6lpugfZDBLkWvC3iyO35DnaXIF8qQK3ehka9ycebwwGIgZmyZmpeK9tnP+tMB91hkQF0h0YUhqc4OxMATWXBsZrHq4mSl4CyPqoWjDLDWCe4Ysf/Grn9pypCSGWRsX6eNHONFenxMwEzBGEEqkg6XGFmHuRV4VHkLNPjjDqOjbTjiojqIIWHFHzEFshx4s7zFvLXntMio9dyzlEJOX3uaJKFAE7g6Sd8vS/ZL18MkL9k4tJl736QdPG2qwwNDcDJ8VOwdMVKOHxkTOR3DMzJLCvtmPZHypNcwYcsOioygO7QCOP4BZz0atQbEIutpfopo1oC+WJUWDB3CpT1qQubTgymG+gxUDJAR5Qxo665BfV6FXp7+iDIFQhAMZM20nOQl0/J6YRKMOqgJxNokqSnyqKVMxf/ZwJUNHDKy+fJQKLH1EYADyULNwzeOJlHx0rKk9TJ6D4EmFXt4QutoXwyUipKR4BkvKrJII25fX9mZhoG+gfdZCFdg8hAtdaEG956HTz7wotOvUIDlR58akDxqSQ+T46vr/8vIYsLOTKA7tA4fPjwIytXriAXOhP5pDHmghGA7t4eCyyzsGjRMBscYccP4WVVL51U+jGXrK2bIhO7bHZ2dhpWr14Jc7PzFt99Amddb8H6Qn847td47jmXn8eOSkmUEYkjnHLK/DyRQGB2TFmw3XYhxSknE3NJQUwUJlk3qk5I8RGFxIXTNpsMoNR5O7V99QcJZPJSRy1ShzSasHLlSlKEsO7bQKvZIL56bHwcDo6NkSpEeynqXYzKDLE8ns/Bo+OIa+3MrL/DIgPoDg3sTn3/ffc/f/DA4beEsRHVQehoDlQ7oJIBOWHO/JRPTTLZhM7g9yMCWqYvMEsdGloEK5YtgxfnXySVA5dwMw2RgLPhdZwv8kIA1fcwVAqYdrdnD49IQDrp8ZeeoFNDfMeJQ1qPnGwymRDkQYOybfshctxIU/D58vHzYBO57JyAXCoe8Q+Bd82aS4ma4UsnAwcOVDKxWSwGieTQFfEErnQeiCvn40W/7TbuJIuOigygOzgmpyY/+I533LD/xz95Ik++FsBKAgxsBjs1NQn9/f1EebgJLki4ZuVKIwEv5Z0VeJEm+dmTvyDuGAs7NLNGgNJbes2UEy8KrbBLgDKRyyVcuSbKmJlzAmq4e7dnUlm0FoLEUl7tp6SESQMCKaEk+oKVK0pxiM67nNAlfH6xZN+Ro3YUuHE9Kmopd4FK+dKDBQ14hLlGzkl9SJJl1d8EP8NSe6zaPDx2FFasWZZVEnZYZADdwYG9/3bs2PHO667d+NPdu18ooLERqiww4cOJQqQ4pqenyaOCbsUBxAhJpUJHAAAgAElEQVSJeWbEmJBASugCE8okXcIxF8tl2hqCs2agDMyQmlxMg7N6JOtr1BVzsYaOCboMU9GxsCI6eQeQgDwbLHkCwI7qNlzGzpOcQJ+515Bk36ShkDlAznqZg+bS7GR7xKs7+liLT3yhKnRg4CpHzdyNVA76wjcDqN6cnexwe3jNKpV58uLGFmSXrF999Jz9GLK4ICMD6A6Pu+666+f2b9W73nPj/znw4oG3HD9+EhrNtgVeBtC+3n5ot+owPzdHbnXIn8aSQUZRisOlysLIvZdwvCAcM4fSG1xYopmzAhuActD8LFVIIjSGLquPzpiJWAwGZGoiKxI7LULx0l4XXgqwCViF9wZyUCXQTCb1jGTlCV2iskSSAGKhCm4z8JxaxZP9g6pdUhK8xFo08SbhlRJ9OcjxzcxO07Xs7+mDpUuW4F3C3tf7+8/iwo4MoLMAm0VjS5SN27Ztu2zZqqV/MDsze72J49XV+dqqgwcO5CvzLaIoZudmoLe3R5rLGplcE4AmPjZ6iRNdYhWqE3KaYaazZ4SpSAtjBEQhZniWCjp5jByQqw5ZK+9onciIhWea4kj8ltM656SwBkci+7kvAG7fq9crJL3DikEQkDae6qJBJjGB5XoK/KCDhuzZDSLJvvG4eGJR5IykCVcAJ+aeJhxjuT5Y1YiDIjrx4efVavVvz/2vIYsLKTKAzsLF1q1b99mH2/X1rbfeWvzwzR+qPfPMM/7eF/dC2G7CxEQNyl1dUKvXSKnAOmdfeudp5qh8ND+694xx4OzKxyXt5OQ0kZkpxGoJt5oJYSj4JeXdr8zj6rKcBScS4mQZmfQUi1VUTczNV2HJyDBMTJ2lw8E+i0zAJNs0oAU+/AoEhLXaMsmaFx6HAjMX5agpkuf4dk8HJ/vYQu02sMNfo1GHZcuuNPfcc8+h1+mrzuIiiQygs3jVWLRo0RcPHzriIzeNtqP9/X02oyvC2jVrqchicuoMjI+POze3l1bgEUT5gcsq051DnIojTlMczDl4Qjek20EZo3xuoihJ9mUW8L008RdLhiz7Zz5ajyNRcDCfbdhMHxgQL1m1Cgb6e2D33kOQ688vAH5ZS+tdFIeTDNpPDwTJHYKm/fp5MtGp1E4Squ1u2LuSACsk7blffsXlM7/k15jFRRwZQGfxioHtmm5613t+t1KtcqsrzJjDNvT09cPY2BjMVyswOzsrDnR5B7YukwXjwJTKspWXBuNA1IE4VYTonj3SUickhScTkEAARyZKLwG0lwKk2niiiT+bx6FjXrp5QFKmnaY8sIAEG9k+9vOnbHbehq6uXpoA5ILrZGDQAhLHbavqg3fleA7OspOqxYUWqnp2AJACavXKxsnUCjbeteu8/6b3o63rnn/od5rFxRcZQGfxivGhD37ws6eOjefHT5+C05NnoFqtEYCgd/KJ02doEgspBgI9XAGBz09oDL1VV9/lNA9MNEcUOUUIlpLHbc7CwWXBIoFL0SZkKCRSPwW8dGZLQGvI9okpDTQ3goi2hXU47D0SOB2yHl968rFaq9q7hAIUvBJRNlSk46uHR2piD14JcOV90Kwe2HfEMIcNKeqFKRtP9YTK7DD1gQZS9jyXLlkGV2+4inj/Rqv5l+fga87iAo8MoLN4xfCN94fTc9M0MRhGrPdFI/upqSnKpqljCU7e5QIHlJRBQ1JlSNgTs6oBQCcWIyfDw+AslP0mCujyht1SSLrH6zRRYiaudMIsMHeL+/SMiD40pV44URf7WrzCfiAxAXTsCma096GWc7tjoklBrm7UZVSbnI6X8t3KQ6fVGQa01RWXebNtapBorekzHiy0ohDd/or2Wg8PDlMTgZ6ebnPwxKEHXuevOIuLIDKAzuJlsX379g+eOHa05+zZs1ChFldtd3uPtAbbanpUHh0vmATEJYzrdsLJYVJUQp86qVkCpNpFhQDPbjfv51nREPjO63lo0TCsuWQNfPAD74VFA/3w3//Hd2DPvn1Qq9UI0LFRAPHNIrtLwNcHMpBzVIZm9OrPzAZMaOMciE1pDHGS+aY4c8zIqX0WUR6JZemCIDQ2UuHIlIsnlEUs8joQmsdL+I0U387HiqoZLGrpLvdArV39L/fff3/z3HzbWVzIkQF0h8aWLVtWh632D3u6etdXqvV4rjr73QcffODX6ENjNp+ZnILpmTlqaYVqDQYxNLJvktyt2WTJmyeTfFQoIsUbql+mf7XfntIbkGSe4AmNgU/TsjopH6coALTtfss2q8S+iLnyILz93f8EpmoedPU/Tt3G0U50zepVsH7tGhgZ7ocf/PUP4ZEfP2KPsZFMGsq2XRdxfY7NCZC6IaBGAI+ccx13D9eOKD6W29g7i0BKy2FB9pwoPMyC8wNRs+AgVywU5aQ8uToLwZmfgxS0+FAul2BkdHDq9jvv+L1Nd24+B7+CLC70yAC6A+Ouu+4atbfQu22m2DMzPQsvHtjvWxC8+Y477vh9m7l9vxAEb0fOGXsMog8FgguCBkmN5TGp/lOVhetquKAyzk2QBQzOQapqULVqzGMbKt1g3lknEKWjtZeDycmzkC8chtOnTsLxY8fg4IFD0GiFUOwepM0cPXEKZu0xY4b7/J691KWFZXiJ4iMN0BjauYXpi8AZHuWoBRcuYzP5WAtfEirHdTnRmU1NjPUKOODmicVms05ttNwSdH00g04GLNwvDoI4WAwODMKGK9dHlVbtXXFatpJFR0UG0B0Y+SD3ZGWu0oPJ77O7d8HY8TGCzNnZqYeQf73isstgvlKBZrsl1IahTtbqOYGdu+OYW1QhsBGdgVREGOucFz0W7ToI8MQRI/9rUtmiVg0Ce3z4Auy6P3Kxo3TbJ94Y+e6JyTPwve9/D8ZPnoQDBw/D8RPHoWkzegQ/BDcM3zc2858i/w/aQ6yOe4n3BSo1AuHO41jtR2MZiBoLABO3rd3GkXJQPpy883HwEDc7lOklNqjsGYJ3HkgDlbvKbl8LM25ePpCMPo6xe3oPrFy+Aq7auBFMwfvi1s1bX3ijfhdZXHiRAXSHxWfvuefbUTNehWDzzHPPwZGxo1CtzMO6teugXqvB1OQkLF+ylJzcyPBeJvW0fFon/5zWTYCX+vblVE7mw5LRxQRUCPTIEzN94TEVkuJuDWvLeBteYrmpwg3VC1N3LgtwU1Nn4dGf/g1RLSiFw96HOFiEoUzm+QysBH9Syq2dTainYMCgqsUtOcygA+0mk2S/XLIeuTZcSJfQNkTxQb0Ji9xIljp8k9ESd/nGNl24DbzG+FnCfyfrs6JEz9sOdHm2JB0dGaXrjfz/SG7kY5/61KfuvPfee6tv2A8kiwsqMoDuoNi2bdsHTMv8MwSy2blZOHTkMDTqVWhZQAlbLejt7oGBvn7KNkNpHJuWvLHNpvKrQJOBFJ6Y1edcgyaYmp4GzZARqBKgVN5Vs23hBzyQku60fC12VXukAMEms1g2brPcKG6LGiQG9tXgfZnIOG219jsMxOeejPcpE84Jr8yNX9PueEpRcJZcEIrFJ/lbIM/RPCqSLjS1ag0q8/Ok3eY+iHno7esjvlk9P5IJVN/tj+SFFsxxPz09vQTq6Fr3+JM/JQfBkeFFMD83XxwaHEJ53QfO6Q8jiws2MoDuoAhb4f15C0oIvPsO7Idmq0FdU5aOjsJb33pdZdmKZd+yWep7Hn/sqdUsBTMEHJpF4+09ZqBYuNJtwbyvt49keEwDFBZMduntfhwnnaojZ/HpQeJal5TjEaDGkUzQ4YCQqjrE/2LsYiKDgKfWpmpHKtm7gDK58snEphEK13lfODldlHSH8RMXOjJHsm9FqcpE5Z5xIGq3PFdoUyzmoVwqEkBTF5kwgpmZKWcghdesp7sb8oWSvdZlel0qFYkmQlpn0dAQTW4ePnwIjjxxgO4M5uzgue/QAbi+5xroCkvv37p161V2cN31RvxGsriwIgPoDolPf/rT/V7kXYGSW5xAO336NHWkRj527do1cc9A37s3bd789G2fvO04go3aYvItuZohGfKJRq9jBBG0wVSpGAK6Uh+Mx9xjD2SyjyYBvQDUM3oBF2sC5p8jKbumZSBVTi0Tcjn2+1AaJScVjDTRJ5V42LUkToO+HBdP7AH5bWBD3AAHFcymcwXhr2P6LwA+XyykiTDLNZzH880AnxOb90fuXPHsGu02zExPkaoEuWwNqrS02+/vH4CzZye5lZgF5257HW12bK9l0QJ8Ad73vvfG9tz8p55+Cqq1Ghyxdzfr1qyhwaxvcOArdlPXvxG/kywurMgAukOiVCh98uyZSQuwXTA/P0cZak+uC0aXLoY169f99o4dO57G5c6cOTOKxSiIR2g8jwDYaFogjoGKSNC4ByEJ/aExAurNl2OVhmaqVLDCCGtSTnAEgfjaFbJ4cvsvVABA0h1FQB0n35LJtIAAGN9jn6XEvpMc8wikQ9X30Ta1UlA7k2CoYxwViAj9gFy2idMNCWIprDGuqTcNAKiPFsds7BPomhXQNmK6ZsVimaskY+bwZ2ZnYNKCMwZef4P7MiGBPHLgeZTU9XU/sWHDFVfYaz80cXYCJiYm4MD+A3DdNddA3I6vsxn0RptJ7z73v5QsLqTIALpDolmv/zp1vw5Doi16u7ssWJRhw8a3bLLg/HVdLufnvImJM5Q9dpVLpGBAugC1yB6wHlpFX1zoEYAiWNINO+l6HQuFgBN6sVQb6uSbU495npPpUfYbG1fmjaZHjPCx8Lm0AkDaUMkzUq1otx+pm5w42JmF2/cd2cyGSrHRkmwjy8SuJDvtVY1Bgw0kfDWeg1IgISpYRDoYK9BL6SOeJ9qG6nYwi9Ysf3oGufo1MF+Zqwa53PuuveqaXzy3e5c3bbPxY8eOwls2bIB5e7eyaMnwf7YL/srr+JPI4iKIDKA7JBrN1trZSoVKs9FfuNsC9JrL1j1y7733/ml6OZsRetdcfQ1MUqHKWegtl6FeD2B6ds41P023q0KQwojjKKXrBdfoVQs2iC/2lAMGl3WCAKyCYazcNH4UxYmu2nDmy3I5I93BJQPHY4mMGO2rvUUCtlrdx2Xhnui2EUS9xHhJnurEotGBANRxz8hApMesg4Qh5QZDvGi3pfsL8f1yToF6kcjqBZt9Dy8asX/D9q6kgT0HvT+778+e3rlz5+eWTy399NHjh4mPnpyahNGRxRC3zNu2bNmycvv27cfO1W8kiwsvMoDukDCx1z03Pw/adqqnrz+uN5q/9tLlWL0QwNq16yBqX0KduRuNGikNTp05A3XyKebWT3nisIsEeDHdtqcM503SIcR13wbOLllp5omywxAnrN7QSRWiId7ZmMgBH2a9VCjjc2uo9KQk+YJAkCoxj1hlYl/gxJ3ns