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Stairville DJ Lase Pro 1200 RGB (Stairville_DJ Lase Pro 1200 RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="DJ Lase Pro 1200 RGB" ShortName="LsePro1200" Company="Stairville" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>c155c32a-eeef-49f8-aad0-6b8f204ab1f8</Thumbnail>
  <History Date="08-12-17" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="02-10-20" Author="Nic Morris" Comment="Created from Stairville DJ Lase Pro 1000 RGB" Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="8" PowerOn="8" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" Update="Shutter, Pattern/Folder" />
      <Function ID="2" Name="PRG Mode" Display="'PRG Mode'" Dmx="74~110" Update="Shutter, Pattern/Folder" />
      <Function ID="3" Name="ILD Mode" Display="'ILD Mode'" Dmx="114~147" Update="Shutter, Pattern/Folder" />
      <Function ID="4" Name="Auto Show 1" Display="'Auto Show 1'" Dmx="148~165" Update="Shutter, Pattern/Folder" />
      <Function ID="5" Name="Auto Show 2" Display="'Auto Show 2'" Dmx="166~184" Update="Shutter, Pattern/Folder" />
      <Function ID="6" Name="Sound Show 1" Display="'Sound Show 1'" Dmx="185~202" Update="Shutter, Pattern/Folder" />
      <Function ID="7" Name="Sound Show 2" Display="'Sound Show 2'" Dmx="203~221" Update="Shutter, Pattern/Folder" />
      <Function ID="8" Name="DMX" Display="'DMX'" Dmx="222~255" Update="Shutter, Pattern/Folder" />
    </Attribute>
    <Attribute ID="Pattern/Folder" Name="Pattern/Folder" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Folder" ID="86" If="'Mode'==2||'Mode'==3" />
      <Else ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85" />
      <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="3~5" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="6~8" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="9~11" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="12~14" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="15~17" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="18~20" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="21~23" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="24~26" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="27~29" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="30~32" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="33~35" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="36~38" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="39~41" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="42~44" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="45~47" />
      <Function ID="17" Name="Pattern 17" Display="'Pattern 17'" Dmx="48~50" />
      <Function ID="18" Name="Pattern 18" Display="'Pattern 18'" Dmx="51~53" />
      <Function ID="19" Name="Pattern 19" Display="'Pattern 19'" Dmx="54~56" />
      <Function ID="20" Name="Pattern 20" Display="'Pattern 20'" Dmx="57~59" />
      <Function ID="21" Name="Pattern 21" Display="'Pattern 21'" Dmx="60~62" />
      <Function ID="22" Name="Pattern 22" Display="'Pattern 22'" Dmx="63~65" />
      <Function ID="23" Name="Pattern 23" Display="'Pattern 23'" Dmx="66~68" />
      <Function ID="24" Name="Pattern 24" Display="'Pattern 24'" Dmx="69~71" />
      <Function ID="25" Name="Pattern 25" Display="'Pattern 25'" Dmx="72~74" />
      <Function ID="26" Name="Pattern 26" Display="'Pattern 26'" Dmx="75~77" />
      <Function ID="27" Name="Pattern 27" Display="'Pattern 27'" Dmx="78~80" />
      <Function ID="28" Name="Pattern 28" Display="'Pattern 28'" Dmx="81~83" />
      <Function ID="29" Name="Pattern 29" Display="'Pattern 29'" Dmx="84~86" />
      <Function ID="30" Name="Pattern 30" Display="'Pattern 30'" Dmx="87~89" />
      <Function ID="31" Name="Pattern 31" Display="'Pattern 31'" Dmx="90~92" />
      <Function ID="32" Name="Pattern 32" Display="'Pattern 32'" Dmx="93~95" />
      <Function ID="33" Name="Pattern 33" Display="'Pattern 33'" Dmx="96~98" />
      <Function ID="34" Name="Pattern 34" Display="'Pattern 34'" Dmx="99~101" />
      <Function ID="35" Name="Pattern 35" Display="'Pattern 35'" Dmx="102~104" />
      <Function ID="36" Name="Pattern 36" Display="'Pattern 36'" Dmx="105~107" />
      <Function ID="37" Name="Pattern 37" Display="'Pattern 37'" Dmx="108~110" />
      <Function ID="38" Name="Pattern 38" Display="'Pattern 38'" Dmx="111~113" />
      <Function ID="39" Name="Pattern 39" Display="'Pattern 39'" Dmx="114~116" />
      <Function ID="40" Name="Pattern 40" Display="'Pattern 40'" Dmx="117~119" />
      <Function ID="41" Name="Pattern 41" Display="'Pattern 41'" Dmx="120~122" />
      <Function ID="42" Name="Pattern 42" Display="'Pattern 42'" Dmx="123~125" />
      <Function ID="43" Name="Pattern 43" Display="'Pattern 43'" Dmx="126~128" />
      <Function ID="44" Name="Pattern 44" Display="'Pattern 44'" Dmx="129~131" />
      <Function ID="45" Name="Pattern 45" Display="'Pattern 45'" Dmx="132~134" />
      <Function ID="46" Name="Pattern 46" Display="'Pattern 46'" Dmx="135~137" />
      <Function ID="47" Name="Pattern 47" Display="'Pattern 47'" Dmx="138~140" />
      <Function ID="48" Name="Pattern 48" Display="'Pattern 48'" Dmx="141~143" />
      <Function ID="49" Name="Pattern 49" Display="'Pattern 49'" Dmx="144~146" />
      <Function ID="50" Name="Pattern 50" Display="'Pattern 50'" Dmx="147~149" />
      <Function ID="51" Name="Pattern 51" Display="'Pattern 51'" Dmx="150~152" />
      <Function ID="52" Name="Pattern 52" Display="'Pattern 52'" Dmx="153~155" />
      <Function ID="53" Name="Pattern 53" Display="'Pattern 53'" Dmx="156~158" />
      <Function ID="54" Name="Pattern 54" Display="'Pattern 54'" Dmx="159~161" />
      <Function ID="55" Name="Pattern 55" Display="'Pattern 55'" Dmx="162~164" />
      <Function ID="56" Name="Pattern 56" Display="'Pattern 56'" Dmx="165~167" />
      <Function ID="57" Name="Pattern 57" Display="'Pattern 57'" Dmx="168~173" />
      <Function ID="58" Name="Pattern 58" Display="'Pattern 58'" Dmx="174~176" />
      <Function ID="59" Name="Pattern 59" Display="'Pattern 59'" Dmx="177~179" />
      <Function ID="60" Name="Pattern 60" Display="'Pattern 60'" Dmx="180~182" />
      <Function ID="61" Name="Pattern 61" Display="'Pattern 61'" Dmx="183~185" />
      <Function ID="62" Name="Pattern 62" Display="'Pattern 62'" Dmx="186~188" />
      <Function ID="63" Name="Pattern 63" Display="'Pattern 63'" Dmx="189~191" />
      <Function ID="64" Name="Pattern 64" Display="'Pattern 64'" Dmx="192~194" />
      <Function ID="65" Name="Pattern 65" Display="'Pattern 65'" Dmx="195~197" />
      <Function ID="66" Name="Pattern 66" Display="'Pattern 66'" Dmx="198~200" />
      <Function ID="67" Name="Pattern 67" Display="'Pattern 67'" Dmx="201~203" />
      <Function ID="68" Name="Pattern 68" Display="'Pattern 68'" Dmx="204~206" />
      <Function ID="69" Name="Pattern 69" Display="'Pattern 69'" Dmx="207~209" />
      <Function ID="70" Name="Pattern 70" Display="'Pattern 70'" Dmx="210~212" />
      <Function ID="71" Name="Pattern 71" Display="'Pattern 71'" Dmx="213~215" />
