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LEDJ Razor Beam CW Beam Bar (LEDJ_Razor Beam CW Beam Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Razor Beam CW Beam Bar" ShortName="Razr Bm CW" Company="LEDJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>dd552e38-c82c-4501-aff3-3e4a2bf2ce56</Thumbnail>
  <History Date="28-02-16" Author="Nic Morris" Comment="Created" />
  <History Date="08-03-16" Author="Nic Morris" Comment="Fixed wheel mapping conflict in 9 DMX.  Added compatibility for R20 export." />
  <History Date="29-08-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="49f84cd2-3f99-4dbe-9b1b-defe5d20cbc8" />
  <Control>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="10~19" />
      <Function ID="3" Name="Program " Display="'Program'" Dmx="20~29" />
      <Function ID="4" Name="Program " Display="'Program'" Dmx="30~39" />
      <Function ID="5" Name="Program " Display="'Program'" Dmx="40~49" />
      <Function ID="6" Name="Program " Display="'Program'" Dmx="50~59" />
      <Function ID="7" Name="Program " Display="'Program'" Dmx="60~69" />
      <Function ID="8" Name="Program " Display="'Program'" Dmx="70~79" />
      <Function ID="9" Name="Program " Display="'Program'" Dmx="80~89" />
      <Function ID="10" Name="Program " Display="'Program'" Dmx="90~99" />
      <Function ID="11" Name="Program " Display="'Program'" Dmx="100~109" />
      <Function ID="12" Name="Program " Display="'Program'" Dmx="110~119" />
      <Function ID="13" Name="Sound" Display="'Sound'" Dmx="140~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="20~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Auto1" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Program " Display="'Program'" Dmx="20~29" />
      <Function ID="3" Name="Program " Display="'Program'" Dmx="30~39" />
      <Function ID="4" Name="Program " Display="'Program'" Dmx="40~49" />
      <Function ID="5" Name="Program " Display="'Program'" Dmx="50~59" />
      <Function ID="6" Name="Program " Display="'Program'" Dmx="60~69" />
      <Function ID="7" Name="Program " Display="'Program'" Dmx="70~79" />
      <Function ID="8" Name="Program " Display="'Program'" Dmx="80~89" />
      <Function ID="9" Name="Program " Display="'Program'" Dmx="90~99" />
      <Function ID="10" Name="Program " Display="'Program'" Dmx="100~109" />
      <Function ID="11" Name="Program " Display="'Program'" Dmx="110~119" />
      <Function ID="12" Name="Sound" Display="'Sound'" Dmx="140~255" />
    </Attribute>
    <Attribute ID="Dimmer1" Name="Dimmer 1" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer2" Name="Dimmer 2" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer3" Name="Dimmer 3" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer4" Name="Dimmer 4" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer5" Name="Dimmer 5" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="LJRBCWBB" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ac592a87-53fc-47c5-9c6f-067170ac0e4e" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Auto1" ChannelOffset="1" Wheel="23" />
      <Attribute ID="Auto_Spd" ChannelOffset="2" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="LJRBCWB5" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3294aa0f-39ad-4471-a7a4-bad05e477ff7" />
    <Include>
      <Attribute ID="Dimmer1" ChannelOffset="1" Wheel="34" />
      <Attribute ID="Dimmer2" ChannelOffset="2" Wheel="35" />
      <Attribute ID="Dimmer3" ChannelOffset="3" Wheel="36" />
      <Attribute ID="Dimmer4" ChannelOffset="4" Wheel="64" />
      <Attribute ID="Dimmer5" ChannelOffset="5" Wheel="65" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="LJRBCWB9" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="8abeefc9-7975-4a18-812a-7963b4251947" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Dimmer1" ChannelOffset="2" Wheel="34" />
      <Attribute ID="Dimmer2" ChannelOffset="3" Wheel="35" />
      <Attribute ID="Dimmer3" ChannelOffset="4" Wheel="36" />
      <Attribute ID="Dimmer4" ChannelOffset="5" Wheel="64" />
      <Attribute ID="Dimmer5" ChannelOffset="6" Wheel="65" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="24" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="24" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="6" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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971woNeJ7lyflDt2AVo8EXE58Acp7uEBD/RhjYvhVkYGDgD6sWrPFnJeK8s7U3/OzCV1rm8NHjty8sPPaGj338DwfPHj9pnw12AxwdSBmcTQzMWZ55c6vQx57YO/b//Nfx33tutXvTN+NeX5FvAEADfP/FP/tXb904njTTwcEH9W8f+9jHNrzxju+7fXBD8m9+9v/8ydcuLi4SHdBN1zz3C7DB8mw4YS0ZEE06a47WhVZJYMU4ThTFMBNyZLcDaJNgOzAldpBlKwmDdIXBjygL+1c3fC78bUwYBEVTTnEwux/Ae3M2bR+ENPLk6ECzbXeV1t2NeO7MeBdZL6IlA9zXuqBQHLAqY6YxbiKqZdRH2uuEt02YAoL7YJuPVwre9r9uOwZu7W0iPKYYKVc81dN0v6d2HuQJ0Z77Oue6+CoJjXZ+vO+fmbz6MYD31q1bm72eWYDm3dgxvlAZGdr7V5/8ZPMd73iHVfbWvu7ctr2Byo5wf7j9AyY2CBr1uaz/XyySDAz8ynUvnzH271ey7Prtt73mjvd87JO//xN3f/qugYt2Nbq4ch6TsAdnD8y9zNt7xPUUgnH7qb+864Zf/Plf/Q378Z+9ENf0YpPnBaCfePjwD+97+PHdzxycv/3IwYs7/vW//mX4imLN9cjmsU1mbKJil84z8BW96SMf/YnqE3bJ1VkEncEAqUUMHhAAhjxb7bazaJM/c1jSi9adVIzJHPuLIy61D5tl+80GN7qGYEhLe4A6AmmANZ2my3SDjzgzqdeqoam1W8GwB1nO+NwjzjBXw38NjiiMDYGG6JIB5+7Fk07cbxvz/ImbpC50M3fN9rrabqJQExSuFQfLSOOtxxo5vU08f09tqmVGK5aeMrH6ZuIMoyK+jSkvNxIH3NC60V4Jp6ZN7Ik/99efMpXhGiiTGxxlciuW0DDKaa77Ix/6y0c+++n5pe3bJvf2TKXTmK3OJ5sGF4aHhxfM1yBHjp54uf6M5l5Qn/Na9IDMQC9ysWP10Etfvu0n3z31T/7td91y55/9+/e/e7fpVczZc8Y9Dyay1/j36qvU9EhR+cxn/uqnXvHql/5Jdcvo3m/qRbwI5W8F0J1Op/rpj//NP3/m0MN7zp1a233g0PwcfDsBaAJudglVtTPzbV92vr8EuhXWYMlWVgP9UI+0GwHBMg+HpF4tfAfvDB+BS//Icn1Ejsi/UYKcDuViaJlOdC753Xto0G9tf1xtuNP7DCSt4EnhtpPQb1wnBnJHeXsAFHsqZFgfT+gSkci7xPUIJpEL7nra2i3QXk8E3gDtjNRd7nNov91wLD/52YlFDJQX3XEpxgNRl92sQJcUJhN3DbTVctec1k58dA/uFb9u5t1HkpugrTUmJ28r+HZv3TpvVesOklBh9+mZsYXR8WTf0NDQV/LnPH7ixPfkv8tz0QLSea36itjHbrr21Ve85qrbf/7n/vNv/Or//W9+HC59eC4coxhL1y140op/D1Lx3gc+Y3b/xc2/+yM//sarvrmtf/HJZQF0u3321nQsHUwGB+/F52MHz7/ndz78K/+y2WyWaoaJQl0AglACAGc29mGbdnBRG2EjGUCNlq9EXTiQXeFAEPo9ZwTTS3XP/drfO1YdEEv2cBK44DTPk1BDDIESNMMA0BipHZ8sSYv2uEDEIjR4eI3UGg3XV23vt4p9O87wyfxuLVodXCBNNvOufNqDQ7v3RdcrbfbC4K0ploKR0h1HvE8oKMZ+6uJxoy4MLnuQmps8ANzIbaEnl36GStHy6Xe3EijbVvJi4JxYhcDLIKmne1xiotsVePcseK9ObN26twLKZHaSOBcLFTsYeAPXf0W+NqlWq507v/8V7/yrP39ww3v/3U/9WIb7VAljJdw2XoWlFpy7puLur8Ey0vzhJ3537gd/9PaXjwwNPfxNv4AXkRQAGknOTx5e+V8eevjR+sPzD0E7vn35XDfZMXPTyR1z4w9Mb2l0nj5w5O+T0c0+XACg04rjxMOP7zRwDxCx0IuAxQN3mkTADT9/7ZgvfC28LBJiVAfo4VYmPL+NiI/ioxPF/sQF8Osa5oCh9WmtuhJWd+LyJvsKcDfShqwWaDtweUJ1CL9esb+fzk6bzE0AWlP3baAEPIEiEWPoBrfZahbAm3jrTK0YomuOxRsps9A/0HQDcCf+ENqfm38PDobaPVDaqPuR7oL4dnspB1AxZuI/xHmSP1/T+HOrAKFKtW6VgiS5U/hu8et9za1v9r68FNhxDhxq5s93IQsc9Jpn2a+IFtgD3ve+9/34O3/sf935oT/49dd2lysFO49IV7m7yjbwx37u7MpbzOYrAP2NlAJA/9Zv/s5H7/38F94MsMmUf/FTB56e6H06+z7DxiKGSfs6NzfHy28Xtur52m6btSh33NN4+Do6rFqFU8OX2YEjtOk0zRwIZxEvDBHNE/q11ZUteLHbGNhl0bYjzS1Hi9TseUUTF8qAPDOyLMBN4nTK3hqBNnuDhGOwcdB+77RjaIIb68z7YlsYKAHUEto9nG02LdeWrv2umyQBaB0wdlIcK5H/I23ea/FIAtLN6PqXs06k0crxIHnKZLiec79T9AomUpl0tDcHJodhU3M5TGQFogFcjuW4SbUKEA5efi/VdB3HDe8S7fWi792RVthW2kVa92byMCF3MfkTH16ANcaP75fsCjj3E3hinDx59id+83d+/clLbZsHb3Rv69CZHeObv33dF78dJALo/Y8cefVD9z305mcOPmpWFSAl3m+W+VUSB9yLrXakScW0QErALWAiuXe1yJJXouHwsAIAFFyyVBK/fRgssWYHwTkQFr2a213AjPGCwcqDWA7AZHsN2kIPRPSBA1Fc37IFkw5NEInrByPRffTXcBQIJj1EOoLnxkpDtGIYBgGwANcld07vCSJeC53Qx9LPMVg6I+VSx09Uch2yn4hOyRkOsGLPnZlwi1phsgJIJgMhGEcdS8MvryDib8nTwk0q4V7k9zQBtFV75FUok2NoUyv2/S60C0ZSR5uRi7lVAJCX+YO//d9+aedLbji5fRa+3WMfHFjtPTo+Of6seRHLxMTYgbe99Uf+5o//5KOvZmN5GqiMVHhnFR4vz6HVkA4fPfaWHbvq/8buc/gFaPqLQiKA/sIX9v6j5tIhc74TA66Aq/CpIqTN1NiLQGt8eJBoWzyQCS/VBYCF2oi0QGSAM63o2Hq5K+3Q3gl5oQeylykjGEciao0s5GyoeRohc37NeR1Pt1WLaKp5l7ZAEfhvaBvw9PntEud9cf31GrTbnt5A/2s6QwAa7dlcmzZTDdbOpQ1CBXntdnPD+3xrA2c+UtG4noLIxON5/RzfT+DdzchAGU9Wqb//FXfNGry5J4wzFtai9sq5fdtM5rMJlgpyl5hiu7qOpiLaRZklZBIFWdM+95B5+NGHXuf8u6F1/1B1ZOziNbt2cQWTkcmF3XtuXLCjqz25fezPKiurj71YEuC/7Qd+7E/+4CMferXcN3p2YBjMP2vOyC8xBfc/+JmJ17/xJvBOVwD6GyQRQH/pgSfeknWDlwGJ8oMMwtwlAPa0/UuOueWt8nIlDW+6ZrZaMNnUmyCHeFiMoXFLVJw8QHN2u2AoxETQ8tp2PwYR+5KmDi3VPXRnzwYNHZocBbCY84bIFriJAeNHGn6QESgSKLA2KgP0rG2fTFJyfrRHqIMo10bCEXv9gFvM42HwgzbB1y2zuMhn8BQCNrerlMYW228zr6BAgs7SSefrnVHfwQ8bnDeW8dK+lK43CTy1XbV0Ewec2HmEb+IAfDdqIaIMNFYL/eUmXz0peK1brsE48K5rasJNbd2QqW/A3aw1B+Q9VCdJTdS/S7a/1mTxgtB8+19eq2YtLuXjU/s4yjMvdH/E3ZL86WPKJHOrpuBloibMdHio/vmRCVI06ilSwL4Cfd4bMT9pwRvee23w3m9445vmt2+b7EzvqM5fXO39KXYdHjanvx3zmJRJY7b2JdybyclZeka9EgRA7hl+Rhw4Q+QVSZcqlcq28qNekedDPEAvLy83nvnqFyfzG+SDHFhDDRyjMQG/xT9XpHNs0YIQtO793tcYA2F6etqXkZLcua2jzUB/uIolsh0Ev+k8GpqvbPmHLmhz/NspXpItZ94Ni4HNDTY7+C604zSPbHCyYDTcMb00ALdo31oLpcxzdv9hRBMmDF7il61dBVdMiGhEx11IljyN4Plie82JvWZq+6oxBw48GnHMoj1DpI3U5+reBM2V2X8AHJH1zqdVwtrpGlbC/hcMX+f03E5KNi+2B/R5GXBrDTrx56771QM1OREDZddq3Rkln0IAj+bdKRCpE6iJOCsd+6mnFXv/YZOg4xU9aqR9XWMK+Usg9bRIg4UvVkwbfzBWxgs49Le9pclUUnvI3PvIJ/8uqrFYrftH7E//AQbLyS3XnBnfMnD26h27ze7dN1qQG//nlcG1vd+OWQNPtFtf3HnVtZQGlaQSOhFBXkmZBdqgUMDTAOivv+LAFekrHqAvdnsvjZPUW5C0T3fQ04IRR4xrUWIe8MbQoAvOlJkPzZZfGLgXo62wzcvmrqfELtQeqljRNs0n9pv2cgApDfB09CwAiQSdSFIjLZJvGek9NUAgchDAgOeYwsMJuNOIVhBPDUwkkiwJgEb+tkngV+F2p412vYw9WYaTvGGt67ViABbj4ZJZNIya3mjn2g1Ofcj59rZanQJwyyQiBQr8OcAh9tyx4Mq6bFwOkq5PNsXt6rIxDX7R2BB+3DC72v0wKWy080J9U8J5T4zx/c3BQ6zhrpiwetAePMM0+UmukVR0W+9Z0mrF9yl/3WKopD51AwgGWUjd3ZvCqgVjjDTu8sRTUVoBuSc533uvANhrbTXjfes0kd43bs89Xq/fZaqfoDH7xxa4l4aGpjsIzrrmpbNm584bzPaZyb1T26ofNBefW0hsuw8fPnzsWy2/MtqDeoif+vTH6flRqWGKYd856fV6T1S+gSlcX+ziAXrxcIceTP3wt6lqCFvPMcoTD4r0b3BRM/14Q9ZoCewcV6IfpTxX2VxcsA1ZiL4D+MxNzZm5aS5R1VnhgJj9+/dH5wQ41SxwgyoByAqIeOOg+8NSV/PCAsBISVBXyzjjNDrvaELhsF0qq0QrfQeGAtxrFqzQOxtqI74uXlleaAET0RoDcAe+G6lRtb91p+08LVy7pN0C3BDQMov7Fz1NwCuJuiFOQxlY+wkVVfVxmAmVB9O3lAoWeC+6lFiT2pwpncDQ7yFvSTEoCDKcyGpMvHOMEWqCw/jblKu7l7ER2tNLOF/m+tcUQ7xFE5+eTmjF1XO/Y9IYSLLIZVFE51PJg3fBmOm0bhE/lni/qj1/lSiTB3z6z3faX98p1VNeMjd+1Grd3T0vv3Hf1Gz1T1dNtndkZMQ899xzKy8kZQIenrIr5sZIMly+vYgF6MX1t7giX494gP7YJ//gw91e16Gv06p0pB6RzswbeyojCUEOOqBEgifCawByQ0cn5He5NJJI687TJLyMbVqNOza2EXDPzdFDQFytA+7ms/sj7RJas2jcwjtr7S/SlEwRuCmhvgfu1PSGuJySAJkWcbeTmnQArCWiiDqeL5c99PJcPks/x1qnaHfBs0S214sEAe9ttbrpVgIoEXDjPO565bowVdZHGpyzpHLeKtuZa6ujgWgY2OtX0Y+oPo1+gCaeLydFE1gleJfg3mjDMUL6Ed4PHjnP11eMLlBgVwR17uswbvg42C9rZ377XqaMleLNkYXMgcNuaGF7eCGJD6N4+gyp+yfGWTpnH2UDHHdB8/YDPHia5CkTbfD+8nyyDVq3HR9XW/B+m8rdvFzdMntobsek2fPyG0xjR+293Qtm76ZNlM3ueEmDnlfZNDp5IGt3dmFSZ1ojaM8apHXSMal0fkW+ceIB+ukDB7ZfkBjidSK0mO9L6YGGeC14OICP4dJ97kjx0lHoEZ8fyH/gdzFN4pP08G/qH4Cb5IWQZT5c2WDoAFgAgMWV7XSzS5qO3g5eb+sl0RfgbttzXEg4kX6jttmuImpmqs4UyLEWF9AAWNU3N5yh8pTzsKbw95sAACAASURBVGiRBguPC+OMYABAH2rjqBq6GtUGfW4vAJ+UQVu3kTQ/h6X4Q8KohU7La5rcg/yHfCHgcL27YxMTUsuDB/qlWg++5nJ3yC/d8diY3NrLGQXVmIqbQBxXDa0V+2N7LLS8kddRRTDk7riJV0EyccW+3HyPwVlHGq3RgTXDbnC5KxPqg2wB/MtwEgdNyYSnA4DIV91FdYpHkZ13zeZaTKdQ+tmMqRIyQOq+cZp28BoqL8BQdj+bzUVvK0lqHKR08EhzxIL2Sz9nf//DT1Du5o9S6alds6iU84XZmcl99hR7p3fUOpXl1Xkzzsc6c+ZM9/ko9trjSra7RPHQiZOQt0aEjIYrl9asr8jzIx6gDzzbJI8MHkesQW90wSJBnI+kHSnd7gC9J000p1kkSlNkzW7EaMkC0qpldNcZ0DS3HTTwsjBtD0KI+lvqmKbm0N3JBQglFwgdlYyGDBBoPzGj8FVGEE0tiR5SDyL2mmlCaGk927UDwATOsxa4bYm+0+1hACy5DsTs0dKBwWKtFnOqDKquf0tC3dnbTbwrwn7CwWpNFaJ9ucU9jmgJlxNb6CsjIKLcHeup21kl1onujV1lZb2KjxL1Rjr7/dleKMSAEO9qMm0oz4OWbs8sufZqXl+8aPjUcXoB8axhkJRxyKDYyaV6lR7XrqF5qo2OmXAx2mqJD5Fw4QLg3F9l4BwnuQrtC7YS1FpolbiYSrtoVZakr7Wrl9duqpp3j6YhqtJVzPkbC+B/ecurruWiwtWks3zmDL3fvHnzmZJGXVp6Wd/P4tsDkP52zrH97SIE0GdOnbkFr11UwyZsDmA7oLSUjYZdn4wZ8AOPX+NlX5kvrEiFtMfgPMebudBtGuyO6Mxp3ZLhLZ+0xxsnaX8+ViLlUVb4y7xBkjlWF67dSOOluNX6Fhed1kTHT2g5vBnGqulwfZpbhqcL/juds9/rclQcBcggXMw+V3Gf0vi3LkfoaQ8HnRtkxWl52lVPtM8o/0jOp1m07ZUsxHrq3CUE3PUkOg/7wMdccgBuBUQecNN4KkorzpNHuO2M6zua4LPO7ysUZQqhfCbw3HD+73rFg4kV7Zd2Y7WEsZoHb6E/vFA/KIA02vsj9umW/fVYxn2QCXyjXSFVdUCOmox9RkOzXA7erk1U4FiHyJNfd7Dr5MseB7rkPvGcgf/yqyURv84iaIH7F2a2Tc5Pz7C6PVRNFk4ePfpMv2rd8tyKx1VQjnIbOsD+Ts2x/a0kBNCtw2fH/CzZjTt9jUk