7QtisSBTuiVyOhAAkJ7gGsWoIORSvC0VNttX/ZHS4qZU6wl4TJxyV1oAuL6h4aGYOWyFdBlB0fUSJ88PQGtZgtm7PeywvOJuL7zzjs3b/v3d//e7ud3jc5Gc3aQnIHly5ZDZW4Ouvq777GLfPRc/D6yuDAjA+gOiM2bN1+C/O3ExCRUKjXo6ipZUITqw1/+8vxLly2Xyt70zLxMuPkw0DcIDQsuuUKJlAg4gYWTjIk/BysagqDAj1S4okIJkb5pAirZtOclwKpA5syQfEjMhnBCjwCf81OVwPF60uHbgwX6ZVkq0R6TERMIqEvZNnLcJB2kLbnt6h1A4CeDB4gUkD8SDbMH0pNRNNoBmy+pAsUn/xDupYj6aawkJJtUu+zh48dochWLenCQw8lCv95EKsk1hPXzwR2jo0v+Aldo2muNdy+4/1U9pfe9Pr+ILC6WyAC6A6Knp2fF5NwUAQdW9tVqTahWK723/Ntb6vZWu2Vvv4vGN36lXq8ePXLCQ+kdBoJNKFV2iFVIceDkID4Wi5HTIScFJVJgAkoRcCROcQxzLI9zSSw9hqHnFCOe44xFHx2zxI+yVSNKilgM+EVnDKqD9hSik7ydJXLpQhvloY079oTbjhWzXyF80WTHqW0kBTV6TElmr629uDpSW1nxutpNxaM5ge7ublcLvmXLlq/80R/+0UO1eiN/6vRpTMihaAfV5cuXj/wDfgZZXISRAXRnRBjksMS5zLf7FhSwbdW+A4dKy5eOlrBkObS33IfHjg7Uaw1YuXwVrUSAgo8yYUbudVHCI/uk1VDjekg0z24iTUtG1N0uMctnTGXg8n3GJup0orwI6bDFVhTLqsU4nykR3xnx4yRmT3cPNGyminrjQr5EksBarQqtZhMaWNX3kk4uoFSLpxSGUiu8bRDViedzZeBC32mT8vIAee3JACZNal15uWb6nui1kwlHbVZAShHThj179t38W7/527OlfK7ZCiPfAnluenYGFg0Nw7IVK2jZZq0abNq0qfdzn/vcy+58snhzRgbQHRDz8/N7RhcvtoD1NIQRKzKQM56cPAXtBrpY+hBZAGnYzJq45XzeVc8psLFnco6arMYmJCALHcWRbkMl1XIKzEQ7xE6LHOuEm/2zxwW9vX3gZgHdv74AdZoDzhEionb7pnfdCHPVClUEDi0ahELOJxqhXOwioGzU67B4eDFMTkxCtd4gOmNyagqefm5XKtNHr4wGZa/cW5FNktCoCM8TZXDIa/f29hKlowZHyawipLLlRDLIWb12+PZoYjR2UkJZ0fA1AS9Hy6OqY+XypTA00N9H5fV2k0fGxkiad/XV18LQEFYVVqhf4qJlw6vtFjK5XYdEBtAdEJ/97GdnH/rSQ3X7f/TyfAWTLw/qjSqsWr7cXHXllVHYDr22BaEGOsAZL/BsRpu3AN0yLBfj23eQYhR0fTPiasdA+rIKQsO8sHGcMWaW6eU84rCx4KW7qwdAvJeVf16YmYrcTQBwoH8Acl3vhkceXW+XaUGt6UEx51GVYbkX1Rw2u87xttptD3KFpr1zaMFvfuAp2LvvIKiXCFcBFim3v/yyy2EPNsUV2Rzrpj3yvq5UcCDgrtpKyfiSSTtuWisZQZQk8p5SORosWNFsXApnqJAlD7t3vUCDlWfvGprtJszMzRK1dNoOMlPTc1C3dwTDQ4MwuGSofA5/KllcYJEBdIdEtV795siioY8SryzmP1deveFPPv/AA19IL/elL/zH1q7n9uap4wjRGNqwNSFmyaSfUE4tMxOPDU4gZUpNlBGODfZ0Qo7pDc3UV61aYbPEQQJ99HY+fXoCOVk4fOgIy+ikUhEDXei6B3NwxdtLsPTSXji0N4TadAjHD4Q2y8xDd08MSy6xoDdkz/OsB+WhPMyesYNPs03744GFjw9//O98+9vgH934DoDverB374uOI0bgLIgbn0526kSnNNUSWZ9xJewqoeNqR50ZhWQ98rk2DuRJM27Pv79/ENauuWTGnnvNZvL2xsXz0RxvdnZucbNpM/xmm74zpKnsY9bZu4MiA+gOiU/e9sl/s+n2TauK+eCmSrUGy5cPH3vwwQe/+MADCzspBblcVCoV87VaHULioJO2TkhrtFlkZ5eM3GQaW4UGWmonWTCDGjXYNgrKQnuYMCkE8Qy8ZeMGylZnZ2Zh7Og4XLHhcgLHE8dPQlcxD8sWj0IdVRF2G1NTM1Cds/f4jwE8/UhEk5XtdiDZdwy1ig9H99qjw3JuP4Jonw/dpRYE1yaNYpWOwUKd3/ndf20z1LNw84c/DPv27QedOHSVg156cEo57Yk2D88yIO6crx/x6q7doJ+S3IHor/ExZorDMIe+dHQJDC0Zvn3r1q1fTn8Xt3zsj8cOHzy2MpKmAj3d5dmdO3eePVe/kSwuvMgAukNCTN/fg8+3bdvmWzCI//yhL71sOZQKe6L5NY6DltJnojxi1hPHqpFINMSMYQmQqdDBV7WE6IYDT8342XxofPw0PL97L1x73Ua4/PL1cPLkKbj++qtp3/VKFfbMHgRxjIah4QHaVn3Oh95eC/SFHFx6fQj7nwJYcY0H43sABpf5BNTNKkA5H0MzDMAT434uookom200Ivibxx6Hq66+Bn706HdZtYIZMznXFV3LLM2OwRW5gGxLqxUT1UbSj1DoENxzStmhnLVePHTX6x/oxzZfiYGHxOjIyMeDGL7l0RjgN/tHBv/FL/8LyOJijAygOzAQnF/tszCO2z51F1HLTc4eFYO0KMVxsl4yJchFGrEDLtyGk6MpWBvOpFXJgZOG+17cT+b+zzz9HJvpBz784Pv/mybwugzrmLtKJdEwsyakUIih2szBv/x3HlRnirD8CgMDJQ/m3mqPbRpsNm6z7Cfs9u0xFLwWA6lMVH7kn/8GLFs6Cv/zf/0Q/tvXvgH+N74NcdSCX/3A+2D56Cg89uTPYdfu3ZCcmWTMdA1iUaLotXiJp4jSIZptA+nywHHWHncH1+tJDQRKZfDz/ss8n+/efvd37OeFzZs3j+zYseP06/HdZ3FxRQbQWSyIdjsM9TaeM0cxu9eCDd+kMkYfkmXVIEnUHwDkaOd5KZDzVHecVN4hJ0z8KqknAli0aBCOHTsJ3T1lej3Q3wsDw8MwiwUyzRZw8YZHx+FjU4FSHsL5GIZX+TB2rA0rFwewdzKE2lyORgNkHCK/DYU8F8mUywW46b3vIVriyLFTsH//ATAh3yXc+I4b4YUX9sCNN74Tdj//AmfQOfEZwfMU2kI5dIJfqZpU/pkHASJ3xBiKr5QRwFZ6RYt2UDlSYFe+6Vf6PuTOJwPnDo0MoLNYEGEUtlW/S7AaeywuE2UFTtZhWyls+RTHWgUoXhyp23fmeyXzxm0ECQ2g3K0vaoo1a9bY2/w+2L37Bejr7YJ8IQcbNqyDvXsPwZnpGRifniNTJsSqgYEBi7vou5yDXL4NP/5yC0bXBfDT79dh47sK8MjjbRi9rACLl8Vw4DmA7m6b8TbZkhRpDfSy/vrXvwmrVq6ERx/9CWi3bgTTJ558Ci6/bD381V99l2xK6SDRuCnvO3Gdy3yB+zBSVg9J8YpWKhpRoRAzHiWlM8q9K0efQzdAqjyMZt6I7zeLiysygM5iQYTtsIVAprVuLy2vxt7WsXCxNNnlqA+g1NGYlJUo8CQgWYSaZFtGMmiVvD2P2aponKdmK9BoNC1YvwjNRgsWD/XD4kUjENkMeGpqjifo7DqlYgSNeg4qM22Y+IkHxa4Ynvm/9rjtcpUnW9QCK+9H0LZHbHNsAkEESVSHLF68BI4fPwnr1q6BX7/5n5Jh/re/8x04PnYEjh8bs4NAv6MnlIM2scj+lFxOusRyX8KXXkjJptXtLg5fziqRXSrKFnMB1Bv1k6/rF5nFmyIygM5iQYRR3FLnC1f1R5+oF4ZP2aMv/LOfAl/+l4s5JHmkW3zlpJUKUakdOeHZ10uWLoYy+SgXoFwuQ7VSgeHhRTAxOQVzM/MwV21CqasEs3MVWDwyTIAf9HlQCGJSdIyuDWHiaGCXaVsgtICXRy9rC/h9gQVw5KFDMkXifUbwrW/9JWXTw8OD8NHf+S1oNJtwyZp18I2Hv0mfazNDcryTzjKecBhKddBzrVCkwUkVKonqBbcRkgd2zJJD8cHWZXzhxRGg814+ozGyeFlkAJ3Fgmg2m3yrHaunhdIYWGkXS2dvpUBY86uduFXRoQDPDVF9V0kIWgYuaXe9XqNKPezuktZZY0xPz4Frj9WoQdX+UfIaR9A9UIVLLwsh6MpDX86H6boPV17lwfGjMZwaa0FQyMPV78xD/5AHZ8ebcPJogbp/sy2oaJJt9j9+ehy+8tX/CmsvXQc/+MFfI70jTnuGJkLRxQ87nmAXlrS/hp63cUmxmimlqiEp00/7dRh33qoV5wGQ6I1o6/ZXn7jNonMjA+gsFkShFHzfwsmvIIpE6qcs3Cndqkds44nWnrGgMNLNURTrohzGONiSl1zBLdljnkqrAzh7doJoEexriAUf2m2Fw3OFJdxdJbbLn4aBoRFY6j0FQTsHQRzAgAXpwGbOA0sMXLsCM9MC5LCf4YQHXbkWrFpn4NGfPA0nx0+ImT4fQ19fHxw7dgKmzk5DqVyAyakzYjVqoNlo2EFiGoYGF7ELXtoS1WixOjgfDmqqG6c0z74k4lKZSBOk+B4Vq0jSTfppH9pRe+6N+G6zuPgiA+gsFsSzzz77mbddd8OtB1+s9COVEVEa7Ce37j5XEBL8Ev0RyW1/IH0E0yqPdJFH6vbfvsIms5etXwYHDx6ERhO9QZq0GPcllMk1yiljUEoEJwqxD+HJE0dBFSRqwKSqEyOGTbF0+0ZwrNcbgF1iULaHNqB4zKTusM+fffYZ2ibSLWG77cqvsdISAZyKUCDJlpXOSSRzokah4YjNkuioKWMG0U4nMkWV4KmaBaWIdrVHz/X3msXFGRlAZ7EgHn744WjLli1XXXnN5T/bs2v/0lotBJxew4y3FUr2SZkgL0+TZ4FMnlHyqCoNLe4A58MsL0Wu51FVYF//IPR7essfSUeTpMgFc3Xs2+cJF46fN1vcwcQTBYlrSisVfaThllJ02oJ9HB0ZgZHhRUIzxCwIlOVR4RFG3GGFQNMONtVqZUHzVz4+T8kbAWaTVOpoTbfopZWDNtJdnCss8XgiPXJ6tXr1kl2f2fmZ37h7+93n8FvN4mKNDKCzeFlIW6VlO3fu/OP6XOP2M6emVqMKYr6G/Qxj1+6Kg4GLgFFMlYR8ps8cNaCALath+XcsffyIx44Y8ZEmYCN8tSRtQ+holqQwxLjM2ktl7OAyU7Yy9VLvCXimBMuqS1ZZIalXAi+1WHq7ScaMx+B7JpUZU7tad2xIe6g+ms4rVXmI+4httr5q2ZJw47UbP/8fvnDf7fbvdf8Os3hzRAbQWbxq3HnnnQ/ahwfv+sRdo/GS/h3F/JqPzs3MFc/OTEOlWscJRbLiZCP6SPhY9piITeK17OcN8dXGASNVLILr4ud5C8CQKQoQoPacdE+N97kQRgtkfPG/YEmfUhBJb0GPE2mTZL68jpdUNALLCmPxFVFDI6ZZUpJBZwd60PIAAAMTSURBVPqU2KlqYwDO7llSh/0Gcd1Gq0G3GjkL+vlcmeR7l16ycmLJimVfe/LnP7/j81/8YvMN+zKzuCgjA+gs/t7YcR+VGf/Bpk2bPrls5dIzU7NzJeZ+GThRjYF0QJDz4L033dQKpB0VNYA17H6H+BlLeovcbxwZyV5NklmKGgQ/w4hF68f/cSZO5IT2DExpsF2TWJOAq2bZvFncB4J17NgI36bLpHVGF1X73B4/obZPZer2dRBIo1zPcevU0ksGF/wfTppillzBScWZGTHtxwnDNjURCMOWBewc3HDD9c+EEH3I3p2ceEO/vCwu6sgAOov/78BOHlu3bN1vM+er0Gx/fr4CtXoDpmYmYXp6iqjnxx7/UfF8H+frGTYj9m+77bZyPp8v2aelKIqKxWK5K+YySl0mik6d+fiPHn32Y5deupYMl9pRE+bmZ2FqapIaC9z4j9/+va1b7s7AOYvXFBlAZ/GaotxVPmxTx6t88aTAakKdIlu6ZPHLHNku9hAvjKr8vWrccsstB9GZjiZFPSax0fQJ7USH+gegFbZ++MYccRZvpsgAOovXFO2wvSfw/JtRt8wOcWpUH0NvX1/HcqqDfYMzhQLfPKBvNtIpiO1h1IbFS0dhu7/9J9tg23k+yiwutsgAOovXFPYW/2CA7mv4QgyVPLEmLRYK9fN9fOcrcsXcJGm1Pfb0M6o8sf+Ojo5U461xVimYxWuODKCzeE1RLBYP4UQYKxe0GMSjybG+/j7z927gTRr2Gpwt5ovATV9j8SBhj+ze3t6p8318WVyckQF0Fq8pKpXKc729PXBmYkKAOcfVdvZ5V1d3xwJRGIYT5e4SO5TG6v0ckaKkp7tn/HwfXxYXZ2QAncVrip07d0584uOfOGBMvC7GPoEaBr2XSw+dvyM77zGBHcfnK1UqJY+lNjxvBzAvgF3n+diyuEgjA+gsXnPk5/LXXn31ZV+pVmtvbbeb0Xy1OjY8Mvyf7rvvvofP97Gdr8Bmrrfeeuuf7ttz8E+mpudptjBqt+DKK9bPF4vFB8/38WVxccb/A0Wwd+dqjtnHAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>