      <Function ID="72" Name="Pattern 72" Display="'Pattern 72'" Dmx="216~218" />
      <Function ID="73" Name="Pattern 73" Display="'Pattern 73'" Dmx="219~221" />
      <Function ID="74" Name="Pattern 74" Display="'Pattern 74'" Dmx="222~224" />
      <Function ID="75" Name="Pattern 75" Display="'Pattern 75'" Dmx="225~227" />
      <Function ID="76" Name="Pattern 76" Display="'Pattern 76'" Dmx="228~230" />
      <Function ID="77" Name="Pattern 77" Display="'Pattern 77'" Dmx="231~233" />
      <Function ID="78" Name="Pattern 78" Display="'Pattern 78'" Dmx="234~236" />
      <Function ID="79" Name="Pattern 79" Display="'Pattern 79'" Dmx="237~239" />
      <Function ID="80" Name="Pattern 80" Display="'Pattern 80'" Dmx="240~242" />
      <Function ID="81" Name="Pattern 81" Display="'Pattern 81'" Dmx="243~245" />
      <Function ID="82" Name="Pattern 82" Display="'Pattern 82'" Dmx="246~248" />
      <Function ID="83" Name="Pattern 83" Display="'Pattern 83'" Dmx="249~251" />
      <Function ID="84" Name="Pattern 84" Display="'Pattern 84'" Dmx="252~254" />
      <Function ID="85" Name="Pattern 85" Display="'Pattern 85'" Dmx="255~255" />
      <Function ID="86" Name="Folder" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter/Show" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Show" ID="4" If="'Mode'==2||'Mode'==3" />
      <Else ID="1,2,3" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~199" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" />
      <Function ID="4" Name="Show" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="X-Pos" Display="'X-Pos %.1f%%',0.0~100.0" Dmx="0~125" />
      <Function ID="2" Name="Effect" Display="'Effect %.f%%',0~100" Dmx="126~185" />
      <Function ID="3" Name="Rnd Spd" Display="'Rnd Spd'" Dmx="186~225" />
      <Function ID="4" Name="Rnd Pos" Display="'Rnd Pos'" Dmx="226~245" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Y-Pos" Display="'Y-Pos %.1f%%',0.0~100.0" Dmx="0~125" />
      <Function ID="2" Name="Effect" Display="'Effect %.f%%',0~100" Dmx="126~185" />
      <Function ID="3" Name="Rnd Spd" Display="'Rnd Spd'" Dmx="186~225" />
      <Function ID="4" Name="Rnd Pos" Display="'Rnd Pos'" Dmx="226~245" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Zoom" Display="'No Zoom'" Dmx="0~0" />
      <Function ID="2" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="11~100" />
      <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="101~150" />
      <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="11~110" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="111~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="11~110" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="111~255" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~180" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="217~181" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="218~255" />
    </Attribute>
    <Attribute ID="Clipping" Name="Clipping" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Clipping" Display="'No Clipping'" Dmx="0~0" />
      <Function ID="2" Name="Size" Display="'Size %.f%%',0~100" Dmx="11~74" />
      <Function ID="3" Name="Clip Out" Display="'Clip Out %.f%%',0~100" Dmx="75~104" />
      <Function ID="4" Name="Clip In" Display="'Clip In %.f%%',0~100" Dmx="105~144" />
      <Function ID="5" Name="Clip In/Out" Display="'Clip In/Out %.f%%',0~100" Dmx="145~184" />
      <Function ID="6" Name="Clip On" Display="'Clip On %.f%%',0~100" Dmx="185~224" />
      <Function ID="7" Name="Clip Off" Display="'Clip Off %.f%%',0~100" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Wave" Name="Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Wave" Display="'No Wave'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~199" />
      <Function ID="3" Name="Size" Display="'Size %.f%%',0~100" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="White" Display="'White'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Violet" Display="'Violet'" Dmx="28~55" Colour="180,0,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="56~83" Colour="0,255,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="84~111" Colour="255,255,0" />
      <Function ID="5" Name="BiCol" Display="'BiCol'" Dmx="112~139" Colour="255,255,255" />
      <Function ID="6" Name="BiCol Mirrored" Display="'BiCol Mirrored'" Dmx="140~166" Colour="255,255,255" />
      <Function ID="7" Name="BiCol CW" Display="'BiCol CW'" Dmx="167~195" Colour="255,255,255" />
      <Function ID="8" Name="BiCol CCW" Display="'BiCol CCW'" Dmx="196~223" Colour="255,255,255" />
      <Function ID="9" Name="TriCol Constant" Display="'TriCol Constant'" Dmx="224~251" Colour="255,255,255" />
      <Function ID="10" Name="BiCol Constant" Display="'BiCol Constant'" Dmx="252~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Composition" Name="Composition" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" />
      <Function ID="2" Name="Lines w/Bright Points" Display="'Lines w/Bright Points'" Dmx="64~127" />
      <Function ID="3" Name="Dashed Lines" Display="'Dashed Lines'" Dmx="128~191" />
      <Function ID="4" Name="Points" Display="'Points'" Dmx="192~255" />
    </Attribute>
  </Control>
  <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>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern/Folder" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Pan" ChannelOffset="4" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="5" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="X-Rot" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Y-Rot" ChannelOffset="8" Wheel="21" />
      <Attribute ID="Z-Rot" ChannelOffset="9" Wheel="49" />
      <Attribute ID="Clipping" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Wave" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Composition" ChannelOffset="13" Wheel="5" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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mCnwW32EJnTAWAQYx+wPTAqAkI+q1VdahUqs9YHqs6sBJtrB7z6snWpf5WILbtyufo75AwIWhQnbBy5crQX2296u8YWNs2s0CN3xiH1Ply4U7rj+4T0K/wnv0L7UCQV2Anc8H4hYXVb3/727BHAYuDSB/St585B0EMZrSQwv3s+OEf/ehHF3/gAx/4Ap6/+93vdn//93//Pz0Yv5f5RT7JsEAQ4NatW/fClkZ4ntEeA+jzzvu7+aedfsQNLznltMOojwoSQy1d3KjXss4AnxnQP6GzogOgI0DCfslLXoIGrfnG3ua/3+GBesp/2+e597DvZKNLly4dBohTFw0wR6eg1MwOjI0uZ599NiWCOuxB/T3dUBYIvbOe+scIPZXSjQv9t1SSwYdRUPb5KJeSEcH3JRKe+felVMINo4bSBuPmILK6TPvOSrBcVbcAmBdemYiahlnw1PS5eh5jQIxTyYbRdDQ9C8C2/FaiVUBXBmqtGexdQVbf2Tx3oqaIAXQMFG3+VeVTNKsCYK1ZsyabGVHVF1vQ5DNdLI2pOnQhk5Iuv0XbIk0852K7MnmqWHhXJ2UgzmTZ1zAjxuL+H/7wh3BhDCNvsMw644wzwuWBNaR388033+bH+ns++MEP/gQqDiUPwJ9fvXr1exEH+x/ixmyC/cbPJEcvvPDCxZdddtkzLQ36PKE9BtCvOOv4P65ZvWYN1BgcDLTCCAPMA/SuXTsDMGMqBAAHOENqOuKII8Bx69dff/3GCy644EN5hvHYy//mN7/5v/v7+ZQM0PnAzUHsxHjuO9q9r3vd6w7aU+WPkc9L+f3vf/+wL+eQ/znkB8ioL9qo/z3oO/Coz++If4eV0GH/bCS9D/o6G/F3/B7y4fC+3/8Ol69X3Af8Hc+xIQIXmEMfLjzz8YKZ4MJOOmQj/HYJswlZSxkL2gkHHASG4+/lFBzIiEI8aXyB0rjCM4THt2BeyeMAHCUyMzAtpKFmVNZ9LAGOi08K9ugG1hc4GQ+eK0ASQJQ56XNlZmqzrN8rU9HFPKsesQxIJW+dgejMK+0PmQ8ZPlfJOzZDUF0xgVTBmWBNaRygz99MA2MM6QIAaeqmZoBaTrQB9ccEeTzDt9Axw74ZF1UZ6dgNwAzVHLbZ+zH+r/fdd987NmzYcGfe2MDRdJdffnnN57cMiRwEKZ9MhLNlP7N4nX/1xU7H3HON9ghAew73rjPOfNmabdu2Z1Ny3sn9H3lks/ve974bGoGmNViQwHRo+fLlW6+66qozfaPd/J73vCc3nRtvvHHKc9TP+e/PR8cCt4V+DNMhDgLqx3zDz9sTZS+ilNHsTK9/1wRG4qe48/wAXARG5fvGqH88gt++Lef7v7GZYjBlTPgNpjaYXuF3ypz6UyYGBpUxpZRB9fOOmRfS9H2vUkmmMoFJlZPt34HBpIykTColtr6BD2FXYCrNB2blZGaVlqdkGQHuZDIEuryLTEKlU4KkbrLSMLqRx7mGfpsWGWqBoeapAGTugoRghBko/laTOuaHW7HtIiMW/7CjFzpnxHf88ce7V7/61WHWC5WcF8ymrrvuum8++OCDf9OpxOvzuM0zjkUYvyCa77F80G175vJyNwfQMyNfia9Fo1OHyjs7ADjud//nd3zjPhn0bWhQbNk+66yz0Pg3XHHFFad36o3Mx3X7X/7lX4ZOhc4IgLZ6xVS9MrpbCz1HXVEtcVW6Nb2edwTg97OlIcyWfF8Euvf5/u/lhMEhMBP8xh2Mw9dFJWVGg+lsaMCDKRhO+M07GBMYFZmVf54xKk+YcYXZFBmWj2MAMzLkwV8eRwcCwzryyCMrp59+egXgi4U4ACJmsZjNUhXJMcQ9BJgJw6rqoYceCpZSWASEQARpGepDmMViN69/v+Pqq6/+By9Y/bdal+5ofZ6f8BLyIght3HSD35gB4zeYwaJFi47dHe21t9AeAWjfsItr1Va9JLjhT3/6U/ejH/3IN/q4608XMbCyu379+vpvf/vbD73rXe/a8J/+U+eeBQHkP//5zyGZQugJq76UOjg1TC09RnZTcedojlooBae9erb0d3/3d/O9MPUXHlw/4yXXQYwd6qS5KI871CQAc4Am1nywqQwmrbDGWLt2bRCwvES9+Ze//OXG973vfZ/BLNiP467z4wH6YZ+PF3C/A8Yz3Q0jbQD0gQceuGa262Fvoj0C0OicNbOwhAr+6le/GrzVBTVHrR6mRqtXr4ZL0Z0eZP/swgsvvK6X9PzUZ5dvxHkAZnQydiyuOKcG8zB0P3LDhg23zVpB52iOnsPkJey1++2332fvuOOOCqRjjhmaOdIShIIOLEtglQH7ZeiwEfa2226745prrnnvRRdddPVM8+PTu88D/xnQbVOlA6EOkjnXH7yg9bzeUbinAHoCGgZK0OSEMMMBhZXk1BDec0SY5XypV3AG+WnQo/PmzTsYadFFIf0sUP8He1of5mX+1RxAz9EceVqzZs1XNm/eXIH6Qi01uJDPdRy8xziFoySoJGEJ5We7v/Dj+a+9wHP7bOXHp3cHGADcQHDRkrpy5AlSvGcKfa95zWsGn68HMuwpgN5aLrWaCYHjckegulH0lT+jBbzt27ff5+M8GPbV8+bPdxUPztPpbiQC9JNPPgnd+Mk++CdmWr45mqPnA3lh5oXQJQP4MEZ1RyPAGQuC0Dlj7ODdX/zFX8CB/i+8QHXu7jiQwEvLN4IRQMXBxVXudqTVDwD7lFNOOcEH71mg25tpTwH0U07sQ8mJUfHZ8VMllzlXOeqoow6eSXowoUOEU9gJ1d/nhoaH3Pbp5BQVpMUdh8uXLz9yJunM0Rw9nwgLl9Q3c9cuxyoAEjNe2DVDmEIYD8yP/dVf/dXpuys/3/ve96676KKLMk+VIJpcIg/4DabhBbs5gJ4J+UZ+vC8186G5ECoduiT19oVGx/RpZGTkwJmk1zfQt5BmTdCNQTIPW0ZdNbMcQcN6iWG/2SrjHM3Rc51w4gucEHEzEEi3lEPnjAvgjaPnHnvssZ/tzvzAbPYb3/jGmMeKYd3OD2YB/MBYhqnd6Ojo+t2Zj2eT9ghA+2nJPRVxewgCMMNwXV0ecs+9f74cJhh5G1KK6C1/+7ejb3rZma+jEyX6bCBxUwNMiXxnWzALxZujOXpekJ9V7vLDLqgX1WoDhLEE9QLMVrHwnvq72bK78+Tx4BkPztmBAiCObVzpOD50d+fj2aI9AtC+IW+plBunm3BFGKY5emQTwBTqBxj/X3rppWf6Rz/pJp2LL754n9ec8KJbPEcdgcTMVeewUFjP8pIZ3HuCJcdhGzZsuGN2SzxHc/TcIxxv5cfLPOsfhOAI1wncKp4eO7VbZ6AXXnjhwQceeOAyMAY9cIFjmLNuzyyet6er7BGAvv3222959avPafKpAMIWU6gfAMqVcmMjCXYm+cY/x3UB0Jd8+JL//fQzXvp/Y5cYPWAxvnCAbMllujVuWQX39Z3upT7YHEDP0b978mPiMT8299NT71WKhkBFT5C4+7F7wO7Ix2WXXfbnq1at+tD69euPwglLumgJUEb+6GMHv70E/bw9XWWPAPTXvva1sZ/+y89q6VbZzNSOp57QhSGnUVgl9gDd0QIe/EqfcsopV59x+pmnbt22lZJxkzOd2AnfSCfVX73Iv/rM7ij3HM3Rc4n8GHyC6kD6ySEBEGl1hTCpr5tVs5n+Rz/60fcdcMABFx5yyCFLsHUcFiXcVo4xS3Uo/5Z89nlp+0AP7PfOZn72BtpjzpJ27tg51tffN0q/AuXUpywubAMHllL9AUuOQw89tO205ZJLLvkPb3zjGz/vp11D+Ga6Ot1yAjUInD9M11w981sApgBG4KdHz8pOpHe84x0L999//ws891/v87YApyRfddVVf/V8teecowZt3LjxFUuWLHkHtlv7dt/1xBNPXA4/M892vnw/fFR37cU8/FG6Blh6gJ6VNZwPf/jD7123bt3GZcuWzcfBHDAUADDTH4i6FqbLVKo4aDK7cuXKd/io/nY28gPyzOKSww477L9iz7zPx/hDDz306Xe9613vn634O6U9BtBjYzu3LRhYFPxfqH9a6IchyWInLCAUDZ86XFmaF9d55503/8QTT/zhGWeccSq+xe6i4O2sOp2BPxqTDsexAQaqlLFdY1naAGhsVvEdY9GeqgPSRRddtPTkk0++58EHH1yIzoX8wMXkO9/5zrOvvPLKL/jy3OXzDhd8W/y7bdVkjjnt6wY/4dtn0DOy4OzHP4dnOzgVgl+FIf98gP4bcPmwWP4OolDqsa7s45jy17gPO+mf5fpHSL3dVdqt1aorTJCEr7h0y72lojjT9qsw390Sy9nLtylV0jgKKVaGtLC53/p+vfaEE054FeyJKRX6vvDaf/iHf/hum+SqvSyam/yirVvioOrRz1qPx6wWY4qHKhOo6eWOAJme4FP60pe+dKv/dDLN3zQuHx/6KSQl/D2VPscd/Q4IH37j1O9Vq1a90Qtjq2DCh3Gc5iPbzo28cDcjJXjowmFNwhk47gceeODbPv3pTx/qs1RLdec1KW/4jXdaD8gnwqV1EH7j7sPNO+qoo86D2+NUDTrs2+x9n/vc507xwuR9CO/zscTfVsD7pK+Xnf75dZs3b94w265P9xhA79q18wkvLa/y5XcT4547QhXhO8b8eaMOXRq+OkqpjTI4qO8AUe586aWX/i9eav4qQIo7nhquJKFqxrbU4L3UVachkU+7sh9rw0Mjbsf2HXDMnFmMgBG86EUvOrxTixFYiKzp69vHd4oVgYGUy8s9Si7yDbrQX4t8NPP9EJ3nf4+Wy6VRnw/cR0ql8ki5rzLcX6kM9ff3DR9++OFDmMIh/+h4cFyOjn/vvfcu9H+/+1WvelWTU3t1i2ndP1pfyPQ+BlJ/y3xvDwygZKLxaBi7sKuuM61LTc2D5iMvvI0/77LlZFzWJWnst+ZZ68K6/NRv9TubppJKmDE/3vY31z6uu+66oIqjZOil6REPSP9R/YPbtDTPeZSXX81nLF6mhzxh/UYPddV4+H05PQbrl7/8JcD0KC7gqQtSkj2xXfsWfsOhPyXlvL6kcZdS/9ZkFPRx7cfkIn+9jqfDtKunmOtWEtoIzqLU5SoOHfCYdJJP8yRufefhIBAyvYB17Etf+tLzP/WpT332/PPPf1thBrqgWQVorLquXr36/X4q8E4FPGzF9NfDIyPDRz/99FNBcoXkmDRmHb4gXV2OsYfKwzd834YNG46CX1g8A4heccUV/9/pp5/+Rpji8YTgxgCuB0uNWr0mHRMNPJWqUxa6xx7d7GqpZI0LAOkbdeGXv/zl33zyk5/c5Dnlat/gC3wDBPeWkESh3/JRQXQtveLoo93OXTtDh4IODsxkZ3oPR947dJjG2Ww6JQvSSChfov+Gfg2H4GK7LA4j4OILXDZC7QMH5zhZg9Yo6jQfxA6uJkd8xvf8Tgcq36mjfxuvupjU9/ZvjZdp6cDW8BouD3htPuylZAey/UanxXnfxMDZxsd7bNAr8Nm08vKl9UqgUbe7sbxpfSrFZiY2f3qPhSdAqRCgYGnLRIsO9TMdO9XG1oECor6z/dm6S7XtHqtvdZ8aYxI2X7bdbDjthyxn7GK90WnUrbfeWjrttNPO+/znP7/yrW9962vzW6ZzmjWA/vCHP3yZB8+/81OPkv99vX/0BTz/+Mc//s33v//953owfJigxmPYAXQAYxaYlQJQAoC98IUv/NxHP/rRz3queNA3vvGNty71FHTNqWN3UmjoUFmlJjDRBqTTJBAXCcEovvKVr4ADH+PzcgyP66GnLoRBw/PYd+xIHPJ3/OZpF7gDUJOB1u8GBwazk5TxntOz5D2cQlXdgw8+GKQPxI8wOA7oO9/5TsgXvsXBufgGdcByclAoWYk6T4JS6Skm2VkQZAe3YbXTcgBru2n9Mg77LgaKmp6V0EmdSEVFz2JAY//OSyMvbgUSreNY/hnOlp/SN9UIfK711mm+Yvmkvpa/LVngYp6Yl3b1xrzGGCLj1O+0rdmP+J0eMpBXbpXi89KK9XFtHwvQzEusHxKIWcUkFhUAACAASURBVDcUQGx5eBDJT37yE/fmN7/5nEsuueSEiy+++MaWAnRJMwZoSLn777//F5YtW3bcpk2bgs7G//3XLgVoDzh/7sG17CXF/XhQKxqTx14FyVMqiZLtNddcgz32LzrmmGNgZRE2sEDqjk3RQwVWa+H4LJIdDABRnWYR+CDF8iQJ6qZ59hrAcr/99gu7ptatW+eWr1jh5s2flx1USs9eWcdy5SC1E6BaJUVfdh/vnXfeGeKEW0YwKkjLKDN+s9PCqx9PqrBAo5w+D6Btx7OAWSSRKlDE3sc6u8Ztp/zaFjbdImnHSls2v7Y+YhKzpqPxWokvDwSLGINKvbQwiAG0xqHSJ6Vovtft1axbbbt2gBwDT2Wg9lzGvPLZulWKScq6oGjbM6+d+MzOUixY2zzG8tYO1JlHbZeY9MwwduagjEO/1fEFoRK4AEkagtXy5cs/4D99fTQzXVBPAP3BD35w7apVq77pM3PES17ykmEo8tPTDYL0ecghh5wAsxcvoT5x0kkn9UFihE4Hpyxge/f9998fdDoAKD3kVafj9957bzg7kCZ4kDQRjg7DQc1Tx0b+GAc7Ojr+/PnzsjRIBECAv073CS5YjGDaWIgYGWmcIK3HMmWnXlTBfGpNJkEEg6RsteC0CWVCfeBkY5ovsWF54gWke6TJeKj3ioGK7cDawRQAlIqmnrbjW9LnFpBioMS/86areenbsHrXwdEORLUtrARXBNAxSUnLotug1Q2nLastmwV1Ww6VZDUPVsUR6wc6K1EgsWnzbwWlWN3F+pbWh/ZxG57PY2Upak+Nt0iQ0Pxr3cSYvoZnPPpe33E2EPue6esOaPyGpRgE0AMOOCAscnqcO62lQnugrgEaPpTPPvvs33lJucIjaFAwnjqM1Vf/rPTiF7/4t4899thd0K+edtpp7uqrr3Y//OEPA7gCEAFSmNoDhPANgROVA+kRzr/R6RE/QREFV8ms5dBT16zHoykOiBI0OwxN7ZAXSK/cxMLwuEOCBgOBtI98jO6aFzYkcjcViRIyFiWxTKmduElqqzYfHQTHMzjWC3UAZgRGxlkGp1P0s8sdlzbOPIDJkyrsILMAZDtmkVRCsp3eSuuWbN7sALbp2XgtWHYC0FZajemP20ls9p3mQ3e6xcqreY1JgQqUFtTyZi9aL7Z8LGMsXc1Xnh47r15jjCrvPci2rV1MZR5sG+fVm85IVTVqQdR+HytvnnQfY1YMrwKQMheMUwqDID+ul0Uj6ZK6BmifgX09iFQAWJAsaY6DC+oNZBCS6bXXXrvQg9+LcGIKngN4oAdOTOpqoUAIB4CkXgeVB6kSYIpn+A4NinTwHCc3QA3w7W9/O6geAFq6SqwLhFqZiGtoyEu/HlipviBA88QIhEN+FAR41DwuPfuNh2YyXd7LlXIAYdt4LFutXAp6aAA8OC3So+kSTqKAVI2/GR/qmI5hVJ1Cig0i26ljUpD91gJU0bQ0RnZQctAQNCzF8hUbIPbvGBPh8yJQp/rKAnRePeWBtX2mEnS7halYGJW2rUosNhOxcVi1gpXsrIorZplSBNB5baR/61oE07djUPMUW+gsUpFY1YTWj9ZZURvG/rbqL63rPMFCMUWJM3uuWwEv/DguX3LJJcdffPHFv4lG1iF1DdA+M1PIBCRAqhp4CCwbA5IuQAV2hDTbQVhI3FwI46GTrDiayyAMJEs8o54X8UK/g7hXrVoVzjvDQhoAnwty2KRYd6WWzsGGR7hRzxSeefrpLG0e3GnVAqoiQb7pizbGWZsbvh5OD2Xn0YZHXEGd0ZcsOsLROQAYahQuNuLSjoZyURfO1X7GBbKd1+YJl5WqtJw6sDWveQCdpwu1gMY6Z9qdSGmWEejfOiBtHnVVXUnLQNAoAhwrhcXqje9ICtD0a27LF8uHfadlsxYEsfbVMGRAts7aMV/NY4zyANrWXZ7aRfuZpm8laGvBYuvMjksrxdp0bX+1fV3zEJPaY3kk2fT5va4/ECsgeHocfLV/vWcB2gPGJBbCAhR5UKw0cZ9SeA6LCv/A/elPd7rtO7YHm2QEo2c56KG5wYQVjXcAQ/wNwEIBUVh0fNhKQj2CcOvWrXPnnHNOUAfAuB2SNOILAwQVleSGVZoyDdht9mX+p/GMR7crQCflSqUaH8d0tRauqalq0C0HCXoaAxnTKz+osHM9lLWRolKrNB+s493RR693X/3a19wuX/7/4+1v98xi0s1fsDCY6IUNO9IxFezZmVnfeQASG6h8ZyUH7cjtpI88gLYAYReSYlK/XnZA2oGVZ9GQNxjJmJk3G28snRigtAMbnW3l6bZtXu17C0JqikjJX+sZzzmTYxnYLxQwVV2ncRdRHsjp+1g/U+nclr0xq02eDwwNNqVZrzbrrm0aGFghfjzD/1ARZjOBOjOW/lQhpZyYtabYgtltKRXgytmsrpnpslsHz5vZ23o4ji9532yOSKIQyXiAKcA2D9AnFFZ4B9SLBD2RyIlomEqogIwDlsoBbAYGBt3y5fu44ZFRt237jtBI1enGIhx0zzzlm2BJPTNAmRI3pFxs6IDKAzbBUAHA6gIADoCmaQskzPkwdQuVX5aOk0jmE5PjicnbQH+Q6JkO89Pg4IkVRlLPtbTBEoYDC5FqNQVxWGqE4OwkrdIVFxrswEUcy5avcOed97bwN2YG+HpwcMjnHQ5gplssLWiqp0CYJ5Xyfd6VN7WzIJcHMGSmmj8F+qL4Leip3lVBRKUqzUdR/vjeSlfsV7qIZcEnBvwxXaWV2lW4iJWrqH1id3zLtQamFZu5aTvwzhmWTvctaMbA1s6oLLNWsLRxWsmXedHZQLnUOJWlpd0gsJRr6f6A5plBI4/O6XmmpUpyuEfST/qMNNs8A8rihIQovAkYEWsPxgPBS+vHlRqzca0nBWz+5inowLCZ+rUHdQ3QPmNTLJQWgpmm+gC+nmGlAXUFwHagv3GuGaf7KgVw8YybL2hhAYDGAho83JEzwcID72ETDZ003ofjsgDO9eZpK9KGvjtZ2Ks0nVBMvwIkna5C2sbiJbeJ07rCgllsCkayA78B0tXMKoX67HQ3lJucGGv61g6iWNoxMIiBs81TJwBtB6BV3Wi58tItsj7Iq08LmLG7UmyzB6ebIKogYmsHRfHm1avWjdowt+sLMcYXC6P6YqvesXnWclNyzlNlcJyR4Wt9x9pF06cnSJ0hWWle+2u4yq39qJEpF8BZ+7patoR6QFzl5llZY8Zba6krDUPK638ka7Vh2zHUsQF93lXIpPkwxnK6wL/SzZC6Buh0L30L8DDTNIvDgABw3nPPPelggV+MStbIaVwZQLHwwadGCvJsfBJVJFxUtBJWY8bTbGeKNMPOPQ/sbFTqt6nYR/ihVM+NNCDZwnQGOm+oUACoOpVkuZmedgorEVrgAIHDIg12DuqZrWrDSkCxjmTbQqllwBQAUkt9ujiYWrJSlw0fk1Rj/UcXFLVO89K1eSSRMXPxRhehGF5BpSSDj+9te2ldahgLwlYlo2TbJqb3jqWbx1wtaKmu3qqjbHwq+VlVl60DPldLKzsGNP2sfEFybe43FizrQcqO5zfEBy1FrRmE+VvHir3sc03f5iHPtjvLA8LX4+kSP/Ab4AzVLdbgMLbXrl074xPHuwZon5HJvHdcLKQUDAdAyCgyPj3tCzHV2GFG6wnlxHhH0MYFoIR1Ax2n0BQOKg/8DckYi2xBBdBXyRTBrGhK6TfeeKP713/91yDNwxyQ+eSWbXyPuIaHR92ATxMVDOkf4IxThXFnOu0kIPtMO4lyXC4AEhhoSkdAB7E+WDcqYWhnzQOvGLgpM7UMJgaIRQxAJRgFYqszjjGH2DRZ47YD1pbRTtcVlNTiRgHIMgvNg25RL2pDLZfOHjV+jTdGMQav36gkqqBggV/bXkEDpDOKmPWGlYS1PJn0WmvY9FPyJrBrvfB3TJKemDI7fgUcw9/wwSPvmCd+DwdoxAdbh7G6sQCqKhnbl3gnY4zp6MM3tea6w3fAH6hLgSn0JQKC2SywAxh18MEHD0Q7QBfUi4pjQqcX2nkpkZKrAJwBbjCXq1WTjRqqbw7bp71kCuK2apUeIUWfeOKJYQch4oZEjgo4+uijA+iuW7cu/I04sMCGbxGO+jjoun/961+7W265JfWV4Qvs06b9M/OCfACAB4eG3aJFi4OFBWyxcQHQubVbHbHkAZfl2Posb+CyvLQHV4BGPdM3L73zFQFonoSrdxvWdt6iS/VwsfDaLzRuC9B8p4OZdUFpUl3TWhC35beMhQzdSqkWjEgKVjrw89pX2zjGYCzFQFLjsWAbA0JbFgtE9nsFcvt3HtONEfMRU+PE1CkME8KVW5myhgn6XtdsB65MypUSNYmdPfK3Lo6y3+SFbcqX/NZZjxIZSD2NW319UGqGV0IeEIK/YQ5MVxTAC3iunMmJ5z1J0NoplKvj2UBqa0zAhXoAC3yTE/CQVc0AB3dsYgHIAkihS6aHLzWvw5QBAHzBBRe4Y489NlQOdM+/+c1v3HHHHRd24IWt1zC3G2gsNMLy4xe/+EUAd+YPaeKwWJ4kDlAOwOzBF/EsWrzES/37BmBGRcOMD+8UjIoku9g0KwZ+ICsN4T44OJCpdtjZUA88UQLEjmGlANNG0b81L6QYyNhnWmbVv1nf23yvHV5/Mz5azlhAIZBwZoG+pANO/T3YOC1AxyTOWP3b+tHBrlds0McWyfR9EeOMMayYisd+o+oIC8raVjZ+2xdjO0yt8BCbNTANZRBaPvus5pp9rbT011qzDbNtRwC89tkYw9c209lMTFjSuiIRa/Q9+1tQf5b6g7WaWsYgjF0stwIH8uSFLpyX+G+uR+oaoLdubQC0NiDVDywE1AQAZkigWDDcugVuUhscH+EAgMccc0wIC101wBQARSmRnQjvIdUC0AGYn/nMZwKIQjrPvFil/mKha7722muzhURWdA0K/J27MtUIHSAhbuiaoY5ZuWq1T2dVeMYdfMqh8yQnbVgrebFuYoMFpEDGnYsaBt+CqXBhlenkAbRN3+oVLUOx8cQYjg5a6ncxK1K1gJXOihiYSkoaVsE/HIPm25Qbl0C6gBTT11pAtWlaANe82bUFq5fNs24gWcCzYBdjpHyu6emzmMSp5YupODR8nhWH7rDVvBUxBcYXc+hky6f5rNZbXeQqlUvN4yI8M4Bu1VKxspJ0NqFqrzyyDDjK8Ov1TE9OtWOszMQi5gHjw2PIQW5PAvTY2GOTSZ4bFhkgcg6eFwaJFIAKaRWD+emnnvSAvTlbRORiHwYgp+8gWGkEs7n09GBuq37kkUeCqgIE4F+/fn0m3QJskcavrv+V+7df/luQusPqMaQxX5k7092KqOSFixa6keGRYJa3ePEiL+EvD3ruFSuWe2l6YQAD2EwH6Q2AWOdiR2LHHAMtSwpC2im1w/C3Tn2ppgFRDUROzV2O7Qa9ZQRWsgLZ6XYMgCzxe7anbjKy+bGr6iyH1k+snvgMF9sUs6WkTfrF6gAGkaXUwFHSyfJTDotTofFKSShkv1QqN96bvGSgknzl0ujwy5WzabqAfJi9M556ZioWNkuVklV/rck8KY7lt2sLtt7tb36rwGIZUcwjnVUhWCYdY6j6OwZgMYbM9iiXmhlfCxhLndp3YezU2X7l4C/e1ZNxWGqu3KztGr8ZwKobk/FMG2lQYFj8u06VU8OiKxn7DSZKU0gKoyw/9fQ6E4TveDcD6hqgPUiOh35ZQuVNu2qtmjZCY4BTYgTAQi2BAkGCHhvble0+BOBg8RAE6Zhe7ehZDgCPgQm9LKRZFPquu+4K7w477LDMlAXf3H333WEREPfQCRBprZ750UB+grOjeaNZnEgTUjN02JCg6TIUliYAaJSxVhO/yGHolVs6qAU63i0w2YGnIEag1gHFDsFyWt1aDBz5nXZ4zYedsiooF4GzAggX31RizNMjK8Xyynqwg5yLUoiXXg/JjEM9ARzr1QSgsYMU46pUS36jTLU+H2bIv/czqLLvV2U9SARdPq3DFHyb8lhKpDoc9MAxm2Q1AYrkWE38LifT92RrlsNZHRgH1bLPu7/D73il3qpGidWJSqWxvqMSZKxtbP3Fwth6j81wYvnUtNXG2fbrqMBSr2dmdppWExjXNXhjTGVMptRoKy7WZc3BeF2DWXL8J+2WMNWmMeqvvnLkwJt6kl/NeyCjgonVs9ZF5jitIUEvbk2sc+oaoG+88capf/OSahP3TRhPyoCarQsA0ieccIJbu/9+bseOZFqMlc+vf/3rQe9MlQPUFdRfUw+Nv+nak5xLTdEAwL/61a/cTTfdlPnt4CDmImDY4p3aMy9asjhI7FC5YMGRwIz0ubDIilYLikyX6Zzj5he78KKNlTdQYtQM8HGn7Oz8dqtwTDrthOxUspOwSlRB8b1ap8TqJC/OonC00+V6htY32qBcr2cAXQtbzBCXb78aGId/V4I9uZ+VlTAzSwA1sdkqpX9OEnIb+XKUvBCunNzDAC9l6bLea/W006e7Z1M5L8RdDvmpO1dcDbNORUy2EypiIkVhuiErEGAnIeO1krhdvygqm2UYRYzL/t0uXluv2t/1GcjOhDxmzejcxp79QTcXsnkKo3ogWiVAWk2OAnMBHP/5n/85rH4CWAGSCAN9ta5cl1PFvBaYlQM/H5CasYElOXQ2aVAeAoCKIvhiIRBgvHyfFUF3DYAG48Bz2h8raXpaFrZRbMWXYS1AdzpgyO1jjZ8nhec9a0d2watdvtgGqpNv5DkuzbeL006l7Xuko+ZPzVPt9O6o4sAGJYBjOg0OzwDAtVTSKqUA3riXsnSVqZRSQQNT874A0kmyTDuNIwXtcPfMAGnXAvAnipcg3ZdSwG5TD7NJRXXaSZqd5CdmmtcNtYBl8rAlLtvu7WYIKqzEZo/d5Mk+Y170b3tpWjqG87CiU+oJoFttElvDqB+BcJJIvWHjiAEP4ITPY+gYAZpcBFOHQByoSRrJb2zvvv7668PRUAB3xsfTUJA37gIEAENVAkCGz44VHqAXemCmMydVKajNp+XkWTnTqbyd4it1KkXa8CTr8D9mbTATsoOrXV7t6vhs5KFTipmmgRq6yYYOOpOQwz2ts3pDCk4AuZx11nqtzxGckzhdOi92LgHeJPbk/3rix6GWbKrAvLyUmocl+UzNzUoleqNJ4pj1GumcuumDM/mmW2qRcCNhYsDay5hqZ4du8xR7puOkKLyq7PL6bS/UE0CrgyFd4dXBz78TFUEpO7Gb4AYpGr41YLmhjvqpPtBVakhuAF84+ceBm1gw1I0t3HBipWaoTQDONJsbnZ+Y1OmGE+ZRmYHl3pmTmqDzbkh2ttPkPWM6jSl6qzOghjTX4Ly0rVQzIBu3duZYJ44tCMbUMHmAbUG5nfSdZxerFJtlcKE4b/bBcoT4PQDWguRaStyhlFNrgHriHgWz5mrZtzHSSbG6EvTHcH414dt/wMvXYM4yK9K6COLvdOizTfUe1CkJ3Ffqk64UgHnYp1dO300FJl5NPmiRqvJUS7HBb/ujDaekR1rZNGzcdsqubRFjwHmzJe3PxXlstZyxtvSuHteJK+jlAa5aWfFvxqXWFlYoyRsTVs3J9O24IUZZyyoKmRTgfJ/e0ZLpLqgngM7dcWP+bh7siaMhvgNo4g4JmhWgYEI3myCA+M9//vOg1qCTJZp7cREQEjO3WFJqxi5A+gQZnTcarDJi/oltvgmMvUgTtkPH3unvmDpDB7Tt3J1Su0HdSRlmK75OqNN4G+FksNaqbnJ60o2ODLuJsV0eJLFLsy+EgD4a0Fl2464vCL+7XL8H59pUJTDbZID7wWwZRh3b/+ksp5SAdq3RtvC3UwVQl+H5bMBN1abTGZZLpHCs/JdmNr3tlggaeWRBMMaoO6WZfNtJ3KR2fd7moZ1Kwdrn65oW/fSodUbReY6xvDAuqgP9zP6Bth8WUK8qDp+PekkbybZVC2BjpbveKAQAOjgHSv0tWykRf0MyhuUGpGYsLFLKsouA0F2jQgDQsMrAhQ0ykKChaw47DeHcv9YAXmuu1k5fVUqnv0XhOtHD2g4UY2y6wUItJGIgnSfxdBpen7d7tzsHZFEZQc0zB7QdLjC3ZIdqpVxz47ueccND/W5syveR0kh471vdw/G0WzTfuSWLB11fveoG+sCEK9n0OgHo5Ecp9R3bP+j7DGZKqZkW/HhDVUfpaMrHPFkbdLf/6UH/7YgH52H08NTCIFtqjOZfy20lUVsneXWQV492l6B9r3e7kSfvm1geO+4PEiTW162SIxan5juvPxeFsZIzwZh4QrBWidnaeKvgpbMQO/PkbBAEoXHbtm0/aV9J+TQrOuikY+TbRSaFqzUsE/07SLYwdYN0qwbgCAvAhi0zdM3wZsedf3SkBHBGJeDbxIfGcABpADNAGc8B1qggbs8uudaGyqaE7LBGcm0pQ6m5zJaSZ4kIFVNzMC4nLkr5KiZ5W+DqdNDaztgJ4yDFJBDLJGZKeXWXJ6W3MNA62qYSdM1hkc5flVLVrd53hVuxfLHb/MQz7t5Hd7hSddK36aTDLPSFh77A7dr2sBsdrLrBcqKeaPRXF2Ts5kL3pyZ4pWBDjTEXrEdSk9Jt0wNu4eKFbvnSBe6RJ3b51hxy9ToXDymQtO5kjJU7plrIq6ciytvsYuOLSdJa10V5tGPI5rFTSTPLY6rn7+SbdvVUT303J2NVbNqFIdEqi24VCNYQFmHiCwJ20HLIAnBRm6jgB2zzae3asGHD3e1Ll0+9WnHUfeZLyonLlXQQc4EkKwg7ebK6zsqDPvgvX//6AKalSsMREFQWt912m7v11lvDhhRWIv1E4w6JGDpmAjOkZEjkBHyeTsJpRgYwcMxSpilVugAEbilcN1koFC9yqQ1hvZQAb9B/ouHSqXEY3KkP6VJqhZEAOU/6TquAHbFUTw81SCuyXssWolg/2oGLdozZzsP3pE6BmZKXlT40L006YEnDbrbRGYCGUYpJQdZMT8vJ+Lju4IeUB2S054Bvl4pvkR1uYHjKrVs74nY885A7bN0q98Tjm934ZJ8P2e+mKyU3NFxzB62d70494WA3UtnlperJoLcOarcAuv3B6iLotSt9XgJPnLxX+lLBIaiZmS/nNj815K792QNuoNLvC7AgyOql+pQr+++rpb4g5UO1ksd4Y3VhB7+VhmNhtS/o8yJmbgUQ2xYxijHPmLTa0vYwOiylPpZdKRx84fhdrd6CzUVSutZHVgab53LyrEyBKn1HT3