7D9TalSrSDpQmjEeT/KnJsdeQnzFJ4qBYmdUFqoVD9Y9CZYCj8gAYQj/Q4WPgzrqKCXZ+sF2n0QvXKrhCmrY7Lx7szrGOWQR2ZW4FYH8aJY27FnJmZGzaZODuKOCrc5Ik8Nsu8IKz4MXADR/s/FQlVIt4gSTUYz0jWcMo90HKwQIpwCqL99V9Pmy3HnBat84/4YGsWzy/mxPpWG3df4ZvDQMfA97GjN0EBcDqCrgl5N1ki5ql8lns5P6KFh1P6qlvTJrxxBWYFQlISrn93RBIFKIoeZUn4yc/aXqwxKqou0STVuzN4SYV2nmtFLil/Yn0u7O5rLkew5Oy5lYwOv/HxoiWq/n26X4j8EbgjxsfdDVEm6QRPegBPEe9sWiiW8LhHzAjX/S2kF8axJh2Wjc446vmrjuzc8eTT0xsnZjfPjO9b/sNUwuDq8vN8+eP04PPE1C4F87ZRonkWFnH4nxFnjchgLYr0s3e9zFdi0CaBpdx+SoSB8TYxmnO4uERBtVwDKZiBYfG0F7x9zrVqdv1Klf5Z/lnSQM36BIXUs1hDLH2AWFtO6HlbexelQYjm3yXmaiSy6o99iJpi7HWXU6VsG92c3Gx4PY2PT3ntZA8cMPDAX9lqwHvWmak6/iBEI8HCcFNXXYx2gig2U3V5JmSHzKyAorGTfzrksoM6B50aNIXkrgqjD8X9e0KM785tziZsMWHO00HjNgMcAwKYupwp7ZMmDAlitLPM+A3qaCCA25KaxkGhEx+MUqEREzSgwPk+sgrDe0uzflaGBRxRbADstatMwCWALeIN3ZzQI5ELOpxFSXAgkeQN6HEY3ggi8Ebon2/65iIEu1lkvpiFvKApQq8QxtDsWOvdbdUSA4ZUEfsao6MlOO2va8aG9vyKqlTKMa+3Te/0pfAklw8aS+fwbDrXzeYKzEq32ghgN6377HfW3Lrc56xYxlIcl84APfUsoApXPGGFd9MWrDaLZdZzn/v3wXjo0gpVeLBWxsmLfiQ5wP25+XjsImXlksqEq3cCGVcDou291bx7V+JqRKJhASgTtcCcAcXv5ajSvjqyA2wVnOGQeGnGbjBs3IotdWnqBhBcVkrGjctr7u8TtFtz9+zJNUIgiozFfvwB82yLI0qV18pW/q7hEuGiYsoCCdjH+78mln7M9ddAA4mCXah476RRoNOcdF8gSJROV9oNve2kXj5LRJoBxNpz2MWrSsb7Hnt8bHKqDktuF/g0Rp8uh1N0s9YKXYY7viBolFXb69B2hivfYv3Etw2V1ad5m37oZZLLyA2iXVTvuZdA/OrTaJNVnJjhCeiC3a8Vesu145zUa0NT5jxmcnISwPZA1FkVgAcwVI7dxTi2q7I8ywM0PMPVWUW75cGQTRoERqr+QijkogjDXIcjhs/4LHI0iq4NBVyXpRp2+59AbSTEeX5YVjjVtqYeJQIvw3xNfyMiSaX8J457mQkJbrkfAelbBEk03QT0EAUMek1bufGxoa4xQi4Z2rbiN8WrwJPTzjgXg8AQgh16rUuvtaKV7e63l+d8z/nDa4UN+PAe7SRUYZAzctLGPZKxCcZ6qcaac7FaL1L5yxhnluy6VHCqWaHJwkHMCi8AK2YNW7V5kpc4RwGX+32J+e44MZsb8hObEN87/Jt6Wcr0W6Qci15wBbvmrLr9++73cLkybu4STqRNSqotmIuEwrKgQ0b3LDOySwG5dwko/n24n2ONWG2J7XJdsL6WTPixmms10LhZkT+ojL8lqFryUD4zMF95oO/ffzuuZ03oEbl/Mzs1D3TjWrTDD33FTsul8wV+bqFABohm/Qgdb8W0r98YHtx60cNciJ1aNal7klppJ3EVnnjvusGjSHvPw0ZDg+9b2VAbDZKrnC70j4PliloG0qw5OwJJRKRw+7B4weOcmc4jTtvdBq22lykEZsACH4etP0HzbOSbPa1Fge861cx3J2bEJbaSx0HhPBEgGbq3eJ0UQHmlMfG2D1Q3M2GEuNpCJkwyLArt2lY0q+WZaVzBj7V7zrpVJkPtPdjdlpg0AaZq4XGDdZJ31fZl5MwqZUEaJuLtl1DJgoE0rx0In1iAsCTggLAdvy39xcviVLUgAjKRNegzPdDREnI6lFObPS4S8n/XOkKzgZiVxdEfmcFPlin7JXrkyILkFjrdm0SCpMUIP4u8qTSbXQgDofMxUUm7MXtlfqWNe6KBe491ZGxPVNbrvkJV2zhudHRyXbF9PZt3TrZhotgY/vY/MBocnDTxo2PFzr0ivQVAmi42MXjMIantfxvyBtRyanUOSkD5rLfRKvWEgUD5GwRNJhyAMp6gDGSdD+vFCGb3lrGkWQkGFxZMBbyVwF0wslE8wyy0l7pf9kEMuUPdCLcYu4B7CqvAwJyRysMJKG6OANCx68NtAeFlHcK3g15V5Jhc7oz4CcJiaZL1KQlRUPXVF9IUEokymuDr6sdeeTwd64Pu6l6yEMfxlVwlFAlnPgrqYYTNMF4Qu4Ng+uG9m1c1GD4fYPmepXGHQm+N7wqoJipkk3CpRfBPnX3iO4XPGfU5EkaLvVD7qie5lPKiDJQRl0iQUyq8RJByXN2RgE5ROtIn7nQ+MKEtaoOXJOgpxDbW/As8m3Qbcm3semuQ4D7Phoj9ZE6cGXr2KbRO51nyTugcde2zK5NbDEro6Nb78HekxOTKC7ctD2wMDO7qXnRXHxyy5YtZ9e5DS86GbQdP9texkNd6nlTIqwpwkhXNqC9luI02nyGO718025i64nQJLR/pQT889FcyiiFB3XIg0LQLEQq6iqg/PaM0tRkHzV7sXlKcYRu2Uuv3dzUprTCoInJ+VRgivzmGIqeaPqyB/GY/EXeU6Of69vlADfaJtVvAnAnbhVQFKU1uXMn6rdY486SzHkvsPbnLtldZp7i4l4ty8mTz5UtbnTEwfeWI207NMb+bxfYqLguKXLL3OZoAsLuq2moaQhXSIVT69U19FXkHRhWSRvlEHP/u8lrsmJk1F4r4sOeA273XYE2MW6o6FnHc90Z8dyaKgHHjcvUwC3H4okmrhhERxHPKdq8mLuE9zekiYu/vXRcKz0aUX0V8xWpTTlgJ/7U9vv3Ec89EarkOJ/u7qbRyZMGmvfE5N6ZmSn6zWrfnZGxZJ+9l09t3br1XN8b8h0ogxeW164RACozvkDyS0uWEg0aRkLFEQuQYjm/YwffCAnLlkglCi+3D4VO7K+FBklPDY7h3MQA42C9zq54Gqih5RsuF7VmCnS1B2n9EMm16tfEROpmcGtxIkazjWWcSD+qJBWOdUAdDE9PeDgK2ryRwW4ijVvkcoDbT1b+HCXAjXZ1On6ffD+VCWuXYSLRvru1mtO4056pnOmY9nkH3P6B50/dfJ5nJ4U6jL4dXQJu5ASNQr5xNqQpJS2iOPF3M9Y89cSEPqHCuRkMlXnDdPDOIXHauPC/Ubd0e/S9aNSxJssrjnyIeczx54CbThzSuwbePU+PmJjrLiSD4gl/zRlH82H6MmkliYA3A3dsRnYAvuKKQTjw5hUwnVRtOeCvmeMJ/OwXtS/4c/uJPx0aGt1ute7t1ZGxH3C5S3xxYSvnJrZufa7SM3tnZic79lmYn5oZX1h5bvnuqamp8+Y7UAYHa7xkKuN7y8UZm0RDNoEz1SIab2OuYXbNXE8W4GOLJ03jqklz/jhG63mK+a+DFBgxtKSu2k86HzQE+RX8/dXFAcWPWgA7SeIBa5yWh5tvTME1qp99U19Gzy0AE41SK7ERB78QuwuDZAmoFv2Qg5oda9vBbSoCbjUhCPB2HRlJNqF6aiQRVWlknNsfl7Bq91/NATf6p5YUAUOAW0/DzMt2/PGJ78zxSZmaoOnB8+1DX6AkGB9Xe5GQtkfXNiI9Lr/Q23zKW+mljdK+hD9Lj3YymNNcetScF4XytNQdS9utGlTG6fh9ZMzw5NdVqwepJM7PDkFThSfYjSb8Tr/4+8dtk0RaAtwYHyP29+VaZip2gtDjsEt+7JgEBJD1hThDtp3U6jnfaa0YcG/mI3JDdkndN/pWygqM+0K7cCYxeLvr06kK3O3hJkUKjTZaM3jjv4T48MXQDqeFoJ8+Px/yvVvlblPPYoUF7x92xYXfhXSvhosQ/ZXVrvHQdqzmvW9qx9h8mg4dtcf4ti66MHj40dZlOTNWcjAjI4mXsaZAPaBz5xpz5uqdt5qTS09RkUl8B6AGL2Xs35CrI2ccB4poqOnxCXN+cos5fvwwF15dCfeXQD83EcQPX934pO7QxgAoZUmCLyGyHKXDdGU5aSjSMjZOBioi84p2PPIbql/8JJiWeLHoVJfR905LLyTqcQ+N4hF1Lg8fcWaY7kgTlYxOi3qw/KrBac86beilqBJNX0VdDj9nn3iHr4zak8YRnJzEP4Pfhgc3KjwA8K7zxJgNm5yJwK6SClSJy8eRVo2J3CxDFRmdCpb6V1BbjIKZnCZzGndCPLcGILlGgnJfaSTmuun9Sm7JlZOE2sOvA96gm/iScjVy+6v1pUv4EmTSd6jo7gnGbj0C7oECl+xZFml4bkLj1kfTdATkVLxiJbRX95Gn2Uy8Ioz6yK+ggtsivSyL5t11Scwc120MFWKu1h5yHlJ3AbyrFrz/HigTaN2O74YbILr22a1bJ+ZNr9JxxsqFZFPS3Lhx41N9b8q3kAzaK9zFi1Dt/xy0EUigN3jLyNVthW9eBM72dyQkeuWr7iQPESTld6kXKRQVPpVnTjJQw1Fe/CsxO+IwjZFJ+g03IKQGdUOlZ+LzKxFNKvB0TI8kpn/oeV784Hc8tvQEHzJnnIy0Mf0+iWlXcS0zQgGJF4t6eP0DU9QW5QGMz52qpyveXh428W3O44PmqYvdEkCz5x4syh7nttWGMQ0W/YG7U+j7jfyUhevrdr2BEgAVgNtQGlcmlYOm7+0cxHXLCkv3ZVreX64384bKPGUAd0LtWSLgEtNviemZMHF5jVP1Mb2WALcX1weckzwpUA/CizMFERdEIM+T0pwtqvYmbet2SssNgV7jDtbAnAE+aOd8TZ04p0tbA27qn0Gd66SNBFjtLOofaS+/yqox8efKdxc3jyOHoXmfzkKUJUcBJ85w6twy7YrcAjcWNNdZLLlO8pc4LxOUODu8dXIrDBT7wHX3zNrebbM1M1RNWyMbNnzafIsIeXGs8ETVVzQHnR9ovkiqMgom1ZrZdfX11BkPPNIkzbgxOUlADMEst6Ux7Y8xUZ02F0cWo+MCyPGHQYxqKwU6sY9mjHZ05WfPj/XdvFRwjES0VcrkJr8Eyzge3jggQEbWmsmXvPWatxEIkT5TjfIvyoWtJLzdH7MbNMLI2SLPP+bBuVKyHJXfAMQJBy0EUI0L/0oQDwyZnMinSI/IBLee/7YAd0zLpMTjcpmqivu+bjhQJQa/Mvc5CTDB+nslk77M+rcD+yttUx4CP06cZ0nF0TJx0AqRSm4F6bQ9tZqRdvprTJPIJ56klzm7T+rAueuBiM5HnDCnAejmPCg2JvlZ2QUjeWNd13u2cB8MmDz0sgyoySvW9hnoFSXXjTWC1HEYehLmV62h88PTL1GY9unuKqUgPCkJZYpInZLlKaWoncY/c3wv4tqp4T485Fdu1frErAXtWYtFN0Ljtlj1Dx3XnU1MbP3L7bOTncb2amdtrbe3N/Dc/KlTp46/EIUWBg8fPbaLrOKx0lyQil6WruQf7hBCDCPIdS/7O+a1t77efOqvP0ngvGPmJlp2DA2do9fTZ875TFjQsAHYOmrJdRi9v2ruXeaB+z5pvrjvXr5Z/lzlXiQcZ7zOhawjHrRySJ7ktikEABAf6GiLvCeHbCNvlCteSK2qOWPR9nPh7bp9hgelTq0ZfuDK3JB1E0vp61OWR3IVW+z4c/B+brskKZQhk/qNURpO215kBqzPuSrwy8gqt2jaK+sDt7TRP1D1mkkrKS+f3fVj6FVrMdcuBrvg880gCH7XOIMnDKTj9h8ErfgJCu1ZLl+16KhBY0K4eZgMGLg7ueRMug+ManPPtmMR+yrKDO2iCMrNzLFSeLUydntfbMDCsmsztOm05tztU38fBmgYpWZu+lqK9Dt48Gn6jSq/O+5c2kPpBqLycdLwuB/icZ4HbwHsontg/l7SeZ1m63M8SDIyalu8MvKule6Uob1Ce7gWCR2j+j9vB/KuilL9J3dNaB4Zzx0daNuT2HvxQ1AoHV3yL7ClxaOjFsDhZYISZ+1ts9V9F3vZe1FswV3r0fJe+PoEFEej/KeA2FKCSbSvGBxjsJ6sN8yu7XvMyVOGqA0BZ4AyJP8qwAzaQ1Io5uXm19ximouHKWl/CB7ImzhiqQjHUDJrl0mkURYmIKOCM/oIrOwFJzwtrj+1Z4fXdjVPorUw/VAkEZAK3+0HteMYw9XmZtwsI20wDyb5UmV+yYjf6u4+uzbhXM3Fo/SH69BpMaddNRuSXkapWR9//PHcueqmAe18OlRM1xF7dH4N3q1WASQkCRM1y+kza17j5M9SQBgfJdETwCGBbzcCdQxAs01+1JuHEwocCt0UEhmVTbVJvRqW47TKCdsI5UM6ZOTBk/p/gdvJcAhcAuicfrbJx+qGSjgjlK/andOVYQtHq3hum6NAE/PyG282B57ZT4qMnvxOU1mko26/AQ+YAKW5bdcrl0kWyeGNbIHBJdCEvvB5sPGhzsZGBYp6JVKciFvqGCN0Ly/Y+yAFjmUf39eOiuI2Zz5zYN4zprgiDNRdyJHCKx4TKTmBh6Ssg9RHi7TxAbW/W7Ftc5q3ueuzxHW/wuLaP8Y2wKwtW8yTV73kBjMzM7V3247xhY3VkeZqt3vPuXPnzn89HiaDx0+cWMeEwaINhIlLbFMGVriAqcYsJRl/+sBhojVEU75q7jp67ZwKFdoFpGFEBJ3Bnw+LT6S41liZNG97qzF/8JEPsV+rwy0x5CScqT3iMSLt8Ws1FOa2FcNRP2NPqqgU42E6jpCkf12YeyrLzTI3vIii0OfLIo07PwC1JpGsiGFSUTJJYvJxJxDJT6LTdHZNMJzlrzglzieLNBEBbuR8922359tsJ2vK8SCc+Jk2udlJoQV/TPs7bBZCXUgS/WVUvomAkrU1ndZVjo2VG/6ja62cZ6rEDVIySmLuQL9UmL8ddh2GSEqqIuKq7Uhf84MZp3aFi1nba9xFbVNzvHGEpdTxTEhjj1Z4cr8ThHOrmpK27cutottp6goNbKray1zdYrdHcYquefjRh6hYxU03bTFnj580rc4iaY0RRSHtAg2XDZhmZ3+wtUCTR/EAXHO9QgUtfCUhN0GjqnwIxIFxU3LH6D7g1Z8xWr3QSoQkdlopat4OuBn0s0AN+eRZYczx/cF29QjU89RXpxMrc9p91Kc2ZzcUXt0RrWhvUtYnfiFpsqHSqChW9jJ5qdO6XyqY5/juE/bt8dtee/ve6e3VfWat0qwMre673EILg189ePwaY/IDKhZcgOTuDdaheMkjFw8y/tgpnrFVUnHSqPFqzKwHabmQzeN7PFhDVu2Dvml0t4HbTHPhMQJquNP82D94p/kv//W3AljmO88hjA4t5gHJ5MhK2XLUlCjMyq0uH5CRl6Bxdo335VXRYuyxwVtyW4adsT1nJMwfVy87S4qcris5X3FtdNNGSZyiKkCbxmOgkAlQNkoDn87cHy8bC+2jAQ+6xHguXbaZaNS5oolzwYO2BtdKFMTVlk8UB3jZDUHL0xqTzlPCbemak97/uukf1JqqkmKGMWbCGKfovxKqTBua6NgukAsaGHJGAbjF71wn7S/SNkEzTI2UMMvlg+nCQyxx90NxvCplrvamwdBsNVsmP3XKylJ8iht2cpy+btYsLh2mCREToFAFp9udSPPvuv5jbXutsDqSPwB41UzH1Iuv/s72CW9g9Veo+2CActjoVAF876Qh3Rxwh1Vg7PUTR7Tq/malm3/HuJqeVlq3yonTM2HyI5uTM0JrY28xHiGj1MTezzsTrnuR9j9wINwLmVzqSbrVat1bv/DFe24QDxMA9wbTODaxpbK4c+cN+7bPTLWnZsbv2VQd7Jw5szx/+vTpFeG7By1Yzq6/ducILgn88AOikhX4THCTAOWzp9aIW8Z7Adu5nVtpm02jJ8y+U6wlA6jRWGwP0RUakIjFmN1eiyYfR/v5TW+4wy4x7jYe3NyqJW5beMzZqLA+yErtOhLta73iDtynf2iWNk5zSBpmrsGzOfJGm5Rdmii/kOT5dft0NbUhPFpBy3fntMs/LgjAkopvnXhb0PXx+2IwUTgS6TWRmp2bHrIs0gC13Sj4IdvHpx2nJwV0JWKYSuP8xZ7HzQWlgLM+bwd1d1G5DoKzbtTsQ5Kr2I4aks92gvukEapkM1ElKBeVOXCkXCYAe1WIwPuhS21XaZMF2WGqBVDxQHMhC7eBqAbvHilNjHJQUPtQbLjX4R6WPNjRA462tfMad6rakYY5MyCVn0DzfvQaOIU7NZkU2hW6aJHuRdP+l9gJasStBNCvWxvQvK/xx7t49rxptVseYINBUC7aXkE+Bl95TEjjOIc6r4Jgd5Kyc4t24pV6mH6IywrC1ZGsy3LQLTh1SlwZu+V2CxmrEmput24n0eSD/esK3HmpYiiwTIJ28lq3/NH9rgVXVYi+t7QikxWGwgj9fhHH2N8MVI2bQOwYmrJa99ToQPpyF1H5L9SFte68840fufX1133Al7zimVPzloqDzpjNMyOpb3g8A3bp5k9XZz3gwmPjml3s0sLgyoL3wjMHvvmwp0AgrGmbaJ9ZF/b5D3/03eZvvnxfmN1cO3hWdTvYUUCGfxrckrUriwFKidag0eGRr3UZ5nWZS3zTD7zNh6pCsAoAlz43zd4qFDFpH07OF912S8DUGcocCLIfW0Gi4rkpXwsvk4PrF03S6noqfYB6PXLH/1bihijUjnfpK9A4ATygLw9044nQX6OR5a0DWeExMeydn3i3zRo3tkDNPtrMeQmkxHG/zGu0ogXBT/6JdjNUgYEWZEF+Opnjbd12VMrNuQFGLnVIm9x016PO5TU1dV8IXGrh2ogSYZVe85SRDzOnSec2lRVTkBzTXvzErWgDJkg96JRGEZoYuHENPloWVJFBXc5Ffx+837oFb5RmQ5TvdS8L2ihsR4hDKBiA/QAATzNA420atTgndS3OLHLDm0ZAUiMhY682VGLbVuc0TV4UWBQlnOL7QRO1DkqL+OMw6TF4i+LCA3WDPdbGOvdkWzRlRaFBJGGWB2+KEg1h63q8eQVAHQveanWki3VUh+bCPT4KTZhp25khzxcQfdJXafIQGYunpifwsTH/Xz7zr3628oGfHASg8kbLuZsQDwCaoeWnEj4WDe65VNAAKqlWHHjkchHaQzjnc+fjAsYa3AWkX3frW81n936kPC+Hak9pZKEx0ZIRIho0wUtuFtcix3v1q28zt73udf77p+3a5ppdu+yqYdF/h1lx3IyZoZ3T5ja7MsCKApo/jBHCWQuAybmioBq1puVrcRniXAAO33zb50kW2Qj4wQyfpSRUPguc/Ja3eud6MbgC+kMqPtGE1JQM2CFcWxL8s7dDLtub497FQOl5UadNB0MwG3LI77Uty8kQhKMru0MEJGBMDhQN86JY4tMDr4otcHV3i9KZ1DXpz3FDO4anRCqRH8OZf2RWsuL8JiHfOppSh3RLybXiklrKrQVQTCNKLF69ympFrrc8e9lxYQAAIABJREFUV/SIByE9oa9Y8G0dWzTNXjMCbsnNjf4a2sGltCAINsOEJ14n+H7ZBZvB9kR0VbetNFDmy49DQxctMwn+7HPT26KJRewAcl98UQvF2WsvHy0BvFkBWkVu9bZGsUC1iPIDugf3oZsUJ7v4+AmDN4zg4iKp6puurTLFI8ornq/NrrapeBiFmAFeRRZSWmSccrd9ukUFqDGZnThxYtxr0NrQxfe4xO8OGumIA4c8vYGb6kAZAr5FKi4Ijyxgi0TfCwcZiMFNa9Hb2QbSK4C5sb3qt/n7b3+beeyJvXTjQwq0TMo6Rx0dXIFylTKUXFQcU+Cd1WWrJfub3vBmciEEz46VAiYjgLPQNOTrPcKvuj+wDb57+KGv2IHTYUYg1Rw2A7XQDv4qnCqk86R4YDdF7ViU/56jT+wETyHeInlwDrUXY41X+qNYZd2BhDpZ5uwRZZkJeQz1W7V0o82kCIGmM4r8uzM4tjPyxmDe+nFHM7Gha+6q6wvaGl61VwnAh6Jd514WeRCIO5e0Ia+xHmm5NrkKJWKs4rGGLZzPtPJhxq1o0wWySl6t1U1eLjiQx/3hKPiabz9XEDIeuL0RF5w4JtB6vcS9TDo1b5ALqwU633CNXkfdvshds7y06KrhBKmRts1V6kFhQAScQWcstc+bamPCvHL7neaBL33GLLRaVJkIxZQHEgWgolGuMFgt0e8hURdVxmlM08QrAqpkqdP2FdaZ69bVf4wHRr6yzORdU6XQtV+LLPNEf1oCbRz1UHETKVw8pYaokf6uJMFwKt09khDlRuJXT3xG72LptWZMfjFV4n/P6UiYrICDg/rLePItGgzpG0cd5H2BpRIGg/IZ4pM1VQHNGCcE6OK9/k2DdJ4OKRMA9pu/7y3mU395l1nMWoqsj8VbxBVIC9WhDYarQveafBVzufAAzm96wzuo/QLOuE5o0OIuqEEZonl1eKp89+vGTOv4cfPII48aAbUAjImrSpMDNGf0izhKE3PROgGUu3h6QZrVPIOioyV1Yhv9Wj6ZBQ0gLyFQyYF1KtsVD5T34S64ckUbi6dL4MajRD267aAyaBGzGGnlWMpzgeCGMjTJsrVlmk0GPgF54VO5RT2qr5l1OibQElKhRIxqIZGRAEXVOYAUbe9FRYFWR9QsJMbXP/Ssduc0M2MIuAfMdNDIJHERVgFqIiOjF/BpOAB3Ma1ptwS0TZQHQ49CMk62WjnlhTnahpvsANgHDs2bq6+71f70Rb890SRRPmzXZz1e8qd2Mtq16xqX3qFj5uqNyCcaMt0IIJi41AHQXvNBVBq4me7hMPnpJFTRofJvOd4Yxr+uouBM53ToT/tfpxCMk+s3GVcrCd1DeeXv1C11bcb2Hbt6gbNFxXHT7M5cj9L8eoDu52zOfeISzxCju+YvfteuGy3QfNl3HDREGP7KyrFDMxZwDh4dwbtDUyFCZeRlvD7qZqOq+a5b7jRfbZ6xF/wp91AmpsyPrIzqgGDWvmgCOHtRn/Wguv766wmcRTiQhv27BZzxCg4aIho0fpeMXKxlX0O8NVxy2NiZKe0165vGFQINBtqgALEMjp7zUOkJlZbFryKa5pAH0LMhHrANPTz+ISrgaxkdog3G2Trb6XarA+fqYAqixXZT0WTzW7n3OaWB37qViQXXpsnnMmGtkIB7m0JFxzcKuOi8Jptr077yjZyTNG4T+3FDTmeqson2xgBwQ1FAXUlaNZT3Ex+GZz1yfVOlwJABEoV0L2TT5PQ4vMXle7Z9NZAlAbDaauJxqxsPJHIe8obJ5eYocwN0GrfQMiJrzv2u5wyiLA9w0FCNqSXRuCkQB4WUkQbW/of+nN0xS0E1+GN/+hCWIX7h0VjpycqPP2Kl4oOT0EpnvAUVg37ApH1aJdvSFEm+7BvyZsMNVFaWQR1iOwDZA5TxnIAbumHCRRXEWwiulETfZSZqF/oBHDNw4eARtlpLOlz270887+367OAggKPXDxHkJrh+l5zHCS2pMvK3zIOfRABKikDRgjW3HNcyOx5tN+tzwFaNlo11vsm8jDlP24WJQHidstwShgYZEu2HBD7I6tbHKKbFgTMG2R23v8lfA3y8cZ34O32GN9XBOBDRpBmwx6P+wSoDBlIA+p9/+ve4icIopVlUuSRCqZXM+9OG6875qRveXV5F+nl4+D0xaN1SWqrCRMqveoDz1MzXK7EfOX8TmJF1NIeclK4AoxJOscjDQRq3uAI66kIi8CBcZ5LBDvssuiLBUnKsWuMJWmgOMncqjZvWb2J4yt2GKBzcsMbOojlV1T3QOrtc8VwAIUlTt8LCB/wDzw3jcnUwCOm8KVpo8hCvmZKltkR+xhq3a48Du4rTpCXRlWiqmLw6nabnnsWgKkWV4YMOu0FkYJVrNGKc7gmpYzTdUFAcesLjc1974M5J2xl2dXCUHDMAdxKdz1MV4pWDsUKY7YwQdpLLujKGGYMkna3kDH/1VTfTpgBmZPWEwG891BTtKX9vFotxzw56zbWgxRQ5aBD2NDO0OcPYUpZ5njfJcdLQjMW1Lk9bAFzn9z1Kn+d23uC5ZhGA87gDZBFO/Ylgi3gEXQj3vq9gEIZCPmkxaKUkclCH2776Fa+hCQcC7lk8VdgLhRFa6I5jjq4RrRrfwYcb4C5eK7J6mNhynf33JzxIi/iEUCU5UjcuJwp4Yxb6EkVu+oq/eucyVOZCKQjhh3xXJ9eKIKS4hP/bgHnqSQ2vzZtcRr/IVzx61SfXJZziMS08rqeaAEbkTeIKKKdi9BU3rgDcPjTbGbYARlie+4LDSeIKBMvlJMSZR1SJ6xuTLef6J5wvcYZOBir9ABdpRlmJEXBTgEf4nYN/EnZFU5J5L4PA1UZUyfCIXWWNRI4BPhlTH9c3clF0fpxidNSl3ShHSIaJTl1x0vHbRddlVw6pKtemQbxfnpcC/WrC85zwycz03M4CIIrWXQbeoEr0JCQTHeiS8xH/nykskqROI+aB7CHi76XtuA4U3vV0idKmMKZqw7iG3qODFjjObzBZjIb+gUvZfSrRZa+CFbLdbrJV2y7ZhsZGDWeMirOXvvK7dpkH7j9Q0JD37L7RHD5yjMAZ7yEA5rH6hkgjxGkvtM+b1qEl+v2C+140bLhQmUxvfRkIVZYcWoG0Lmlfm64RJZH3RoHxDXQO6AsxEArdITSHCMCZ9489VCCvesV15uTSbeb+++4teHYQSNMyKW6vDmPnK449OfRlye7RtTshEBYtzEcf9veM0aKfgTjIKS5ey+0biDRv3uryATto2MV9+Pg5oDLeFJQbEfED7ZfQXfllwLVxWP2eekNq0D4XjYCocVpXtVEzO8kwOOe3pQfegbLcV/Dh5HrmgEz8nKNEU12XTVEc/MVGIpp2kniNWQrZx8EdkHATAx2AfxkkvNHZatycFdBpuG4f8fwpatUcfan734O70rQlgjH0f8hwh2OPgF5SQ5YiR1E42L5SHEESLl2MsQS8vdAnOl9HfK3hPufPr7fruiRcsvJBgd6qcRSLyueC/Xk1gKN1IuUN92I0gT96oEsA2rD9dGni5/OTe6WbzL03SIUf0KzEzRZeYPYGnBq0GuwDdrn/eobi+OKMOzhAcUCId1x0Koag1HcOHN6NwzABM4AxgBWvAGNInroAgEOwHeRsG2RaCF2X7/V7HAPvd++52Xz4v+dbWyYJGaXIvQk9domw79QDSkoRWULbQG577R10LSdPPRZ9309kGwFpMZSK4PO7/9ENtOxpPrs/8qbgoge567JL9qh6ixuB4k6XY0QMR+b3oTdIS3eHKQXlpFybzklcRom+8Q9Dqa3RuQqub5Asb49rrd+v366UQ7vLewQvDd8A1d5utBd/HFCf5algF0LxY4ePHXA7zQLzuqgMaz76ziJoYseQScQwaSgacsWHIYd8IfkiBvSbu79dd56sow3iCSVuk3NqTZVrQsbXFgNU168+Dap2R33UdalOE+K415KgLa6yXc/zzawpO57VGRhD8G3man8qzbufxp2EFLjoBgki0ZXLO+rahT7wEYWO009Tpn+8MTHT5+bz0b8pH8WPw9RRDJJtsBfybZMGXZJwSrdt1QR31jatiIJ/PLvf8f7JsCQas8cdcf2oVwY5GZzdNtWKJ6HikBcfVuqMPlRCpjpetGUAKbhjaMDyWQx9uBj9G0SDsRYB9/x3OM9mezdP+xuXsdWrcK2Z98ft/0gHES0P17tjZo5WBXALRFSkXB+7CgpdwS53wkPrkM685A2g8vldP/Yu855feg9/mXIgQJnEebvdNZu4ajgkX3fRg7RaLeQT4AeRPAfBK6P4W1DbuiYEroRAnCIl4XXd1CVjUqCg3Qj9tUa3KunzvtgXXq/OEb7heOWeJeV8t2y7RpNjAHBeJXR1+TIF1gVvB2Nc2kwXeNNIo6i7QpY5RzUAtIkuEVeubo+oRR9ijpWsG69tTZUUJovidQcqxCiAyMJvHsziCZi8ENwzFRUS0ImXvNaP8ceeFKAJpEqRN0o74OyfljZQJHXl4iLtCMDN9zxQQ2hY2F7bEyC63/mAGY9jGTO5QsPiOcI2ADLUmCp4XddG4ASECnBbRYvAPeH0qJwJ1NA2yJniOfSeGiP6fSUhDJneUTODvUrvETtr/Wihd7jV0Sfh+o2bXbUmA3Uengvgnm97bQAhnqCZQQF9oQMnvvrI6cIZy8AYkuepRdifUC3b8R4UYj0MUFwGzifB6qU1FntqgDouXtMGqw6EzQ7+LK6CuF4Y/ca2SLbB4MEidI+mR8C9l7kPQjO/dTfSqj5AnBWrZ6rP1xHeJmjQ60pE72TFSjjus46YGkmmfSJ97zLk/D0vuNwWdB86CbsqwfLv7Hyxd0XmzyGaFj1QjoMhqrMXHlYG7vCUlPVDTGFIhGuYYGIwL3aOTA4FbwH/u6NrugLKvJ0si8VNkpWzYMeJ6RwBJX5OcGtPd8JynzweEg6E4Ei2usk/e+K9I5klU/eHfq/JZWaqEDOAW1Zi6l7Kq+c+u+xPnjj7EuiLTFVIkaIBwYgmhjh9P1JyKdOh0rrLe4nmZaWpyFNh6Kb759H7e1PDvMZNNS5LKvckzvNhejoxoolLmwHaonHr7SlZlQNifEaQ09iYUfaEjLTp+nAYO+JLL/2AiOq6A3oUv4UA+5baJ6nfYHvo2H1qDqCl1iPca3EsTDTIiofAn4K4iVIcIAYrPXN/vtJBkGBUuUB8ivjBFgUzP6qiiJYJASCLQHM+47Vlfu0Hxlo0MIsXRT6QRQtukESNSXgmp393SyETCoVG8fPqX3/1Cc9kAFhJACVtEPdAaNLsOijc+2HvqQGBEbTf9eTl7/3IP6K0qlgCd0w8yIWHJnBzhtkAfpkHuzIuuiAhmqVw5xms+VsEfLjQU1/xBgQV/F1HByboA3IPY3BjoC6eOWkHeI2NZZK+0VMCgXfWWfkigFVJnrTbmr5GISe9dphrvwZx0WD8dp5nDxPUJekVSnzlP7hrym1Sov2Lpu2BOpfZkNcbXNyBAFs4bdV27d3AwM37afERsAKkifj3S8ALS1z9Rl+3gFeIhJPnXoOzAIde3otBLx/VJ254WgunqUkFbsguyCeyljmladhRUvRjrVC1B1Ja5Ni1QZIo8XlrUYWaC5lRk0eH3OOKEYlCt6TeNZCueSW+5+IyhwLYkM7SSZMtZT6QBZNcXfYTrtm+wmMl3cCg3pc1dJq0rL7JD/pylK6e62RxJckLZm00VAxmwjWLxoxzgMIQUO7n69wPwLT/tN6GB0O8DJcoMcyOi9pU7Jq+lqNBCu51Tqru5gkoa8oiny9EvptQ+azLwtz7Bd9wf91o3vbWt5i7995F3/mlm87L4VOF5QHsMqUQ0VIU9N3um19Jeb0Rog7tgIwWTqRMmUSSyWCGZwP+oAnCGELuaEYnUOr6ke4194y1qSSyZCamtG6jSKw2r38tuWunkSLq7GVIMcK2+F5v202DxwlL4LPpXw/m/IbfQh3jFJfeQB15diTBMOY0Z72igV80J8Dnc+jwYnfZHrRZY+c4ADwHElFaBtxuFyo7FrRPfcFJAO4VoR34J7i5wadXZyL0UZeG/bqlDy+YrssIaGhsAqhjyi5k9NM8/YpfkSz7XCtR85TrnGjbmvqRiShMHB2raGpuOxyHWpFwPmgIxj4UkjKaQvs/6+8htXqNc/QsXd74G5yeZY6rLVFlfpkWRqDO9haWxAXdi3hoPNDsQnejBWTxzMjMhfaq99rQgs95w5n2mc6HgkPAB8e+1Jp7NJS0CWkWNfCqVb1/anHTuyoYARyZRCXSzVXAJ251GnTlPV435fxgyiQ/KeVXEOirt//gP6T3AGlv2ZdiuapQr2jREGm/pjrWk6LRL/QdxsL3vO4OCk1HIBBqR1Yn4hB+SHUk7C0+38g94osCmwmaKBHw0ZKoLKdNU7InP4ZUW901Eu1hRuwSfSW6vugaLoP6Kb32rwGc8xJ5f5WANn0veVboxwHPUefdWIVS6XYFJuKiqcEPxX80nvd2FAmL5l1d3g7nJaA17gv+krmsFIx9G9xKUgzR5IKXID2ABm9NWcRa/lo7IdW9u8xGOhxbtGYJuMhycyxlJfFJikQ5Ep9u0d653flQ6SyLjYPoKUxtlNujFjT3UDorc/7rMXgH4BaOjXn4NQfeaCOAX/tzDzsOHIWu4R4XAXN0m5yxsc/v2aqdmM61vY+3D0DKHQMyXE0vDmbPnXsgUEm6KkfqJvnY29X0AmeYf9ARIYQHet/8QzlNsRoZAAHAwfWsXGsWYNYJ/llm/TGwv5951UO3cOgrJhmqkTFFhIJs3JX1HDBQcpl2AKadcw0K+/WVFhLmgridh0lDlskkrx3nJ5m8lK0YdFAO6CD2YDHkN/1g/UFTabZMPzDRYeyS1yItWd308+CIJQbnl+56PfU73AW3NK71xk98Fm7s9JlpqiUJgashhFdPT3tXQ4S275hZNA98+SELKLySiUPb+dz9igDrzGNxW2OgyCvUfRXsnCvl8xFo02/x4j2B1PV2S/YJ3i4Dud/iA/MKRBsz5fc2eWy0ia4R1I4LOiRJKAVWzdkOIOKJQGJfhxJZYRaTEmnADF4V4XwMoHwHyOdLacrFSTbOlBe572X8HR9XjM/sFqfpCm/HSEJyIkQw8vchr8mAU8bWA25JLFWraaqErw3HpYIFUBbcdZVJ3rc6LwTg64CzCAUQrqx8aBDlWDAzkO+hCeGNSJGYOUNDoiJqqMku6bZbn3qB2xDU/t6hebP7xM0EWvd+4W7iYQFGOtQbcvIUe0ZoY5r+Hb8JrSAaLL4Tfhfb5vNwIHFJ6xS+63ifUYyQnqc14scXtwi5BDYk4fp4ecrVouX8ee25TMpAGomihIfOuxhCQvi68dscPlJOg0SywsDGQyxck9ai8+BcxrNrdgi0Bny+MRE9eeBpAmr0NzRpAC6AF/2Bz+KlIpQW7uEUaJ8D7A+O40hk5WtufbP58vxeyjIHCVGTqm0lwTm0snORX7xfEQ3LwFgvlkzud14BJibtM3F9zcAds2uRSBxMqj+vu3/JwYTa8ImoxHXL8A8uXzi1XbkRsm1zmNwA89ekjZNr0AxTzvKXOL94Ac4oiMV1NAN+8OM2pOQE4yB5oLRNuOiEyRKfhChJohWR5PPm07hrd1xuSnHs9rsVXhGkzi2OdpXgleHMZbENxmocxufbMP7J8DRH5M7ork9z3a2W3AP2ZG7UQ8GCtDDa+otMplEKAlyDDzpibVtHEcokZOXLdr8jxEHD/WN/c78fG3TcVodepTn6gZesa8UBZZcDp9vEQ0KLvvONb6JvAVJaxPsBggdb3muaQDRnzfuKJ0VN7Z9f/ia5oA6hA/LGFVGmoFjA8NBoNNwVxKI9NyAy0QgY5zll/blMo85HSNI5