PABwh4AGMIiRQGAchYv8Jz/MYMnJuxYoyOf6vUzbEAofDQQw+Fn44fRCuzC+rZzI672zi4ssHDjmKqvlprSN3TqVP6g19wcABR2roCkGHTfOedd2ZOl6gX4kYWADIqElyOUjMqE2Z09K2hlhhawSGP9YbBea3evGUzhKulx7+QGir0hEOH3WkuXUBSiTjpEJQISrTAFwk9swYIfze2NTcav+5cPo5mFJOKOgnfDqR5jw12ArPGoc6I8kC+U4pNf2N5A9XCJhXUJdrZg7WbcmtWzvMA+ZQ7+cUH+H601S1eUHJPjvs+VOtLGfOEW7S47FbuM+CGShP+2WBotR3bd7qdO+ACAAOsL+iUp3C4BJwjVqBLLPu+tcRVBirBZS4GH9IeHoPqe8JVpyvJImFg/J554+Dg4FmxnDu9j7VHkVrCMufY+05nV3l5yaNOVWR5FPKXjJam2epMqSE1pzt97ftSQ31CdwlwJ0ETXPRn4AYwBupTWoCB1O81f1vVIcgumPMbYBOMIG644YZLZ1rOnnXQBE91EK5SqO1MHOQgXWHmjsLf3fw7d5cHZvrj4DtyMfrHADgDjMH9UMHgiDzXTyVmUrspWazi7fOsDAnyZmW0A0OnONYXRAyA4qqI7hZFZkPlEJOCYlIZLWVoBaPASX2etcToJY95M4Lsvf+vWvd9DxY1bsL1l8fdkgUj7pADF7hTTl7nrvrhz9zxRx/orrnmFi/hjnjgrropHIQA1HXV5ISOSrKNf6Jad+NTQeZy5b5+NwUJD2dH9vv0y7WEiZeS7SyDQwPBp0sYmJmrA7RfXwIS9WRnYT3tJkVlyCu3pU4k3XZSb1F6ts/bvtCO2c5G/yuKr4hBJDP2VmEQlIFqPfFIx35LSVd9WgM7ANC42I+tDb6dzbDP6w5DYg9m7x7Tqhs3brxlpvXRE0CPjY1t86C4mKoH6Ih5WraVtrTRrY0xwoGr4QDYp596ym3ftj1MPwDCkFRg5wwwDtu0/QW9Ef4GMHMrOA+TpaMSHRQWJLUilXRablUGNhyoaNDYxQWN04a1qoKgNmlT972A3UxIpWN0cPrTxgYhSgy6JtHNtFnTsOGLAKheSlVOSLc27pYtHXILR+vuuKP3d6PD293RR+7jfnrdM27/fZe6Bx58Oplee3Au+2vX9jH39PbHHU6dwG5AHMlUKyfWy1UvIYfz50r1IBVPVzGLG/dS9iaXuDaoBa+JI77PlfoOcDDb82J2mC1hE1bY9l1Jzs+r1+rOdLOepNE8ZtXtLCov7nbftrOK2N0A3lagAiOUimZfVRM+fEP3DgBhGhZQQgamoE/jHXAFs3KekJI3m2RerCDD9prpBhVSTwD9u9tuPunlp7/ijx6YQ055FBV1O3SJCVLgI+E3/WvA+1zwvbEgcWJElQW4mpXQyQXBFLBNHCZ65GIWoEPhIjsE9Ry3PB8HGifvlXRFH6KR9clsv2MZrTRvgV9X0XVLufrmiEn1Gp8tX96ga5bSW99pHLEOB6KfWzBOtHNMt9zO1CtGMaYWMz9k/PWSl4SqKZOvTbh9V652K1f4GVS57p7Z/Lhbs2S5Gy494fZfucxt8gDtqjCb8wN3quyeeXrcPfX4k27Sf46BivMzAaaVyoCbmp5IgbXsJe+hoNLAIQ5QW8ArGxYJByrzg1Q+XkcfKAeJujrt81wBWKd6VngX7wAAIABJREFU9LBNvC+bzedJ0naA270EtuxFbWXrUdPVeGLfxfTkRXHaPCvF2t72oyJQj/UFpTynUrE8JOqVhrSLdSp8q+ef4m9gEaRe/EafoGUZ/lY/9Vpm7Z+KcRjHGBseIyobNmw41kvRN+dmtAPqCaAv3XDpnR/7Hx/7f1auXPV2KNi5CoqCQBUBsnrJ2EWdMgBv2g8GV6+3FJ6F1t11vBiOPjPoN1nj0O91usL0+V7vlrKGcI08WVM4Bce8A151GqSLC2Qu2PpOaxUefqBMpgh424Uhdaofjg0oPKPXQZpFsrx5afdCFpC0DkPbccG5PuXmjXow7Z906/Zb6x685wE3vu1Jt2LZfu7wQ/Z1t/1xi1u9YrHb/NhTife7etkD7ny3du2BPo7+4OkQm1aw7hCWt/19DDrKPs8Yp+EDGD6p+4MkDQrrKD6OHTvGnBtsOFOqh60pfdkaRQYMLj4T67QOSJ2oOUDtGKMCdOzZbKsrYul3ovbJm8GCWgS+km7bb40XKqg+c5iuhkkdGgWBEM8J3tQGWCEvloYVJKBRwCY8zxD+T//o3NyCdkA9LxLee/e9/+3gg1/wdjjb5zFVJN0GHRvkKl2y4uhhyjaOtRLQuPLsOLWxFJAVtG04narbCue7ajqQlQkQ1NV2Us15bB743j5P3KGWgs8SzCrQyDYveTQb0137PQesHVBggniGaSFVW3xfNLB6oby46jVfV8GL4pjbd82oW71ywC2c59wtv7nbPfrgk27/fSfdC4851I0OT7iDD1jhZ1qPO3SviYldbvPmHW77lgdc/+A8t2RJUobACPtxSkZy+vv4GKyFvDTVj+PP5rldu3YG9QbAGioOlHN0cHlifgcwd9XMmiBbSM7unVPewO+Gqdr6i4FxN/2l3ayt3d/dqnXavW+R6Outa0waRzmVmA855JDwN01vMd4gEMEg4aSTTgrqUsQNQRMzxBtuuCFIwtaXu80n3+lmO/Sn++67zx1++OEvKyxMB9QzQF955ZXPXPOTa+v77LNPSU9PbpF26vHjsaiozzqNDwMpWrkWK4fgR7DWLdBKqvuxgJin5Nd8xQCcoIMLEhelohgTsIujlOz5vU1DV4Hpkxb/YRYCM8OYVNOrHrPT8FZyZf2BkF+ehsODdUEAuVgdz5TyVC2l0HZVN9Rfc6tWj7ijjtrXDQ9iIbDqHnl40q1Y6gXc/l1u/zXzgy/wVctH3XRtZzgU+JDD1rqB8lI3OV3yQDzhgXuh73dTwaQOFBaog8qjP1gbwfXs0hJOjC8FPy7lUuJzY+vOoSA9V+D7NCwQ1hoS9CwDdLv66TTOdgAdS69bdVW3AkIv/bsJME0fsUIC1RYwe0PfhVEB/qblhkrUXE+D6pQ66NjOY8sELHMIMzEfjx/HC9797ncPXnHFFRNdVYpQzwD9oQ996DVnvOzMEjhSsLTAKniqI+5PgTM4tMlpsPAUlQlJmuCF87/qtDFu1nUlp6JMN3EqSu0ZAKYr6LBjhrSLL0M4AGu64l5LnW9Xp6tJ21L/W6X9cvNOopj0i+9qYY0qWVTKGic1lKctdEgHjCspbMgb7ajJcFgWStz9lT53wAEHhB2U9I2tTERnJDF9ZUs9GyksT6eYF96mycUVmC3R/SuAGk6sLNOKUWxGpWkrQ7RT0uwe1BETbr/9F7mhwZ3uwAMWuZ3PbHb7rBxytaOWupX7euYxMuZOPe3F7sknbnCVw1b5PrDdF34g7BCslCddubrT95/tbufWnUGqgvYCR7JNTk4FlwAlNxV8EU9PYRBXvGQ9GqznAMjon5WdWG+Aegrh/GCu+7Tr/aHdyxWsVaBvdq76sbr/du2TB1xKti4tkOSlqRSz6LF9IhZfJxSbIWj5YvG15Jd5qdUbfqLlEwTD2tj3v//90E/pj57rKYgHO5WLZuGaH+aB5W4yLa43z6wxNvyM+M/8q+92XCmGegLot/zt346++oQXfYkgkkh/yWIeBy0LQlWGBRR9p4UOi3LlVv1tWDCrVbJFqh3pKSmgZLFnwPUNJD6kMQ0dlmOzssW2eqMy1c7R6qJt57PqCxveqiz43L4L39SmGmedlctNswL0JpQd5YIUjXLGpKrZlFK7JUoHyAft4NHxIZnAO2HR6nUs392WJwyKUs2NDDi3fMmQO+TgFW7J4hG3YGiR27plqVuzarVbuHCe22f1sAfKCXfE+nXuN7+5242OLPN17/PtBp2Xvd3QyJDrH1rslpUST4vBnVLi5ShYZiTctJboOEvJ0U3jE2n/8G02Pgl/H6UA2vXqZLCZrtb6wr3kJlOPdpVnvb26obz2iVEMXDsly4Dahes6DTmFG8x8Oh1fPE5OBQhVTzQtLrZhNnnCkR33IyMjR7k9DdAnHnDAV3xhF99///0BoBPpt3GQqD2zKwbUevq2viPIK2AznsmJsWC9sWnTpgAGtBjhItvA0GBmE82dhrhjlRZhRkfmhWOlAoinjARTdfVA1RdsYPubHKaoRYdyy5iFBgFXn/OeDO56tmVd9evhnQ9HgIZU16lEUiShtZtC5n2jnZS/7WIqL7QDGAoPXGhnTWDzZeuI6VnmyLj6S3W3bp+lbqhcci98weEemHcFn8yLlu7rpsZ9v+ofcE89M+4mpre48XrFPbljq5u/bIm74+47PY/2UlNtMiwCTk3X0t2Evt9OJgtK07DY8LOpKjaelJMtFmHtoY6FwuRkFmR3fHyBW7TiYC+ZP+4zPpnmTcpTT9QcWn+d1IGtN9ZBrD7bqURiEnQRxd63i6OdiWWsTPZvq5Kw6RfNKIrC2nd5pEJXJ+lofDHvjipF+zGxZ4+8Ak1Xq8sAWJiKh85Td6FjawH12Be986IuE9+o+1KauCgnSnTc0+FkcEiVvDDNxiYXbpqZrjU8T1F3RLAN4FnqywCYjvoB5tzkwpOk8TeAG3f9G++5hZx3C+iBUaRxs5Gzg22DrXMykMmgqOrgBRUHmA9mCHZxNEadDIp24fOmxrHfIBrzs3xoa+S3ExCI5cdOv/XvWJ7w75IlizxUTrirrvmF6+8bC0eVVcr9bnLcM1IHBgyXpAOuXhlyi5Yf6NYeeLSPY9ht37k1OO0qufkuHF8FF7gwoRusBN12stO07GOeytYbBkoJUCN5mNoByBdWRt2OsZrb9MhdPu0RNx40GvkzhHb1Egujz1Ti6wTwY3/3Ej6mfrDfFIXJUx3MJnXLfDoF4zwJvogR6Pt0/Wmgo0LkUE8AXSmXBmkOFgZrdTrYk9pMglg4ayIXe8/BrotSTZVZr2a6IzroJ7hP+fvY+FgmwRG0GXZqEiDfkF4V/Oi21Jrtaf6YH1XfUKrW2QABWqVxqmD6YQXQX8nsuQny2dWX6O/hVhU7Kq1d90ymykVT7SKpwwI1nVUF08i0flEHXFTpNW/271hfAYX8+FnGI49vcaeest7PkCbcxOQzQX88PllzOye8MDBRdmM7trt6adKNTe4IaxC33PJQAObpSd9fqgDZp3yfmQprETCfS/yoQCAIibhJNx2Au15PGWgpYfiBoYaZUsV/7wUKL4mHQ2JxQAXyHqTsaqpOay1fN20Qm4kxjk5UJxY4Y0w3L7xNtx1TyJPqY+G7zXc76mRTSIzpx9LTNBV7LKgXzX6Mhde0mwH1uEjY7MCGepzsbaSCddEtVjjV56oDfQ1fLiVqBZ4xyMYmUCZHzjXvXMykdvhjKFVaOr1K9Sq1E+Qp4atfEFy0XAEw6XNV8+DOU7BDnHW8b4CYDjSWY3zXmIPqyOrHbb3a+sttqcggLZJq9H1sOsrwKBsYnzqU0bbT8Na6ww7mGIDFJHdStV5xmzZvd1/7zk9duQ8+FBLdYsnBcdFAODQ24GTwx4xzCVO/DPW+cNWdl5rdeLOFQj3pH1jsBrLyJENVtWke+0PWcEBs4tA0UWlgNjmd/nZNVhzahp2qHCzl1UfR89hY7HXWFQPXdmCbJ6Vr3tpJ4fZ7+74bS5N2/Z9h7HN+FzMesHhGHEjve95hf93RCKNZGd/RtzKNzaNcICo1KkYrMQG/WpBilOjTI6vEevyMMw5AHTxW36xTevtO86ycWs3uAmBXE1UNSBcT+TfMe77/3e8FnS7057Hpfru660ZCiL2Pxa/PkE/kr0l3LnVRNC2M5bUTsLDpVGseQD0Q16d9e9T6PeNekHTKOhaSE490fS7VA+OTcKMP6cQl6FR5qmlghz4VtrNUUodW6GMJsJfSb9jHy66cgX7j3MF6eoXSu4aHwuIykfJUHO3qpVuAzHvWSXq7kzopS9G3Mwnfbbp2PBa997P8x7qK3FBvAO3F9mZOFJeONPPWL0Ykzuz72M60JN7mSmmWgIqn6s617iJSNYeWRyVBfa5TeJXEFbBjVilII6hCXF+wq9V84aJ6BJI2JHLuZoodmNtOiu62s1pqJ9lZxqhpKkPqJE9FAK11r2aJWXw16OyHXdlLxNWpVCVWSvw118t+ZlOH6Sk8ylXCvRwsg+oBWBPorCTuRbMUEw90dQJ5ebrhHItlpjfC1E4j9NUA1+VUWqcqLhyw1fg7h/KkS62Ddu/bSZux+GbaR2aT8gQm+342qNfyq4CQZ36rRLVn6vHzgZnkudcjr6Z1pxwomR6mRDCt889EInEug9h45+SgZLh6sjDjSnQcqAyhRPPi7DHUGOFQT7rtzLLQAF7bIRRQ7E5CCxJ8BrK7Ja1EqXr07NtyenhuNdnUUE4HP/SgQW1UrTV9q6BkaSbT1bwBUDQw7MwgZnY4W4MpL49Z/Ybf1cQsrlxPFvfC7KqWPC955tqPxk86QcgzlRYh2lrw26w1G3pTvZZiceIYyaXnHpZYN+Fy6UwO4cqp3Mzv+Lw9ONty5U29Y/WwuyTdXqTYdm1uhSL7Xaczw07zkCfAdKNSatf/9HesTahyhaC1devWX3Vfogb1ulGlpgtqSaZcprOjBylO8UpBMomDMq/EEXvS++2JzVnheSpzevGMQz36LRwmWiplzvNjHDotQHPcLr/j2x2Cmn8L0gRVlSqzsmb2mcxfPVgFhPKkntU4UFVat6Y8ReDcTkeoYBBTU9g0bPl0l6idLbEd2w0Eu6iT1y+0DE1p4Ufqj2Pay7IQfu0yUana6Nol12i/pI+xDK0zPKoqKkTixiPHE1WCIIAwlZSx13GiS0O9FqvPdgO+OQ/Nf7Pvap3HAN3Wa16/ycsj07D69qI02kmluhnLlrFduzP+dhK1jm2bns5+rbBFiu0WtN8rlqi7Ugpq7PdY+IdBQHqiypZLLrlkc7RiOqSeALqvUu4jOCt3svdupLwYl9OO6dLJpZICpx3EsWl2jGvn5YXpd0sKVsxT3nTfdj67RV7D7Cn9nJaB6Ws8NGGkt6+WhdyIXajWSScr7poev7M+EdqVK2+g531v/46