nOYsWjTOQRZhJaHPnbhrrNvvlxzfqAHAZ8iSW+ReCQS150bGfYjsYbfsvoUmvy99+QkCZ4gG53yOFQFlMaDSNbgcJRDO8X0d3ctX7Lnd3PfFrtOkgVqhpzlgxhkMpVCC48r1CAspMUMbSubcyxBWu3xou5LLAecoT8mlFihf0++OltDuifn9u6w0+W2yXOCIDhpRJdXEFRLSNuyny1FuAxykYpz2SwnqU+KX6873VwxibARuu4jJxch/GX/1Rp3AWEdXArDbGrFzlWKQ2W9dE4rzKOEGJoQtEO+ayJ3haQvtPofnujAskqRQgBbl0obhzohivKbifdXF6CjUiQdnWRWkxfBs7vt4JRR/5v3JnCeUBM7pi+ny8XqmR9oNATT4xrs+f7ezvLsMYTkVp6CNZaEMuhZEA509Vycu+oTVooO2/FgEzB1XVUVzzJKCFL+FvBabXIj0Ya+tiacIwCO/FFxfwjWJrYxmdPvAgSftdDqFPdAOaOo459atrAkLCJflqta8Mn6X0PZ8+Dr6TXzAA/0Ta9jIVhZJn9qKvUwmT0EMWd+a6LU86IQnOBQdRf9es8sY1DAVzRmiixLId7KiQN/ICgj3ksLat/B9DPm9Z2lSBcD/0cc/XJp9UBdJyCeM8knNxQskzz/3Aed1MZsJzT57rY+q+XzeIs8HbcLHKx7De8KkQkGO+AsUbVq3B6viSKnSdIK4BRoOZgmad0bzpr+OhDVGeKAiGZDkiMbfIJTcVQZuGL0Ahs39gZIT/+XpxlyUolNSv3I4dducbrfcdaX+fFLk1xsZV8KdBPhSS1eM30+AGSL8MKI4B0wwpkKwDTwplrJgfMQ2MGhikqNrWGQFAqsLKC04D5RObOPJGKIn8jcoDsXvOuDVHj4FTx89ALvhPeiUTaOMJwTQ9qFq2vbOxb6csdYZh3u72+kALl/uBRd0ZpytnQBlJBcKFMFx+qwLxGptWRIJ4TdsI9tBJDOcLLEfe/KLinfN4iokSmRZJVomzfYuMxyaXq8MRMDlgcD+B+1x0+h3XzLbXp6+kGhHyEtv2mbCfO1uggrQEZFwdgitavY34736REDGk2dSTm9k/FsefJCCFXX/MEkL0N7xPd/tJss4z4h+FckXWZD3olXjVSgp3Nfvvf2t5s8//RHjJxLn700oIP7QifsV16syqxU0kcsRpyWLcbvIdxdXgZcrBXc7r9w8f4mkpH2F43UzD7Sex3bPQnBx5lEXwD0kN4KEnOBxHwtwk5cJPExoMTbgDZM+M5+jPGCUxPOE5D9auOxVm1K6Ckb4nN260IIF1aBxQ7NHhj1KvO1olFBiS1wPha7QIfJaxAVQzoG2AJw5kRJTodorY+n4IXpFu1B8gL5r84qhyq4nKqDK1dRzWq8Yer2kAUyCTzf36/oS7kPFOc4RQL/8pht+w778pzhZkj5gl6IJi4Uq/TujBzYlHLGzKuoK4qFHSDYoD9QiRMVv/GEZrcE38JlF520BBvyJBofvmkddoTkZhL2BdbUm0TJ16RoS8b/NL3m7RW9FDcTa8JmnLuQz8pCsJ9C4ywCfvSVkuWp8wEHZJBR5bSSXMgzG9wqag/g6yyT05h94rfnUJ79QQjMFkBbpn6UwBPGIsN/4d5tTracoIEc3m1rUC+52+gqL89I6mQujrfg4eXD2wTil3kiXK3mmO0g/cA7GwrVLbntJSaMXJXFQiJwjJOWxzwpFkAaNm8EqGJ47jnMWmoTanrsOvm5HnKSLflxKNRYBPwFACHzpxW8eRrpW81Gq2o42cFbAutlZT6L0pFrjjn2guVJO8GBJjPYekZJnlJBI8kc7kMRvu66aI48jBIsEmpTpiAW4n4mjgEmDA42/dumIinOT7DnHgtR/b6JeK6jbJq8A56XX6/0PvBJAb9tee5jDEbOcGh74HXy/vn0yCM1odomBRPZXv4EzueHBxoMpErwBApUhoo1PIrKdJCJCVA5KFcnF0yC8BBGJVQD4psl6w994kj5+wfBKwU1E+3XACbhi5E9olOwjATlnXIIniHYvLPOD1iAtvuLkGUHdv/6SGw+7+JpD8G9Bg+5zfcQ9T+8kbwsAKbRmgCjAGQms8AcjL1Y8IkjupD/ror6ac8f3MALrUmaSi+Tm19xCfGYLE6xfgSn7hnLgFU8OfJUvROJdP5UHgWiF3hGhj6xXLu3yJN+nKgS+j1CUXpaRp8DlTwyX3u5yNHaqgm7chOCChCRyWvqt4yIQ5XgSWu1zSIshMPLs6gbKZJmj/lB1RiiLoPnW6foBvgDtHTNjxtx4PR2DnmXDmjRr3E1P23Coe93MXdUwm6pMq0heaXhpnSbgbvn2YMJI0kQZNNl/22URomvC6vTAM/u9cc7bsCh5UsUZ7rgaToDY4HXBGrOiNDyY5yzfpcCcf18O1JOT/FwRQCebBg9i2XF6kb0XJGTS34J+QC9+qyXcZnNxwUxPbzd3f+5/kLFIisKCm4aIPy0EoAu3LQFt0ZL177I9lZSy8tSBp02XCqiqAQrtK1f2CoJBxW52CVl2cW0D+aWt7OO/4jeVnHO+REci7emwy7wnYKhBUYC2zO9bi3Y3zAvf7sy/8/ekFx4a0XCGFUiVSRkgoe/GJidoMoD2i1UO+OJjp/b5SQkh6HM7j5GhFxox/kBViMthXvLfaZdK+Q2rqtteeae593OfMJ32YgGCfI1GsRF0Q729OGw8id6F0kLqYCUlzC4XmEMEYEjoQ/sLBx6tuCTKtv+EmjlgFBc2ouVMUly5mfD8hZSo8TWHz5enhRe3idNiBpEQ7EBw532h6/VgPJPUm1wVXMaqaN/al7tlMUFVffHGReaasYrbMXNT5NLpgRvUxHLbTugdD9yhvNmc1ZBdBsGccTKj1LHCtrPbMNoq4dlkcM04kRFb7eSZcoa7iFOuRDgqvwGoj9tznWy1TWrBf66WxNyy27o/vdFfi4YQQA8PDz+786prXeSXUXxJ2FkrYT6Z0LCr+9VL9P00QjnMP/GA2WOMd8kCSMMAdXLpqSjQAUYo0Zo1v6mF9xkjwAR9giJcBetFAAAgAElEQVSiqSTdkUKq62Sp66nowaV8Gfkow1B4wGjg2XOBRwVQiWgQPKNSoYr2rCMm80VwdQUZ+a1fCPsG72M1TAO+PpKa2tS0eeP3vMPc+6VPmmaz6TLWhfaINp1PkFQWoJHYpa2Eq0K4vqKhnNbQknHd32XuVBTMY5E2DNGZCnVKWflOa9jym/TDDXvuoNqSF6wGdN7dk1A6K7RT+0PnfajZL0wuKOxDv6wEgxVJCRD2E4zfuemrzc6rmI/E2IOPP0WBlZQw4iomcmbXltLyYJkxKl1CZrKIegn3KgBdKsARueTkLthftf7+b0PfOODO9LEyrw1DNiTGR96d7oRnZnO9ZjGO87aIr/UyNFwBbu1V4rU+1n6bzyJQ7Cv0Pk0SH4k4PT5hGldf71unI1iFu148mnnDM/s+Nyi5FL23YAxaBZWfhJpZXDxERW0AyA1ni2KS2Z1EvCwiA7DTrpXRD9fXcdVr0F8Yb11vrNca8uUbTiSEXsSXvLpl98333v/QA7cFdT0WHSHsQ3cx4F3kV0DwYHHHDPZFC9KQa1+6hyz5WCJ/6cuoLPAIfc9RZ0+TBg3R2jLeS+ko/PH3Z83+/fvjxsFo0I9/cRrzsDMM6Ire/VejCqTtf5pugRscIiPzNAJAuSwbnwZi7bEi/t6Sy6NMNqb8YLAvK09AqGOGum8ywMW21i/cO+t3oXjwa6ESuwjahOsVgy0mC/HlxiSFKFEpsiBg2y9sHxSJGEu1d4u4KsJT5FRrlgb8atLyUZMQBisHR87TRmrqRQPeBUXkdUt6PxzAm7TesjGiMFTc52AoglugKBayooPdu2cVhJpbVaHvzndPmucyuJbVCay5uKnkKHeqdsEX2bPjfHoJEXb0jvCpAcTkOMbvY5Ky2xp6gE+bcP9k6wC2u/6Cex93iDF1x0dnKsOimogkMT8y1nEx3C4Vc5ZScjj15oSrzkhGOfQTDIfgodEzFTchlaUibbqkZ+K3TR4XaUIFalE2bml5Iko9APrjmNVmoXBCFoljdpO009EAovWEExbh/oWCv7JSlfaEdgjB6yceNyFk4hqJ4w8nJk9x4PouYSopkdTMblMUB+SqHXsesQe6zagZQhsJIT4NhArX9SfX2qsbSOSzk7XN/gWeGbc0zpknDyySxrx5/DVm3/77qFOZRuB8DxqcIRJGLNFpTy48FS1117Psa76MLb9xMwtcrc/VIKPLkJ+lhK8DcAA2Y/XN9DN46Nah4AOcN/hJYA5Eg3MeqPX28p2fFKLgGfu8bK6ZhWefIr6Qq3Fk5Nfft2q56wPJTyKuhOiVGga67V/x9dbGP4Cz5BsRLRjXJ8UV9HVqEJb83iIyaeVBHBr1ufPb7Jg4Q1ppR4Uu07DX1cTJ/WrEdE0I/fYWfr3oKXsSPC/c90d3TIyREXPrra8kjhzXv6rSyEJ89GQ19JVQdtCuz2/qOuNU3XGpHX/8ct45k4Td4RuVSEqoRh+9Jtskvlv6KhklAbYmmo1M/LuOdPSi/LyjSjZ4/l2JJ5890jgtVjRt9zoiNBS8uzqsLeMZhDGx8TKVIXHZ1SqMqpl06fnr+sZwO4EMSVPzzMxvc2rga8wnWh+2z8hhAtKNEv6eNpSRMSVwxnNEPDvlzRB7llYA+mu+OsMdUyRawjEuF5wvqNsihk6IB+jdL7/xc/bl3bxFvvzVOpLzzaV3laAVoKHwMc4evpfoDoDwA498xrzypjvNba97HT0A0Ajh0nL+eNfOiryMkexpEAFp5Fo90mrGkTmKG8yLDiMtZq6Kc4yI+CWnSz8KOuTgM02zb0scvq69ObR2qN+Llqwz/IlXg0REAvzYpe14pG0Hqichbg90Dg+IujdGcSkvq1Xw1ZqyASXgDPvHdKMR8Yni8yKluIRbXrW/rKfZl0VE4jv9vbzXq4r8fpiQNo8fNgeHRpW7Zma0UcpHFxoubx8qN8fXu65Hh0OymN4IYAXA2WwnXbgAYoUnLoLgyqVyTt57BcLeLRwxCe0auUhGNrEmB/euev1UoRJ20KTDd/mK6Pxd3F4upSVlosP1Ckj3BWuveV9aLtejpCyBlM9NgsRFFMQTfL7yaU4l1wX21QY+jEfUKuRIwcSnPPUcN4okeK+SrppROqa5uEZuqdPT+82OHdeQjQqVwIPrd88k9VBqXSf6GhoyNEHEE1TxWZIJE9pzPqseD1HWz/1JlJSwcP11irKq3ldfP/FIY9ucaYIk7kNzlEk+kQ9JDvlwQ9u9NfPFffdSrlQABkBaZjxkTTPbjXnqyXnSRDBekRlvaG3ULWPO2tluv70JzxgpAnopy7U2DK7nO5v3407kwa1Ihe2MIqEOuPB1CGu6rElqQM4nfBJNWVMkNZUFDyD9zEEGA6QrhdcDBIAAzj30n3u1F0JJ2XMaoVyniPbqkGuUnCUhnJ37ESsTtGPP7jvsRHE3fafLlpXxynmRgr553258rz1dxMAqkZM4Nlwu9+UYK684K0rCZ7ujpFDt6Pr7jnTZ15RhVABnjCOAMwBYfPYlqOrZ5hPRXmiveLHIfWXffP4dthVZcjcmryegJoO2JOHK5SLpl7hKvo/zkWQqzFvtocE6XJq+zNyHuEe0259vY9/nK963zBccCaK6kYKXG3vicZR0iM8eNjWfK8Rnv1tmLyuKXUg45zO0YN/mbggvJw8V4rdXzM6rXkleScePH3bt6bHfMinHYUDhd6qYZPEFmHP8kj5qXVqlEm2RLcbXnLqgt3X2LhuD/bb3RkyjAHrjxo1P3vbKN+xvPfv/Xh/THNQEs561sRCGbIrGHrnZzcWjZIxEyXUqQ+6i1KCF9NTgrhluJLRmuGNhxopj2gf6886Gb+Caf3CTvt4N9KsCaS5Na4KP7AoPmGPPHiIvB/h0A3w1nVHmmYGHO5/oCRpX/jvRzGq+kCxA4ZwP9dYKEBXx7I2ozuZSXoLXYgQpW1HMNebiWR+aiMoXjOvJp1Dt512iS48x6GasyStfcG/Gct+hiWcVgHPOkWN0DhgqRVv2HHSij2LCSk1NNJeTZpXuZ5+spbJU//F3/nP/nQZnuVdac85nVxTjdtiGx/PQEN9XTICws2D8wLMJIr7QZZ4V/uKzLHqq5Xrl67JJyQOApnwKiF38vJ7bn+dm0+GC5t9PIg0b1XVMeP5ljLJfPx/uvFmMsvNJTmvSqBvuQJWEk+mbUGqKy2PZP6sGiHYLZQ+KnjSgK9F8uTbiGJOTW9gX+oykVVjPo0LRves7XvSVgT6KxIVcl2q70KD+YfeeW/7oE5/7o/dk+RzKBeW/pHhnprKSiTZdKJcUZmdQFcjLgJmM0vi5eP8zIPvXuvb7U6ZzzALzsksFGptU2ddx2Fxa7MBKvoZy116D1oZE8Gf2O9Ki97AWff+DnzFXn9jtw7nFDU2Hs0Nir5S873cQoTxEOxMwzQfUFC7P9gs0aJ2tDyLcOn6nMPacjysEg5y5/nGabHANQrPkvS7y7yEM1NUSwOaeFDlTCGkPx8PkJrmmY5c1U9AWxStDJttL+v86W0gWo1UQC8633nqbB1loxyICztCOhZaSeysGVGzDvx1WEy1Hxgpg8+u1ZmLPtWbsyCPmkUcepXas3+64nbi3A/kFw6VWDInXTUxcZKMMYIv9E2fXiyfCr6Xwb36bKE1rqnKaGLmfUs6L23PaV0XJ1yGsK1/krlVoeDzjHt77wGcib4tw8uCJAVAkLfu4vr71FVHdA38bEe+MkDO7fDusAFDuChIB9Jt+4Na7/vAT177nfgJoHe1yeQ2PQmkLfsVBQmYuQ9o03MX4DOo8bsYu1ZK0a+g6wnzXwCWLxELybmm0h6u6CpCs2N9geIBfN3hKPNDPmH12o93r5q/O85Y64EYMovwdtgvadb7QQL/VAr4H7NFqoe6y8KnrYT59wD/0ZQ9VntKQ/CFlkueWtYeG/AZtGnSHrjl5qWINlRIAjUo1iRachALAoRNKm+qt9mVVgPDwNho1MgiK14r4aj/wICf3wnfoG1lJhDJn23xxBh20A8FEW9sShzzL6kjSsjJIm8L1UpNL/NVBX10QbvoyqRy+7v7brnuEck7IS9kYikDbcTjr0ST8WGcR9vO2cvL8WODt+7Gv4l5HAu6a0nqqVKemEgH2xiR2gIjd4uIry3/fDwnXj2OOgRnv85qziMaMCKDr9bH77BLhxP3mAW8N094SlyPa+k5L8pIRlXeQl3Pof/PC9zwx4lblpU8CobxcapMyg6H+gcG7S+6B8OfGQwh+coOdgl95yw30UIvVH4ArgTllxiXxUMGrpOXUeS7AP+ez9BVoJHfd+N7nSCHLejEXR5lvsYgE/kA0paFzicj7WEOODX4AX4S1R+Dr9tGac1mGP/TBcHJf4eGLJqXhkJjL5yQm3aFefCxUJGJZZB+DyYq57mW30Wf0+e493+2jIaEBlxX8ldUFDKiyaoJAaxPDomjWQpXE+xrz9re8g/x3W7D1mGL6hKynrkbRE/Dj7/ov+4e5J/kPyqDoiwVfyhf8awb2PGinJd/1O0FCxr8YnNeXYrSzm3C3JX7CTFUgCY+T8LlbCMXOK6H9A0vKQBXPaiW5vE4TcJZXLVJ6UI+9QZOTq6+d+XiaJP+462Lkidtsx+gc5RJIBvr2aeQqpQZVGDCGaJCwBKW94oO4e1an3LD8RbRFCfJm8f2/vDp9fYSXk3xOcVEDMCOhEF6fPHCP06YQ3MH9AqCVXNbHTnGUpGjMAs4icNPSmjT2/eu9X/HgjHzIdQFqPRn5dHzhWOTRkm9/3nXQbzzMC4TlAMxwocu7CuY9L6QvN9Y5mlL3LfbNh7UL16wpIPkNIquPftpH5vJGJC49KCRyjSzbzQGzp7Hz47O7QrQa0quKoU/cB9F2AK6shAR4RbvWnjwS/p/POaKpkrIKPKjg/sHf/02frKufquvtD1257eSYzP2SxduVinus8vx+9KxpPiST3/4WCK1FY1sZs1TwCTcl793O5Met22yC9k1fp/4tohHxDIWkRiZo0V0H1qnzaySQFj/lvFtd0K4vRY6K/aqfJ1le+oFzXoar6XN4LQD0615zx59MN37rH5/OTvM8ksWzIHGdOuSxVLNOvd+uvhGZ6mhflaXQBZoDVhYyrRGuf21+W/J9NsnlKNjlMpx4DxUBOXQstOhz5///9r49So7qvPPOu3qe3TNC0kgymlkJ9ACkGQzmIWQ0xkDAwVhrwGC8xMRr54Fjx7Edv/YsJyTO2ZNzchKv4/yzSfZ415vExMRZ4yXBcgQSeqHXDEIPNJKYQRpN9wySpmf06JoRzGz97r3fra9uVfX0CAkw1E9n1N3V1dVV1VW/+uq7v+/3LTVFN5u3Pi/d4AAiWfJRBqgKkpMzFeDwkncAhA0LRt/QXOspo1IcUWG/E/0y6tYZRIcqK8j8OjvUNLJGBa5c0WwUF7zHpPxqQWqMs4H3QcY8unzm6WDErIhvuGiJO8FFr72RlOz2TRjR7nbKOyYVOVhGzQwio2d9wGLQFCD/auq27pMweZgr4o3rJQmSrq8L3xXwKlG7mhKPqz90j8yVlp8aEacEK2zh269f2koOBYf9H0bEaRP1rv+9xYpZ3griUpxFXgc+7FqvTd7KTqG6MnfLz7Ggy59gAbJ/MjmBqwknM6XYCO7f6DQCkXNcThnghDwdOSOtVjk5uUGUl4cJelnH/H+9ctGyk3192RZoL1UHA9mjttg6WvBHOuWDlnTxUeAgWQTPssDVyAk9KQpenMKtFS8YNcGLBzSQsAgAKa+6aY0k6c1bc9IYShXg+F4CHKTtBjAoRtpuSnMAIGeYuJi0kok04gdElYmVP3hC22unOVxrwFYWGumX4bZiShKHZTRmwu54fNncIpW00JgGgiZyslUt0FmriDNaZ622SykHlre3yR52GKdQ2xAsmopCtK1oEKhEo2IUpCOwjmQWBdKl6JgGTglxrcsovx7VxAGw8/rUzALFWuIoWsbmda7cuuLQ08B5F3V+CN8jRAiL2BxWl2CjODGbYxCndCram4S+u9hy3gpo8FA9P8eCxuBBgLTi9p5DajDQks0pSmB+GqmpAFGHyTkaIOH53sX9Ve94xDkQzLDGj9WVEjXjLpLSHJWVlS/Ix6gZF19x5b9s3LTlcwXNCkr2oq/Y+nafV2BFrdQE+6GqOVlzyJb21Jre72Ls/9is23PcGcn2kOvqH5P53l5w9ByxfCoQQaoDRIroF6kORM+7enYJ6sfHAY0lVCkA+V7Y1ZIAIrkde/rE/v37gwOjTpEoyVV5cVXGnprmYkQnvv+7YJ/L0lhdDUfkquRyboiY/c4vSlZH0TMnaYLtEw3Q3YXdFccGaVyXL2iVjXsXtd0kCdrf5iJbSbeb4/ZtvQ8EHLhAgoy37xzzTmw1EAiTKKHL24lkiahtHTgfLOXbTvNxdz9OznxeImkhtoiBo1h3pNDCvyFkgjSAHvTmCGQQfT+cyD0TGkIUxeYGjP+J/D8lMt6tTHruIilPA3A8QxIGSSh17kb1Hu9xGDcGMBObVe6zjQsE7D/SuvEsjYbiN8fviXXhXU4KpkxT56BJ3VGIuoJPJ9tMye2DZrtNtMpjMsgvxaPXUkhaYzc9iSTox377C99/YfOmzymDEfWlUzzCxZ/u64UHPkpOP1S1tUyZ79SJdBrUcoRtwkRIGdKWCgS1YLY0P03CB89UuX3QXKLEMUT9+YhBJevDsnTFdWWFmCislySLSPru2+bJqJr7hxBwIJ/VJI3omYiZ5557jx0Su3fvFka/KfNn5UrDGxE9B8vYM/Iiaq9uME8ZLnAA4IeQrjktSYUi4Bp20lK0TOQM4Hk1q26NIi6er6WONIBtJcurLG0U3sT4R1a4B7dOS8wS+mCiwgVbAURZgrlz03Lfg5QXtg8aZ77+o/PsJUbKDO0B1KjPEEnbnyPQc8g2cYE8PXxCnIvIWNFdPkjZN4xyAyTNZp0GEanEGPgVgilZ3bfy6mWm7Rn/DUmVBH+Ssw0F478s10e6yzF/Eg3j5SNKk+oFP0frV/BL/QUGCFXKyq6XkETMDfSlxagQ3I0u7D4XD1x8stm8CYYMv8gsgZ1LiQZPhUQRdl3dbGPnGUnQ6cvSL10+f0V/b+/eNiU0n9RmKfE7FBVBqoW7I137iND9EwsrraZNsBFPGuuaYlpPkHshFHVzr4lgmiRQCeg45laPt2vH+k2yC8lMI2sZf8IcSue/JEmjv94R9eOCpPGHRgSoJjPqCF18gzJgAh3oOLiRzwaBb+t5QUsLaXN9yZwBKTegy1adMkWTNluP2qaozir8xMRvCdMaMXeBVKGQj0bvnlMy/wzYhlCGnFjkGCfJAxBFkgETQMZDDS2DoZMckCcutOtYUycjozXYTRbfJuHvAFSXjYzKHpP4w3GEZrWk3MC+wwAhV9aAqCna5baoUdvFJYVkkMVTO4S4gVbevR3Ad8kLdeoAKpaFnWOWz7R1QipDDWILlgcNvypH75rwm9EngG9KJeT+u+G6m+UdIqWD6JGTtMz91uakkZT83OzZMm2HC49K7S2QDnI4X0xnFVlRqRvrzaBNjtL9j3h/Qg38aSUDDPhjPyPKfB4plMXQZ+nrIKt59b4sI1WZrJyMV3/EwdZG24gkaOD+T679Ey/S+5sdO3crK0VMNGmNguAmREKoyPLNiKMDBvmTrmPlq/zlANQfLAq+YirCl1prpbkTl39r5c+GA/xNTUx0go9HaGOBOAIwc1t3C7jNwXYglQHHPuTB3hSqLRcv1wY4MVNaAZHTnr5+md/zq62YxM4uoR9XkXO1PC4cuW1xqQ17DDHKrwEHG8yKoEbJHvMtVTmJAFz3HAdScRDILIr3mKTttxsyUCm6KVzw/st5+9Zvl6R+v/Bv4/oqBLOd6iKN32bZsmXSp4FHXyilJSkTCIfSEVwWN11bM96Mgb8fle4BkDaiOxObpKPh56JNdaXHm462xxx3g+efKPo7R539EdPkIhU5L7/qWunZzTXdRM4AtwZWv6lvJEUASc/R+7Sl9QoxxzsfhnInlJ2E0JWgBet4LwHVSpoi15Q+hnOLNy82SPmyOjkv6x1o2lexedV+iI+okSdG9WkqkxYF+fPQ71BaxBc3kMjTH7PZGEYsQd9+9wf/9oabvndmx7ber/T171vm3b43wkAbFX7ylkWeGK7JQXOrwECXbYrYWK6BSBum29QBA/OE7QZ9sEbP8qolfyTmL2vGJXVem1snBuV+weh6RqiJ7gSN8nXkpeEfgsEnRMyIOppPdoY6wXAz8oGjA7Ki0i+jpdRGKra/It+WlPbALvf2R1UMSYe8RuyT19uHIDK4e0HJgHZXIBlomhFRRxEySfFsG1GASJkG1niemTdm4PsFF7eC65oo10QhKUrLULcSdaGn8Q0TRVqbjmNk+fJWmYaSFZnyOFHLlBfgWr9bO0gZ2wm1CY+eOezURFSkzAdKCTTQShizSJnmxUV9Z/dzoe8NKJeobZc0p6jxyH7cmo8aZ/jjJXIyqaVK8MGmc+mGG1ZLvTb9dmScRb1EKc2RblnKNON+lSy9T46IdCz0dNd7JH5GyuF69x9SHd4laUZ0vi4CqWoR0Ib7HaBobCO4QZTO4B/2ZXYqsGOkHEnMwahYEmxKNXTG+uZHaJ2Ce9Ea6i0JiqSDn4olaKAxU/fj2+7q/PHhww01