BW0yC0vgt2YVzHR+xb2weFCS0H+VJm7Hvi/pNnqRomW8edcIkYgtpRdQOoPnMks7kVChSwFb/P0oqDNlya3y2rhiv3mnldcQRR7hHHnnk6x0VuoB6M7Or9FW0w6rkZDuS3i3ZTm8NxpvBrb0Ruh0AFmjsAMvrXDMFwzzmVDSgdVehdnJ1OdopOLVTVXRaBt5Zd5y2YdcgFmCttGLzyMFJEzx8EzNfzAMbW5/dMM5Oy9np+zxVjjKednVthZhO8qQAZcdWTGK28RUJBDZNZWKdClWW8hiwqsS6oZhLW0sWKLWe+ZxWVmrGGyuL9mc+o5SsWgPcaWbMc0/xHE6XAM6QoL/1rW9d8I53vKOr8lrqVQc9rhXAwasgrdRO0rBh452jdapjO5JKWbFpWlHnsMDUCRjGwNfmUfXarCcbPhtsplN1I3nk5Ss22CzwtZPkbNjgLzntlMgrmUhMyrQ7zfLAyTLmmLmercN2eY6F6ZT55tV9nhRdBNAxCbAXqbLInCw2de+kXWPvraBUREVSugU72/9jM2Z9x36gebPj0qogYgJibMcv+7GdwXKBT9vOPmd/x2/4rj/mmGMy98DYI0Bf9qtXr+7Z1xGppwieePzxz5x48klnwCMUM0UnJJSy9HQVFgrEiuTOupgPZh3oWWWmemwbTvW+lkEwLXYS5EslHpCVGIqAWfOjA9KqWjQe1okCr+bdDviwuy0l+57fax66JSt55UnbsXphXavNOr/TS2xAHe3J9ZnWkZZDt/yD6BcbzEDzmNc2nZafaRV9HwPbPKk6JpnG0m0XRvuwzqSsgKGSnc2j/rbOxPIsqbStWaYYM8iT+tsxHE2f5qr0FKe4wPhYdo5r/a1ljm0S4+Yw67pB24nvddaqZrZat7ZO82bnzCM2mOGC87CDDjroH/3rN0UrpUPqCaA3bNjw1Y9/4hNnHXTQgW+FT1XY7CJT8JOBHXkK1ry0wtQHhz7X8HawAqD7+gailaRgQe4W/CuLLw2QlXIsp+2UbByWmdiwNoySAlbyO38g2Di7zXORVKR5i4GVHeQ84kwd91vmw8062pEtUNi64DQUPlSwyYdnTmr4Tspv37cD5E4la/0+j7lpfEWgF2OUFqjygFKlS/ZzHqysY46zGOZBTwchqNj2AXGNgXmxBzHHJE8SxzTTV7MzfMexrsBJRqy7cBlH5gYhBVbmQ3caK5NRXzGxtrB6aGUKdoZmBSu2kY5pjQ/eHgHO9957rzv55JPfuHHjxk96vLyupRE7pJ5F8Gt+9KO/PuKC9771gQceCBVCh0TIKBqXO+y4q44VwNNz9bkOcDvtYKP0BydHQy0Az8ZV7mm3iBdJxaQYeOZJUXYapb/zpNp2aWsny5hSpCP1AiRFedA6ioW1ZUbb4lgydEAQQJQLI9rBrRREtQgHJeMmkCizRhwIi/6B6WIn7ddNPTDtoveWLCjZARpLz9ZhkcStMyrNX94UH8T+oYv1OsPRMaLAzItgaIUilUj5rRWk+Dfb00qvCtqaD6rEqjx8VxhFTMpX4crWpZ1967u8emcf1rRsPFYtGWv3WHtTLUd/Qn/4wx8A0v/s01la0y3EXVDPAP2DH/xg4tvf/vaYT3hYjywHoQF4hAwpJvVS0lUAV06G896mUpCfnJh027btSCUsOF7SU1CQTqPjwXEOvNY1+8KA74uh9O/+tCP1BdMp3BuSRymNK+Q6zXxqQ5LTWArQpTQ3pMR8MLyMggQ8puGgAu30droVk2iLgMGmUQQ+mkZeWJUgOEOCZIsdhep1Lw98OMj5WxmPDhyVInUAxgZtEfNkHLH0tUyxv/MYoA2fl1aM8upF3+flQfsEiH5bCJ7q+4VOulSIiQGwgq9eVrBhXsiACfqc5WifsVJ0EUMLl0uBMXkZ7pVSs+qQoGcpYEM92UeAkDVZr+B7vWffiCrNClPaf2J6dQvMWhY9ko+zGDzHzuAVK1Ys/NjHPrbRf3JxtPHb0IyU2B6Yn1m0YOHwsAc+Hn1USzdiwAFNVqC6S5ys++e1dLNAKS0k3GvWKElnQJt8kxxl33D8z8qAO0gO4sRLXmNVFQd9TgcnOHCAtCP5vlbL4gqNkOxqCI7ZK+Vklxmc/FdC5+8L4A6nRQODA8nv9NlgOjDw3SCOPkrrIQwCbdAMfODbuuToAQ0HncIftNZJctCBC25I4WhHZwFU0yRxNev5ioDXgm7eVNyqGmIzDj7TgUJH59zxWATOjMeeLBOTROwA4Xurey2apViJS6Ukm47m3erGVaKzUirj1fA6hVeJVSVP+17BVGeDBGH9viF89LXoRxvCRau7AqXYgr6NR5lgmAm5xBFZCIJ6ma4lp5an3v1U0NJ0s3bI3Cuk9Yy/0+bL1pTSeOCNMnyXgENIO2w+Sr7OwvEz5oNliwk1IX9Zl0z7MjYkSXzEIn5TJPhYQcAKaBy3EF4gxGCdbr/99vvf3LMB0D4zw1BtgHNTkrKcSacYdvFITV+sO1JbcBCeExT4PMYlY1xYL31GdQzuO710CMai+VQwqZSa/UPrtI7Td/5Wt6ScCgappdKQYpK4mlUZDEdHT1r+Ikk4Rlr3+qxoyhYD2NgzXYBinJTWOFhVIostDtqyMZyVmBXY9XvLbPLKC1LARv2ifTkdB+nCkm1flUItqGpb6lRfB7muhShAM892ZqD1Eys3x5L2EXxr7Xlj9cRvmY5VKVJKDnVWrzU2jdX5j8vqM3xXa2aKytDC+zJ3L8T3Idi07djN3qXbgjXvBFfOblk+jY9CX/qyEW8qBCrgF1Fs5qcSNMcD+wOAGed2pirBNSeccEL/jTfeONU+pWbqGaCvuOKK7y1atGgxMoLMYaFQO6x2aF19tR3PgqB9praLzVJz8ynd+g1/s8Oq7WOe5QGnTaFTGoCmFQLULNVU5cJnmDlk3uoMA9LOlunx+hugjjsYHNRB+I34dUqpg0sHsVKexBrj8Pzbxh0bJEVkB5YFGmvrrLMA/q3TegUKWtowvL6zhyZYcCQjVCZHwASjBJFpWpCyOloL9BbsrPVBHhO0IKhMJzaV1jgJwnkMTaV6q0eNMXMr4VqGpkAbnpWS3cDavgxD1R2kU12g17wGNYRrnjUp2X5ky5dHTTO1umsZI02qC9mZbL+3adg61jxlM4oc4VHvENC2bNmSgTaw4txzz/0L//NruYXKod6OvHrLW0bPOuus1952221BJ2lX6nUBAYOB2x918KjOVadxurprp20xIAdZ/bVKxyByOOq72aGZ7wxMS81SOOMmQ8C5huwQ1hMdw+iMwBrHB5CfnsrckOI5rF+Qn5CXVK+O8nMjiE0nRnmDMa+TW+mqF8nctou2FWcN2sbanroQZdtZ+4OmoVKtSppaJpBuKtDnVq9v1QEslzJwlZqUyVjhws4MdObQBCZSf0XM1gKm1rllsCwvF90YVuO0wE1JVxfnGJb1nDGScuv3jThbp/s6AwJZ1YOdXedRHljaOkok8+Z8xYDfkmIIXWa1A24yTI3DzpR4UhJm5dygBQHOS9NvcHsKoNeuXftSZGL//fdvAr4mB/lTzUBE38rauVXfqo7r9RgqADukc4bTxQ+12NCBYStaK5xcTYGU0jBP7Vaw5T2EwftaQ6pnvEULnVbCh55NgZt5pWtUTBmhv3rwwQezOrNhQVpGOyuJga+Co9aXvrPSpOpGdVbEd6pnZTx8TvCwoGGBLpZvO+22ZVbgVAlcJUBbL9r2yjzsQpEF1DyJzjI2W6csq80HAUzDxerCMgiWy9ZJTJqzcSrjYd3aOtLvND64K7FMJ7tSn31aVq2f0A9KjXwxHmWedm1AZw0xMI89L9VbAT0LUyqJhqN5bSarD2namFpR68SqYLTPaPlwwQQZG1mAiQcddNBZrgfqCaD9lPxwSo3s9ARX6KJ11ZcVEZMss6Oq/AVLEBxhBaAi52Fn5jSVq9UqkeuRVdQjqm5Y9cOU7qzEl3W8UqPTqBSNfAawrCULoMwzy0KTQnYwBWwtcwDbequahjrRIEH7O2wp0biIF++wEUjNmSygxgA2JrVacFYgtPaxBN6YJKLvFCAUrFXC1MGrHd2CLcPqLkIrRTIdC6Jq6xuTWDVvmr9YGjEpzMZJJmQB1zKkGJBbyVmZlwUa9hvam8fiZPo0H7P6bVtnVs+v7U5JPOSl3Lrt2f6OUcb4ECcAuJQ/o4tJq5pmjKHrN4i/XGqtz0a5k8V6K9VrO+OYOW1zbXu187cqTO1Ddm0LmIODN3BWJ46wO/vss+f7PBzqw/+psPIM9QTQHuT20YLaaSD3qNvKwHsApHYUq4MEkQsRGHkBxAFaBHP8VonVSnsEaQI4gV2N4rmgFyTywYahPFUx1F8GcCxXoh3VStt658kj4QSWWi1bhCTA0yIiU7lUk/qCDgsgTTtgNLRKtHbGoGRnEEXhNLz9WyUVq1+0bWvT0zQsoORJo7FB3DQYa60bPjRPBBdrUsdvlXmoNGvLynhtvSlAqCSoOl0LnLyrRJxXTmVMylRU2lWQZvyUQgkmVnURawsFbsanDDmk6VyTlYQNH8rmWh0UZfmsJVZblXKzf3fmrWh2YtvOStCNdim1hNHvwsk65WYJ2ErgO6caZ6KqgKV/2+eqNuXfIBXUaJIKofX4448PTeS6pJ4A2oPXEO5WItHfsQ6inUM7d9O0Sd5REoSKw04lQJR2WVlQpyig429UEMCOlhr2+CqmEyRtHBQ7PJRJ5bhopYL7cGpHzXe6KEXJXQ31WT+Z4btLTohWXTmZDMoNxlObrmagffvtt4cy0u9FbNpVJOnF6t++s3FYZslnGs4Clg1n07TAr+Fjcdm2tsBopWd+o1K9JVs+kOpt21FMYgcRqJUpxmYddnzkhbNlKsoPAd0ykrx+oe2n73P7Ub0uVhwN5ttUv5G20I0yuKsJXl77aBwqzVshgIIbKIyj6QYw6npPBq7Ahup005izQpSrNVt6aZ3E6sZK9Wqvr2MFeIAxrUJpt9QTQPvE+mIDx9HoBX4zmtqAnI4FRhyVtG1bzbC08Co9WO6n0/oEGPuDPXOp1DiwE/bHPCyA00AcMEr7adosAsy3eIkVv594AlvWd3qgTNQazAskgbKPHzbQo/PmZdL3vNF5AcBHRobd8MhQ4JhDQ8PpAikldS+l9zXbvqp0j/jD1ulyJWMiKDfuiEfBRMFGJZuiAR/TfSoQ2Pbkc20bqw+NtVfLAHat4KT3PIDU/OSpImz4ImCLlS8G6Mr8FHgtuKiuNC9PMX2mBUabR+3jFoQtg+WmEeZVARjh1fTL5jMG1jEdN2z4S6mj35AOADGLC5b7rTv3SNVUvZFZuskCeyKopEA5XQ0H+GLDFmyuYSk1ka5lYU8DN6Ul5Uz2QWSzABHqVLjT+g+nOQg11WPj9IWm9zHVir7XZxjLNn3NE9oJ+ODpGdcl9ezNzk6l6pmiXrcG58fRyt3j++DzJAG+bwymBPhxL5XsFMpl+cGGE+wc5FZiVN6SJUuTtGVRi9+DA/KihI6pC/TCiapluwf0J1M1xmQ4XUOntrRi4YXZAEAZII7ffEbuJp1BAAAgAElEQVRJfbA/WRTFFnoOMqg3sL9/0aJFUbBrR52Gi1FMktU4VSK1A1SBKA+UiiRJvrf9wDKlWNyxQaX9JqbvtWQZogWfWJ3EVEFaRzpwbRnIhO3J8bYcrAOrOrGzUFs3Wm/U9SujtX2LUqb+rZIop/2cnTJ+Chh2z0OT5KsSbKR8rH+bP5VSi4SSLC7ooOvFpqnUYfc6TmJ9mvULggDmx++EL8sj3cbdE0D7hHfYgZOAYH4hi6Qq/duCtL6PSQF6Zcu1KVkJiJRJxKl+T6UQnbJxIAFQAZpYvNPBoCqMRPcEHXOy4EmpHBcAHX9Dp4wFA11EpFQLoB4CiHtJG+k9/PDDTfWLOHuhlmnrXkixPmOlTlC7/Ld7n8fc8iRu+077oAU19gm1uIlJ2Po9AYjhwaAtkOqU2QomutCsEnARsKqFEnWo9m/73I4zXSTT91ZSZ170eUzA0m+sjl7BuFvq9JsYM58p6XrIIYccAoHrx73E0xNAe7B4GPfGdAydrXmhJ2/QxaTihBoqkNiUiR3QdlaNN5wR1wb4C/OW/Miecau1LsIosHJBIOt8firVX0kWIyH1KoOwFiNqlgjwDdM5P8Wb8L9///vfh51IXPRBGDKT2AJYEfUC0EWSZSwOCzztOniRWsA+t+AcA0i2rbVMsPHFVDV8F7OsiIFlp2UE2Q078T7b+BvM3KZNoEQctBbiGgqe8xAEteu3ZqAqdcfGD0kXURU8rfpE66NdXVirFvubf2taJB07Gq4dtfTHNuGtKioWn1Le7MzWK+pz9erV7sgjj5y67rrr3to24xHqCaB9p/ijNVuh3jev8UGxgtpG0XBWitIOxu/tt/pdniSu38bypN/bqbB2dttB2W4ar3ZuzQMvtfuG/w9MtyA9A6CVEdDHdp4eNq/jdiMN5HVEHSSx8JZpWCZt82brMwa+sRlPTKq1YWL9Lzag8kATZEHCgoxKo0xPV/QtuKqEatUEuqjVsnjlGgtuKijYvLQDsJgqRt/xb+v7RetCLVVi8cSk57x85IWz6xpFfbedemM2qd3YsnVCQQrXC17wAnh+/Oyll176VC9p9wTQN9100/VI2HYO1aFZMKU0qCu6/C7pgK1TQS04p4E6qJsbMHFKZCVmS9oJ7PSR6xmkvM5aBBRW+sgDZw5gdvxswFdr2bZ5HThQe0Basr5IbF1mtWGekSHlgaDtZDFJyb7TOmFYtr2GtXbQ1leHzYed8qokq2kpaECqtDbYWgY1V2MaCpa2P1owVT2q2sBb6VXbPSY82DLab2ybkRSctW6KZlRFoNxuZqV5KZpRMR/twti42uVX/47FWZRmS7lz4pVA8eeuFUesEGDxiH2M7i/Wrl2LGfEncwvdhnoCaLga/dznPrd55cqVq6BfTRbPGvaBVopB5nVQ2qlWUgGtU4S8Bssj21D2bwWOWKPTa16n8evzxgArtvm1ebAX4sG5ZhYUUUc0ydN6tOCn6cQGoYKBZUCWiupbO61uDY5NUbUubMdmXHbKrAyZpDaoGof2J7VV1bRiC1yqY7UAbQHKtqnqSm2ZtW41LpYvNu23bdQOzNq1SYyKwLNXsus87dJo977TMW77d1Ec7XChXS23+z6WPsNAsNqwYcPtbZLIpZ6dJfkp+CWnnXbalXDcHjzB7RwLJ6pg3zlIt2lzcwg3f4DYiRtST6uZjF1cKKZW0I2pTlQP3TIou6yDVmBsD9CdTANxggjqSU+FUeDRAZwHJlYK1vhtHLE85AGrlY4tc1GQsCCrpkgxANUykhRErUmZvTS/tm7s37pDrF3ZY1NzK0hYENb3rJM8iTqv/mcDUNuB1WxSJ3HPVvp5bWHfdZKHUluI7i7fZP5od8x6L7/88jd84AMf+EbHEQj1DNA+wU97Sfr/2rFjxygkaNgfL1u+zEt/892OHTuTqWB12j319FNuKt26zc6eONOvBAf6w8NDqdlbX9MJDgRSa7urZAcGKXmkg5MSei0TkPG7XG5eFKF/WASJNllsCpQBFhYJW/WqLeEj3FgvSPHcCANmR0k5eLtL69FKYAoi7ToSJY884MnLm5XUVSrl3wqgjQXkxvTc6vxj+U+qOV/1olI3SRmtVUPpt7ENOKTYIqF9rswpTwq2DCFPNRTLQ+zv2aaZxB/rW3mMajbSa5eX2NjPCaw5ahnc7fIcY/6x/JA4VjBesdlsv/32+6/+8Z4FaNCDDz74Cy8V/1nwpTExnpyK4MF1/sJ5TRkPerrpajBApw4vcao05iXv7Zm+TwvIzSfcno1Ld++pIx6mA4pL3LSxbthbJzpIPU4olfLqrYt62e8Y9kky9XoDJLqZbjZZCrhSVl4FAd3ubk/DiEmlGreVVnm3MxabPwVg/TY2tS+iTmYNtk5ipP4vbF5Jne4MbJe3okEay29Rut2okGLpdEqd1nMvcXYqHdtw3bZHu3Q61jvnxIlgpXp+2xalWdSOdo2MAP3b3/7WrVmz5tDCBApoRgDtJef7sXkigMZA4yRv6yUsDPTpZrMfO03lVJbOkuhACfbDutLNaTSdJvGiUyRVpdhNA6oDVImPz8PfUr5epk5FnUP/jk3LWVfMO02o8BvgjOewpUZYdZ6j8cVAM6YXzpP0Yx09toutqFM/G1Jgt9Pa5yPtjjLOVEXSKRPvlGLtnDf7iX0TGyOd9tci6dmODy4epydNDXeUQIRmBNDr1q17A8AUNr/hGBmRrBQEg4Q83exm0y7aUDdNb3MsuJogEbwpTeI3nSYxXoI37tidh/joFJ9SOPfGW7vPTJNcb/UfAOpUGohJrFoeqw/Vb5AS0+NhAPT3QSdUiEN9eGj+YgNIy6H11G6xSpmGMjmqXfLUCbtD76ntEMvv7gbo3c10ZoP2BBPaGxmd7Z+7i/LWbXQsc1xgnFJg9fjY3TRCqGeAvuSSS96zdu3apbDZxRZpnN9H1QMlWdX5qdcrtRG15kzWfIkVgHcAWpV8CaT0Fkfgotc7WJhA4tQ4Q6FTD3WUurntum+gccBA7CCBmDRsgcOqATSs/lYAb/q+1tD5si7VKTt3m4U67YJhKJgqY+IzG94+19/qH8KWbXcOkNgMpVPa3QBblK+9BdTy2ruTbzqNt90MMk8CtVKu/VvNLXWLO8eFddxm+64dZ+3ylFfGduXgnZoEYJbHmem2CeRQzwDtK+mv77zzziDBBsAsZc8zD3SUXPtTQBzob/hlpoc2griqG1TCVgf7AGKVqAHClC5VMrX+mCl107ud7uBD/h977LGk8V2Svh4cwIsLd3SQpEyIZcjblGLVLFrWFj8W9Wan5bpgyvpl4+dJyzEq6oRFnc+qRPK+0bDdpN3Je6ZXxAg61SMWxd8NdZL+TFVBsw3su4NR2HWgdgBthQpuxLKLvlTpgXRsUzLluCM+KHhrPJovOxZJsZmghi0SDDScqk4oDEK74N/tin7cAfUM0B6g1gCwYBIWgLDeMNAG+EFy3bx5cwBBZH44AHV/5iiIEixVDlwUUwlcdcZsNN2BRYcs3DhA1YcCvAK2vuNdF9+CR61qw8E+wFvD2h1bdEOKOkCZcKdZISVfDW+l/6bFQV7lxikT7IxKe3qqPROpdW+iXqSm3U3PVr3m6VJ7oW71ubEy64K/bo+ntz6q5Dhe1QWC7qtg2jHbbJXy26nk8vKp49jWgS6m6xrcwoULMYa79mJH6hmgPRgNQoUAIJrEOVylhjoAtGLFikzaC5Lr+ESQgPHN008/3eJsn2BNyVslcHWyT/WEHgigDdR0hJWceELJ2TqHYYcIUvZ04lSfoM04lAHYXWTQEcP+m+BP4GZ+6a0OAM6/WSZK61SlwGQPLk2Zvu1Ms73gkkd5qhzS3gBu3dLukJBnEv+zSe0k+9mkIomaQhdwgnfdNYtxw3UXWi/ZfQx4jzFF97xWila1A9O0eSKWKKDzGzv7jZVHLxAZBOLFyd4eI+7utf56BmifeMh1mG6gEJkJVMNOd2oqkf7gC3nAS8/YIcdCgSjVUv0wllptwA+FSq2DkLpT0EZjUALPzO+Gh4L6BP6WCYIhj5DCnWtWmVSng1Migmzic3Y6MJmx8bEm1YrVh6vEroCv230ZLjAFHzfKBYZkGzHxvdEf8o7ZBfxLDw8Nh9/ssHvDoLfSxxzNkVKvMxPqlY844ohwYZxce+21QWB5xSte4b7+9a+7M844w/3ud78L42fNmjUZoB9wwAHu0UcfdStXrgwueK+55pomXbRlAgroOmuNzSR6XXDMU3Hts88+AOjfdhyRoZ4BuurFPX9VoNoIU5FpbkHuS446D766U06GvGMq4owuqFJ2A2UPskODbmTeaMtGAjQGABTXDi+pbt2+zY09nuiRQ7T1xNyM+uGgZvDXCAAc6ocUyBsqlIobGRrMvmOjIn+w41a1R3ZMlTCR6ampDNyt2kSPr1JJfSr8ngp24FzV1Xh3bt/htm/d5uqPPtYkIdN3Log6aesRr9dFn16kSbsYav/WuK2eUfXzRU6XuqGZMq89obMu0pnH4ui2TNYPR5F9eF4e7Hu2VUyvGiPbnjZ8TAXCeDEmjz322HBA8uGHH46DVYOkDFUhCOCGMQMQftWrXhXe33fffUFQw/rX6aef7n71q181qSHVF4xu6qKvFr6naoThSFRP5EnNdlZr14bYx3EHs1m+fLm77bbbvl1YiQXUM0DX07NwepWqmjpPvfUcNS4CUMcLXY5aM2RSamqtgYYFV8VvTouoNsG3kN7ROOooXze/8Lduy1VdcQBhgLM5J1HN/iygW5+7qiKhDs16PFP1C6QKqE9AVhe9J8kCbzvgmaNW2h2zoW4BvtM8tFsMno00+Rxj+09/+pNbt25deAaf67AMozoDY+a4447LDqvwYOdOOeWUID0rFoAYHmSFGIzvsM7k3+O3BWk+swuGMSEor34ULxA+3ZNRu/jii28srKQCmoEVR6met2rfCeV1LquIV6BUj2EEX/yNxqOUSW9vCItFPlxcsKSEqxtaANx67iAu6ot5GjjVJiNDwy2SIyViPe9QmQc6hUrmBGV2LGuZor5+AdC6WadbqS3vfa8SdF4anQCFbd+9nfYG9VI7mqkE3km8sw3Q1BuDaCAAyRjSMtatIEl/97vfzfY2vOlNb8qMB2666Sa3bNmyAOA//vGP3SOPPBKkbxDVjBiretQXwRLjCGNZDQ642Y1qEQhu+I11pU76qx1LCtCIBzjiBcbHCyuoDfUuQXvsnC2ApqVGbKqsKhE7tVY9LaVrnjwStpzPnx+ufffdN6s4NjxVJ5C4ofPmCbxcGaaFCgAbcYTfw8OJnjhdwNQDY+nTmaTSsOqwycW5U9I6XKdEjr8B0GAwyFs7z3N5ddvNu6Jv8iTobtKwzJe0p83NOqHZZiKdMMZut0W3U2mALGMtykNskWymC9Ox7xn/eHo4BcbXN77xjXD/4Q9/GNQY6P9f+cpXCHJhjEFQIejiPcCZi3GIU62eWJfcqIYj4/Ad3CRDn02B7eSTT87G3MEHHxzG4+c///lMmGunmtLyNalv/bVkyRLk+baZ1F/vOwnTjXe0XEgOgc1fHbblVCnUmpvxecwHLt/ZqQfDE+zVnI2VRh0VGy3TQZv0AIyQutEx0LCbNm1KgH1qOrPxpqoEUzKa16GDZWcLptYauFNdg7TJVMjFKU1T9YF0kD4Ps33ooYea9IKs89hKtf3N+rED0y6cgLQNuLOTBwUgHMrBk11ibaCX6jA1T0WSSF772n5R9E031E532o5is4p24GdppmWweW6n3++ESSg4x/LUrXWLJR3TkFSvuuqqrC75joIZhBOc/anlolkv3uGb/fffP/RNgiu8a77yla8Mz370ox+5l7/85UEy//73vx+AH+8wrk877bSgEoU0jrH+kpe8JIA24rOqDruxS3GFYagyUSaxatUq5PParirI0Awk6OSo7Izr1tosWKEwu3Fm264jauWqusCCOFUgUO6jwqnmwLuxXWNuPJVqcbYgLnBxSAL4DuHUPBAgDvUL1SiUxukrBHc84+KFTskoPWNlO+ZmdKZ1pdMxps0NAFxI4QIsFmiw0n7jjTeG/HRS/6Qipl2Uv3bPZipVz4ZU3o0qADTbTMZSO5vkmaorOg1TFN7+TfM6EsbCmWeeGVQZEE4g7WIGjFnu3XffnYHvJz7xiRD2rLPOCqoPjLETTzwxgOxPf/rTIBm/4Q1vcNddd11YUIQKBXEgLoxXgDTGH4AdYxRxwToEFiNUpRaVwQK0jifONg877DD3hz/84WtdVZih3nXQpXI9U0PUOtFrNgNiO+p1Kh6TahTcVBJVSY/vyAXJzSnV0toDgI3GxgUieFJlgQtcH+CKBb477rgj64QEcEgB6FBYvKTUjU5CSZwnquB7cPmi1fRuBp2Vilh+SvV2ZRvvMADe/va3B7AGSGOQ4GqXZtY3Ih25HcVMn7qldkys2w0Ws/F9u7L3IsUX/R2bicwkf7PxTZ7Kg2MUYwLmdR7YgmCAMXPzzTeHg1cPPfRQd+WVV4bnGDOYvaLvHnjggWHREN9gXD7wwAPuhBNOCCAPwEW/xUIkxhoAHIIT+vD69euDHpvWFhCK8NzO6C2GWFyhilLxJ92JPHXZZZfd33WlCvUM0D4jWcskLjrbdJbwT3PBdgflTc1spSpIM6w6ASIosrEC2FSbTzNWQnhKyOD63H5OXyHg2ABuTOtwp+TNxqU0TfBGPAD3LVu2NPmE7rT8mi8dqCyPcnyqhdBx0VGRZ3Rk5Omkk07KpH28x6CIpaOk9Wd1mr20eycSdbfx7mkJPAZMM1UXdJKnbuKMCU/t8tgt6Mfyw3GGfga1AMYA9LdQVxx99NFBGv7jH/8YQBgginAYQ0ceeWQYQ1BX/Mu//Iu7//77g9T82te+NowzjB/YVEPQAfDie9hM43vE8+STT4Y+DQkbYw/9/p577sk2ibF8XN/KA2mOIxDVmRjDfsw/0lnN51PvG1WC5OwrtloL+mU4qw9lCrhdb1E6JwO2GSDzQNQ+I4C0kzCSpH0c/gecMzX0y+nJ49SxpOFwpc2QnEdYSxz6l+rpN3XVNTZLnVyYUHVJKdRJ1U2Pj7mSvxoN6IIzqSWDS90+q1YmG3t8hdWDoihJc9fYLrdt6za35Zlngl4MnB26MaapncD+tvVl613rNabagRoDpkznnntuWFFHB/3Zz34WFm4oSbNDI2/aDjEAzmPCe9J6o9vpfLvFy17UA7OhRukmvpmqUGJCjP2mnd672zSZDscTABoqCqgtsAsPoIl+hz6Kv9/2treFhUWe3gRBAu9AEIK++MUvBtAF0NKGGkIOgBzPmCekCWf6qlbUMuvfLKcV6nRmSIziczAYn+afCgvfAc1Mgq6LVFRK1g3zjo/ptuEYpqdObj+pp/8UdGD+KklwDWPLlcdMCOo14axN08zpZsmcjQu1BjrTurVrA0e/6667mgCvpYizNPjRqTDVu+CCC7KNAaDXv/71QccOiQPSAJ5/61vfysyaYouARb9nm3YH+BXFuSem/zONb6ZqmzzhaCZxWCqKD99CMOGp9lzrwR0gjPUPfA/ARliY2oFuuOGGrN9S2uW44xF8Nh1KujrLi202iS18276iriaoJl29ejUYRs87CEkzVnGECq+n4NxGx5gHannf2Kl52w7fg9RU9L5dXqO/663vlNSKQxuU9tOQ8umUX2cNRWBdRO0AE0wB00JKK5QU8PvUU0/FgZfulltuCZI0BgZIJYaismq63UijMasNG18T05sFydzOMHqpaxtfu+9nalbXzak9nZCdafViedKLlK91fuutt2ZmdNAfw4qKDpKsysw6TcJvq57I6xsUnjSsBV393krYecwMd+QLOvNNmzZ9v7AyOqAZAbSdBrXjuEUA/f+3d62xdVXZ+V7bN/EjkPiZB7ESUWYgBDRBJUJl0qFTDS2io1ZoJGh/NBnEjEqVoFZWUnUiRUGNSCNSIjF5lKb8oZVGrUorxAip7ZD5ASMEgghoMqlxScjTjomd2I5j+9q+93Z9557vet3lve/Lju1E55OOj+957LPPPnt/e+2111q7UEGWhMzsSCx6mFdKZ5J/LJPrI3SlA7Su1+q2iTTM7VLpYDhG/bXPFrxQ/jV8FYrAzDUmUXgvvTDRQGgmiHCszCtVHqzgLvgaYTHiLfQehc5XIumVQj7l5KeSe8qdFLTpzdRGudBzSu2gyi0Xl+22/n50AbfHsQcR63Mkck7sWy9CS7Ku5/J6wEar1OcsQWvoEAxAaACQ2rx58wdlFY4DM4kHndUEZDJZXWomPwCJlUTs70LSq5aaeb3LJjqvsKhXdqRZioQevpO3odvJAT28z6UT6ODj096fldKlN+a75VaCiVflrdFoh046nXKh06KEDgmaz6YkQikEEgwmYwDrych39g0FXd+bHlY6D+wMrF237fitrtA+X9ttB4svhPbuADoY16Su77evI55tuBq6RtE5lyKdUilSvE3PEpqvw3edcz3bEp2+z1WfAMx3UBigKkK7aFPQYX3Vi3HoWBrFRni6Ddt2aglZO4rpOq/jbtBeet26dVDNvOcv6dIxkyWvgrfJvbypK7qRWQmqFOnIN4TwXR/+U8FrFAd7Y1cnUjA/ZZ7jeWuHOdPhdqF8oDHQy5FSCssZgWhA0K7vxt9aygfYYACQpI7vC+RZxWTylxbTjZKSPBdl4LWYAGKMcQ2ku2HDhsCulcNhXA9dJlQzlqDLkdDnCvPxzErhI2nb5m2d0aTpE9SsoKcFtmLCnhZkbF5d76DzxGM2HgdA8tVqR/oPMBwERpyYHLz33nuvnTlz5qmCBVgiKiZoyeREuM/2Ppn8Iaz+AJVWvFJIKq8ipAtXlkL6L/0u+p7ZkGJcz3Jdl85MLeHFiqY7h0olO32frfAwZcLsNmxMCZDZRx99FHh58fl8Tyvx6sbCNAFUWrwHTQNxntIzOgNIuYxFwlEEzfiC0LOyoXPQK2jgf3iFwbPTdpa4F6ZSH3zwQS6OCp4BfX4poVsXAjmWm4dKBJ2ZwlcPi13jGqGU0iYryR+fZ+umvcb3PFc0Rss/qNdc3JkOabBAEQHh+KlTp7796quvJit+CYXKw42mUuN5w53YdOJwqTcqRaGPGaRf5LyP3F3HrMRf6Pr8e4O/ecfsh3VJHPq5k2GckGKVqFQUe38M/48ePRp79tlnA4N/mCq9//77QTxedhTW1ZWelfgNm1UGrmLsExAjTKHWrFkTe/jhh7OLCoekjntgk0oTKczSk7zheYX8wFkBALlaG1RfRw1iRwOBBINngdxBzNjbJZV85aQxk7paKcrNw83odMrt8H3nuLmk2WJ1slAeXGWij2mJuJS5GgoH9pxV9zBNRr+EMIB6unbt2mAeR9pJr4z2/qajo+OI96EVoGKClsofKCdzjacqNEQLSYr/Z18wnDzT2hD1DWjaFte/+ZEU8eabwCndM+9TZFcq9JV5nzMcFWT0VfF43h1TFS28xvHYPM52ndcu8pmpiHb6nXwxSSqFrpwgL1hp7NmzJ1APgJBhN4qJDpgKgUTb29sD4uNKN6ikyCOIFgTMVWsQOwTEiwqMe5EGTKCgy2akQeiF4cgDM8LHHnsssLfGfQ8++GBgXgXJmeZ+fHeWM/XLkI5J+JTQkT48yUDqyGew0IM8C/aylYzirEBQ7P6ZErodqbjSrLQTceV9JvcWk47Ng7LtSo+w4qFZbnBp9p8sh1SpRq6eF7JDjifgdEGhr6rwBKDNF1VfdiTJFZBygdHCWD041tLSkpG6fF1+X5PtitTBfiHnK3KuR+r9ZyJk/Hzfvn3T7flmARUTtGSsn40oKPRUJkdg8ZxOMnssN+GFP7mPGRZw+Dc7vxYSbEh2PJazQQ6SnF74TMP2zpaw0/bLm2/LBQViMVuB8//PpWcrquqEcsdQ/4z3ngZ/BbqtTDxryaEWwtQThJUSja/C8hjIDUSLignig4ss12TEc0GaCDSDyou8wBYa52Ga9+GHHwZSN+24GYsE0jeIFhYi+J9hVjEchJSMTgDeYfAGA6niGqSLNCmFk4AZEwT5AemzU2DDwr3IH5xsGG5WLxJcSpmVYvI22+oCO8LUda8UAi1VxeEiVP2MQoJNIdds/Q5eko7H8oScqmpaJcUCngjcx6q01QUcuNL56YbPS2cYjmHqnaolvdRkdv6E8xa0ktL50Mds/lnPNm3adFpGYf8hHXtSfiMQ+3mpW5/t3bv3TMGCvomomKCl8n8lL/EdTtjomXmfeYuLNAnXrHqhClhM5eFSK9jUfIb9rrTz0ilHQjcNsNDQENAStNZD2+vKeb7+387C4zdjgECSRkVlPBAQJ2KBIGgNrmWQdEy6IW8I3chVMEDS2HCO6YFwMdGoFzUAgWJIiIYEXTLSBPliaSOkibQQlB1DR6TDEK2QzCFp0/WdE4ksJ1wH4mcD5YQjbWXnQ11QDnySarn32POalFwqOzshVwyudqphwwbb/OjokcFzY1UBWWvTU51vPcnMTjQr7SLULybmFscaly0N1Gk4D7vpY8eOOSf1fZ0h6irqrpDz5y+//PJfFS2EOUTFBC2N5l9EGnpcXrRFCmYRTcPw4i6TFKCYu3axIaWPgAn9USwpBr/NcGial58ZXhaawHBWQpcKw1Mx9HktJZPImD8roVRK0L68I10QMdQQkEy5QAAqOogUhAvvLkoZtIMGcM1bb72VF0cbBAkVBhf+hI6Zjga0VUXMBDQIvB8m9fi+yA/yAhJHZ8F6xCEp09Blo9+N0jTup2qEDb9cpxBfORZCuWqOYvV5pp1CsY7JZy1RLA9WAtXHtDou+J3JD1OggwplzUqzHSi+GdRoy7D6kWxYmxOD1drFiydbWlvHlt5553DDkobBO5YsuSoSLjymLku9uSCC4hn55mekzv7fSy+91L958+aTUhfX23AE+l1sm0L9Cjvy+Vu2yIOKCXr37t3/Kbu78AyrrRQAAA3GSURBVH9HR8daKew/k+HnH8rPb0rB1aChsCC4nh71kNZOEdC9vCUTDu9dBKzhI0/uC3UOpaRnz0077mhPrqEWYSV27Bms3zbemU6w+soElRNqA1hzQN9MHTPUDDhHMztcj2/K1SZQoWHCxglN/Y2QDiVc6oq1JAcShn7YxjXhpj3H2Hi1jSrrlP2eXDTUOgXNlJxnA4VGTr56WYygC6koXMdYDro8XBP5WoK1+dEdnwaJmeXNUL3BxLGMhFaswARuY7qhYcm4XDsqqQ0vWrxooKF+SV99Q8PX9bW1PZLuRXn+aalTXSIwnK7EEqKzs/Mu7S9gydjudd7lutmd7JkFzMQOOocDBw6cld1Pwi22Y8eOh6SBPS4N7XeloH9TGmoLSZrB7LkKCe0IbeVxkZquFMWkD6AYqfG8izRdz7HSwjRkpu7h3qfD08/T6UKC1esUkvTsasWlothEEwC9L2LpUlUA3S2kaASsYWB0bFwfEUClhgRt34HnbPB1/WytA3WpmfRxO0mqRxz6mK8T9Q3dSymXcuEitGLP9R3zpaPLziUZ2nRJqlrt6DLfJOidp8uf5cjOFO0W0q5sk42NjUnZj2ASTTr2a3JfnxBst9zTLW39ghz7Surzl3LPWRHqbo7ro8Lp06fv1AID9+Qf2i5zboMOTbDIkPzePhJ0Iezfv/9T2WF7Gb83btyYeOKJJ/5YpK+nReraKAXRKh+xijpJFJBeB5DDWBYqK5GWxAAet6oVIs8oHv84nGl4r2uY52vEpRB0saGrb3KFsadto+HklyutYijUiSFdWE8gEBKHeuwgfJ6Lc6EuuJn3l5JGuSOWUu3ltWrGR7SE7dysQOFzm9b6W9/oCRsXlQjX9gQmZRtta2sblm1ISOuqkG+fjKq65ZrzUjfPQZ0g7fiLw4cPXyurgOYAO3fuvKe1tbUKUjsFQXIL5jPkWErKcFzq9w35f0g6laty7opsl+UdL0gS/zbf72BxUwja4uOPP4aS8Z/DLcC2bdvu+fTTTzuloKqp+qBHjv5f/6b9rfVGKlZhc5XUo4Nm5fcRj63kdkg4deHU9S7phNcXUluAoO0kq/7tesdiKNTxaPtkLa1aaXc2ofPiKodSnjffJF9unlmOlix1fvR30hPu+ptrawQrCfM56GRXrFiRFul2XEhoVM5dl+8KE7Gr8vtrIaseIbGL0rZOy9Y1PDxckTphAWLpo48+ekxGoT3CKReFeM8KZ3wp79555MiRS/OduUowJwTtwqFDh75cuWplSnrkgKAb6hty3mDo0bGRnHE+2DB7m8i6VCK+cnVVdqmobNsAwU7Xp5F0SNC6IWk1gquBTdPVpdNOPTOBU7lOI4wnbR148kK06sPhfVxElsfYCK01R6lwkaFLqtJ50Drh2SbnhYJCVgt2spjwqRIKfU+f9GqvsaZhlqApQKxevXpStvNCvteEaPtEGuyW+oLA8BdECvxKNki3F/r6+m66OmGhYe/evcdl9735zsdsYt4IGhhLJlOM1wp9JuydQQ4cnoCwudXW1sUSixbnznEITiIPZviFgGF2Q50T3ZJ5LRYMoNkVYBvW1AK48WnknRuWxkKrbQdxpbOW1FlSjofG+Mb9PGOcEaxzAhdmdQX3cXnElUPavtl6+yybJwutk/SdL5YP1/+++33PseSpVQeWGH3qKtekkVU5+Doza1YK6GM0A+T12gJG1zNeb1USPI8928Nzzz3339u3b/8DZ4GEOHjwYKHTEW4hzCtBL1++PM0JpQk4FKQzOZtZmGHB9CvIZLDkkkjOddkVs6HQh1svrA9A7NnGGYvV1Wajl1GvzcVZ6S4cr84P3akbIhuDdQjJm5QpwoWZuNukJw/x6ZNkWteLCbrcpfH8SFoLwRphvlDOpJ5PjcBjruMuyxmrPtD/64k0nUc9MaU36ECXLVuGnjDd1dWVsBELXfnn98+OEuOMzjejVaIj3FqYV4K+f939k6h0IONR2caT4zmC1gsxpgLvutHYyOhYsNQWnBU2bfp2enX76v8aHhpuHh6+vnp0bKw1OTaagEQOkuNQnTO2AVkvSuQsSDibywal4034Jm0ggccKSYeUmpVePE8yC6+x+mXdKWiCJgqFQb0VUYq+1v6238IXrMlFrpqw9XfxeZcBeoUObUGjTcho0SB1KdPU1JRsbW293tjYCKmiV+owdJ5n6urqTsko78TRo0dPnTt3LrV169ZGESquXLp0qdrnKOUrn0ceeSTd09PzWsHCi3BbYV4JevWau37Y0tz8EyHc9f1X+xuSY8mciRd0sXobH5+IxUIffDSQ5W1tA7t37XpSp9fR0bGyvb39h3L9k2NjY9+6fPnyHfAuC6RpIeeqcDKSjYyTk5yMtGSdk7zZcNQkoKsxBY09lvESNNYiRLxnHk+FgZGokmFMCzvErdTN+3aBKxa1lWwt0Vq7aW0BpCVb1gWOtGh6BaDeNDc3T8iIbViId0AkYMz4Q+d7Vr5bp6T3ayHyz19//fWicRheey3Lq7B+kJHhz958880/dalQkCeMENva2jLy7JQ8c7SlpWVIng/y/9cXX3xxeg8e4bbFvBL0Tw/89C3ZYYtBsli5cuWfSIX/nlTgB69cuXKX/F/HdcmuDw8LmU0EBIZYEU1Njb+w6R04cKBHdn8bbrDHXrN27do/P3v27G93d3ffvWLVyiZpdIum1CLxnCRNMsb/DLajzf4Cok1PV3vkSWex6cPnPCkpcN4YDyY68R5YCh7uzlgTEC7PjFehdZrUO9u4y5WilIkxe63V9fr04CwPl37aJ8UCPknXZcGgVVSakC3paucofGNG2uO3FZJNybcdAfkJCfbJOZhanRNpt0vK+n+l3n3+yiuv3JSZf0n7x1u2bLkqwsGIEP7XUie7RKDoFFx65513bgdrigizhHklaI3QrvJIuAV4/vnnE+vXr/+OENd3+/v7N46NJe+eTE22yO8aIe0fF0tz//7952T31/oYOoJv/MY9Tw8MDfxeaiK1YXjkxmppMIvobkxHDUpWlLgDNQnIPD4VoFuHwgRSoQRNYtASXrBHbIjqmoCIGbUNk5wgaejT4aSCDdBD9nJUHDMlcCupk/CsTt5nlaDfl9DxmK3qwRKuTkfr3nVnqkdA3BAnGvEYmpqaMvI8Kcax63LNVZFGe4V8L8DcSjZIvSckyc65cJrwISThv5yv50e4dbBgCNoFGRaCNY+F26wg7Aj+IdwCbNu+rT2RSTydqE48Dul9YHBg+cDgYDWJmqEIa+BGnErnraKgbbZBzunMdLvUHPnE43nDdbhXc7af4Tr1mn8AJ4m0K3U5KHVyLU8Vo5yDtPrATmpxr6PvuSRlniexstOhWoGbJWK4nSPOMyRfGe5Ptra2JuX/ESHgIfk2vXLPJdi6ynVdUn4nQ6k3UgFEuG2woAl6rnDo7w7Bi+iVcAvwFzt23F9fU/PM4ODg7/T0Xl43MjLSkkwm45jIpOu1XvImcKIBAVXnq0ZIPEAw4TmRDYkI8oeqBXuYT2GiFBOcWrqkFF6OBF2MkG2MBZe1gj1mdbxWxaMlXkrctF/XJMwOTTqhjKQ3LsR6QyTfQUysYZNRRG99ff0lTLAJqV8Q0v1qYGDgyzfeeONG2R81QoTbABFBe/Dq/v2nZLdbH9u1a9cmIdQf9Pb2PtrT0/ON4eHhRp6jaZ8OiUhyooQN8oZzDb33cAzBiOjeDZK2OlwbRc7a61pipa5ax/HQqgRax2gbb0vCNgKh1utqr0+r52VeERdaJN3kkiVLBqTzuSh7xGL4HyHkz+TZHyHq2M39ehEi3B6ICLoM7Nmz51ey+xV/CyFVb9++/cn+/v7vX7x48beEbO8W0m0A4Wr7a603xXFMVEGdgZVKoDdF/GOcgwQN0uZCCJCuSc56wsynz9UxGCxBA3oSj2TL/Gk1Cq1YuHqJHEvJfdCb3hCiHWxubr7a0tIyuHTp0gEh4n4h4K/lfDfCP8q7/zrU/UeIEGGGiAh6BhDyg+PBz8MtwJYtWxqEsP6or6/v+0JaDyeTyXYh8FodhhHkDAkU0eHolIPQnfgNcgcYFxqTiLgesLpe1xbmK5h0pMWCy6oBzxdyTcs2JlLudXlWv2y9QsYX5L6zcuwLIecTx48f7wxjqUSIEGGOERH0LCPUl/4s3AK88MILzUKyzwgp/r6Q4LfOnz+/SqTjBKRT6KGhEkBgfBAyYyhTCoZVh7bpdZmkWb0zSBielvfdd1+/EHAvInYJ8UO6PSP3fyH5OCHofO+99yLijRBhASMi6DnAwYMHoXPNMyHcunXr3UKczwwNDX1XCPuBkydPrhDSjoOA6axSisWG1RVThwzbaiHp9siqIUKEWxcRQc8TDh8+jIUoc041Tz311D++++67P9JLhwHWCsNKy9pCRE/8PfDAA4M7d+6MyDlChFsYEUEvEKxateqfEonEj6DSKMfZxF6L31Cd1NXVnZjtPEaIEGFuERH0AoFI1O+//fbbCL9aXe692lIE+ufW1lYElPr3m5HPCBEizB0igl5AWNbYODg+Md4EZ5jJ3OKc4bLzIOAgWFQsVltXG6uvb4gtXrwIx8aFoMdFaq5qaWmJt7W1Tsi+65NPPvn7eX6dCBEizBARQS8gPLThoXOjydHGeCw+VlNTM5rJpMdS6cxYJpW60XBHw8iddyy9UVdb251IJE6m0+lf7tu373i6XN/vCBEi3DL4f3Tv/ryeSPNtAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>