j3zugUXumYlHvYOzs/ulfcvXb9jYCrN1mYulVdHkxYlW6nj1FpBk7c1RV1ksOmpDUE+PFyDuN11honXVzgnXrCBxI4c9oUka83pxs5wmo3R9e0aEjaLaTOCHt3q26ZSFeWntVdf8x3Le1uATRe4H9u8WTr8y1QcBK69rdQvIBwaPHu8TB/oOyNtVfjFTA5zFVRu0OkgHUQoubefDLATuClyz0WrdUypvB4UJvEbIwxnES9Eg9VXkA2VRvRS5vSqRNM8x8zsIDlzYCtQ8lp0McoDYNJON2DCkgZzygHrBKVMXXxyXqBT0DQ0njZ6Yjw8AVHwTlTO2qyEJXLVBGmpaFidlOtQmWAs0m/BBYvA4jmgq7y+H9WukuwFcqBBIZ2SeOK3K+rPKHY6CHkd7YqtffLqcc0G0ty+XLpMAbyzhN3pW4I2AMd8c3Rxa7gNGzny/It+OPqUIXOCZQR3eI8uyp0FKJhlc4ZuTkPUrL02kPHPE581goRszRzx40DMVM4h/odoEO8IuStCExYsXg/X2VzdXf72xuV5U1BVq7vj162rKJ7/ZkRsYaz8+ONSxbfe6/3y4t7f+pb27TUGHGuDwox2ZcaIuzYhwXWV4ZA4bpjkWDrV8VyenSbHoE41Qbh10trObI6JadrF8NmdgYd8a2sStDna72aghbLjNTU2KES8ileXrJhLe4d8l8CIfJqdTt/YwQnKn/XF5WTQfaI3Lq6s7D03SZW7Af5g06/DsRmTZ3QOvkasNGUc52FG+NkpSBtUD8tkqshoMtC+jCJq/BkZ0Pp3ufAK5d7mB/nPZuqig1RpRJ1YN79jumttn++6MUhxYX+TcCXZEPGEZPMXdURCZ8xgM+3siIpURqrj0UNVQJ1ztiBencuAkLZfPGudSI2T08MvlfKbn6aE40J0LBpvRqIDK2yE7hLKFfkPK24OUKR9N/iR4pEiaF+3wzjvAZZfdLo8PzH//vY+Inz/7pPTbCBSflIKUMDUsjndHge/uOTCsUhpCBJQc4Y+yFIe8E6fpMxswlG2/CqrYKOhZEnW1KW0AUXLC1BR5AZRG0DY0YeNvY3pW/calHfN+eOsd1/z07Jg7S5SVdeaO5dMDx4fvWPeLZ6+ErWh/X9bbGFd2XZhiEhwaJPBJu8ZYaVIagmRTRNrqUbfaQnzsEsmpZfjkrG5uKKqk22L1fnHSjvLs5dI/tSq+KoJrTLnPiHov8OHwiafVGspfpMgBysJjk+LReMtSQg+IvOCj++wvnzSyMNIAU46Wkwppm+1+g4CtqyZli+rqrO4sqIUU4BMKJSLU/5KQTMSvB2n170fzqzM1uC3yokj2AdZ9M3YjL2+PauYblUOOAu0P7KdVd3UGVoMrX+JInYPutiQK5RFBnZ+qcJicV6Vz2mVAACXDyCkVQStKJmKehvi0NeiNN19vSBiRLqUMVKu6V0z6gn5ftEdTBDws87/kn227Itrl/bBGwLTb71ASRpB0QZ/3SB2Ulo5RimEEK5D/YV0xnpNKRRMsNYiVz3VqI1Xwb9pUAFkWQdLBH2JCB+2qS4vQd/Fu4MLpf46nR6a7RdDzlTk4rkxi8IIIOgqVlZUbm5rlj/vPTV4kcfkVzfNX3bly1cToF9ODR8c6BwZz6ROvn/jo+g0bZ1FqhDfhpOiyUPBHqeVqp/RdDPVrU7PqUX5H6z+dyGX5JbIiQGjRCJK2uTMOJcbCg5A+ikcqgYWbqlJNPtTwFrDTGzG5iwstxIlK0WCVIKusvXm1JBycQGhxha7eBE4qVHiSP6lOVICKPcjRjVdTAiQ1BFHDtRCvz58+K1RBVA0NIrA1ZbkLQN+u+9JMGqBmn4jZ/TwXCbN2ykETiilRAO5BAsLlFZfYV4i0ayy/axs8LQLwi4JKu9DK8wMksHWRy8W5JAlDeymHmzjTMuKOzYIcFEQqDtps/P6IgtMt5Icdts3F+9T6DMBrXsofVyVqSxBJC/6LDU/L9XDdtIDQ2S26vj6kIZg+RjAulsLIHcq7NSGbzt1WZJyiVjbMo2N6qMuC7W0i1WeB89PmjAKbHkfUanpDffDqdtEI2oZHbMe9hyedTL1o9P6WrpwnTp482XDnPTddUzH1zTXZY2PtA4ND3pV/38c2b3u+FamRnHer41B0TFG2JNpgpC1JU+5Xx8xLeUhlS5hWSRF7WdMkuig9QtG2bDRrVRjhq3EbCS1keFCjxFu0FK27im5sUyDK5RvlS42/nVLBIRxTmFJq9GwUHby5pLVSWDbaAG2uVVWSOJEoZQHEddZEcdcAACAASURBVFjBiVmvraDpljfKUhVRou/Xq16/clSpWXgHH9sRMZiBZkoOmQ4J6t4dlhIJkJROOuKzuCgAtvdIVF7dhiLqpsDz7h7fetWGrfbg0SQ9jyvYoe018XCZuqtQ21UINGa44YbrxLGDe60CuukPDqrYhEyN3PZArvg9VZd3BbynCoyUqsPOL8dVhRaTLBJZIzcN0n9h0ya1JGdAp0mjza4AIwAQaAPXKo83OW/G0UXa8ZG0Ov/KDDmrBZb5A5Ul5MMlL+kajSlrYM/3AaH+hqVE0eqLeRNn4JIRdBRaWlpwb7kFf8hlL/FI+/TEVVfe9+C9N+YGxtYMDAxnTpx4fY13YKRRAnvUO3kdN5poA6kRoUlbFnXoXCsjOd5yRy1H/m+WReBRdjUr4fMDWCvKlrdI3jSS+4nJwGM0YpQZ5oUIugAy+Uqwv+IF5jUiyZnycTXyVnn27AVSz02pC9ySrvvFszJa5icoSrZx0iIfCac2IhrupYxOIyezhwyPwlObniOSpUEtRbb+rYPqZhPYLTq5wXL4GEC2B3WZk2IUQGiutx+jLiA8Ko6SwtFgK72HPxAwDRLGSezIQIpHzPxi56eE4u7A/OpIek3bWaPNgnCu5EONCUoLGK5ddpVUHS26vMOsJ/zOAfK4Bng3IB4h86IkuphTCzfAJmc+2Izn+KPPU74bqYRzbpFRU0BLkhq8qwnu1KQELjJSjn9NUOdyuERcfialib3AKmNEUCbM72RNDUckH9upjyDsJs5vK0FHoaG6ulc0V/emmxv+19IV88Xo6Gj6rrtvaBflj3Xkjp3uGhjMieHXT/zacxs2Xrbv4FbZXYWTl1SN6NRIKMrW8/Aw0x/xjyftuAvdhPX+BNEGbyfPHlORnrhRJ02QZXjjUMp12+R8UcrYLaj1TMlUB4oNqIMMTh7cioKkccuLnCRpTmnAiEuwiPzUYJE/SIjoGfNv73lavu7t3Wu+OWXprPhtpMM3VKt01O8Wkfah9E1EswgAi0JzUtsrhQ8AUjqDHlHWrm6Ig93c7eiYpIdR/RgBMpDiETP2HfYX8uIkgUyZalLVT7Lj2utFz5YdagzG2x9kGCWLwlL6PizvMgmlE5HmCIMudmg9x/XgPMVBkTJvRkHTiMyJcOM6DNn7l/YVB6SOmAapJ+R458+v8y7elE4sfqEJ5O8vECZyLigfaa6XNj4eGnJ9CuNmfIwoZjo1SjiiJhBhq7EZMusH3nGCttHU1ITLJu6Bu5uaG/4nouyBgYHUx3591S2Dx/Jrjw8Or/EOoEWbtz5fjWauQyMj6kqLKNsibECNB1g5PYu0yyQR+jfSAe0wPurYA5DCfw2HO8eapkG3j9ODH4DBdaAyelMQxPLOdjB8UQg7pdZ7w6b14tZbhOg/qqInnIggazQsAElTpxG7VDuo+14qCfv8eSVrgwwKf4icEfH5LbgK4ZiCfqPAxdU1+4C6tIuIzzjjpFSJJml0lwEhlmqt6livo8CXE1fMQ8oIu6UW9hU1MSXQiYxtxUnbvqxdSjOxXcG+ksF1JLhFtl8uX1cM4gKAghKsE4/yqT8mRcH1ppuZL6Mkn5IoxLn/cUTdbeBuBMseOtlulDhxwDFA5wB+z2JuctOhoKNnn2R9Qqb8NAib0oxRN6LTSQV93yKboP2o2vbyedcRdBQWLFiAtV/X2Fy3bunK+d5OWnb5Zz7/4PyJUbcDqpFnfr758xh1hqMcehhiJDtvNDhCaap5K3ch/PJ8RwSKT0LpEEf20VbPI3LZruPfik9EnAxuIaohHpP5hc4hK2ow7/sSq4BLnVxaPGHTLlDNYbzor0apX1CV5k5Ffb868HFygKShtHhTfFCgcwwAcyiQNPZ1VdVYwI3PdvKjkmCS1qGyEgOEaDVEqQ2SwFHJboh09QYEvUdiUjw8v+7tKwf5WlaZQ99VwEXdI0REirwYxx8IDIPadjVm6gJGUWRTikeuhwbsvLPfkcXvFE77Ch4WQah9gsgYv4MsW3fV3RgGpSbdCEVQADqKrhHRHK1z/rBdpW4yfP1Vp3ml5kDqw/bvJpC6hy5QtndJnDSRgP1pe71gXUBUOK5zsZ9UmNKdUdQFLiKSLnHcXqY+qD6K1FwFiopZ9CzUeW7fnJCfefEoOmodC4HndnOPXwmCtuGdnEe9h6NOS/1WvP7kQ13/vazsI5kzY+Md5WKqbXBgbO2mzes/sH3nK5UghaHsgCyYcbU+O0C0BbaLUjUhGQAfsIrKZaeMYmQ8UimCKbY2O5DLNgO83JKVga0PT334+yLaDhTQHbuEfYlw+FEbp3pIqQ7i6MSOUvDX2saktSpOHpA0TmDqeM2bDlDZL4gH+UQ64PAa5JwbO2Gc6YLkHANNzvkR37Wv1Py7KmQIbZnAToe/B9IyxciDUhp8EWO6lReBBhptgLA5SJaIqjxoi3kOHEVNgkk1la2nuh1Ot3JzrnHJAJOBbVLHA8/Q0RPZz3MqJdrb28Wot/9k5Z7/LfK4vHxRu5TH8YgXpEvVg2jvRe9hOkXNXIliD7QC9Jrv3yiy5scuvW/WJeXt/Xxxfs1oFRRcGSNR4rg9gWfaTO7ZRNNSgG/tfxHopmKqE0t2ywsOIOJiSWb9wK8kQduoqqqSZ0O6WXmoNjbXf7V9yf2LH/1C5YIyL8KeKCvreu3lbMcLm9anN297vgGVfIgQMRAB/SWVm6OarSCsyx+lFsapjNY1kj/wRIWjtbrMVd51fdIGppf4CTNv4GLBGmoGwUhbR9eEUsvY/VtgvsxguEEXiwMHDnh/feLIK+1i0dKbJFHjBKaTGAOKGAjEAMeR/hOyATBOmKYMxoSvkMsAgfe8skU2I6ClB6IHx7pNtyLnKbN+wdQUENheSonEDIYKTX4gPAxYDhy/05hEIYqzo2j/e31Q8QpVWfJqQhAzkTEvcwYod0v6YipzB8hiVb3QFrzeNMQUUA1B1ZBiJ3h50UMK4yKuPIZQnQtt7fXXLZORuDk2hTouydWPImEQLE/D4DcGKP1Bj3EpDFsRY6cxOEk36gsdH3iNTjPFH890rcYxN2M2tkB9DDlSBbWGpPLgg9QEqDj8Hod+NB4ZSceStwIullVTU5vo9XuCoKNQU1MD/Rb+nvd+w79YsmKeWLLiM+KzX3jwOrx/dmz8iZ0v9t65bde6cng5w8Rl9JR36yujLuYPoonWz2gLI84GUZ+lTITDSTJYUCOX5Bb3GuHgXWv8j6iKv+jbWpuw5Zez/wOTol6YKW7MFFi/7t6/W/Rl+8S+g+1SlkVdZEDYJ04uDRjpEBAR7N6yS6zf+gt/sfJuYdL3HaF14Vyoy7uJuKiDCg+eucwshJgmk6qQSJW347YYqgObSHzf6wrTADcKRDSU4uCkxYs1OOFRbpcgteDexSzoZqZuhWmQuaAlnU5GRdNhcg5fRAp6W8/mXdGXPyDyXlDiWhctfufC5XA0mEm9F/n7fBvtqJkjipwJC71zkdY2LpjAGMfObnVhLqaKqnXSMkePu+QZ+C1JFFiigrTSvP5CPdFkWiDPjqiUJS3D11WbnDbLX5v5IsnbD1i8i/GulhZ1AL1nCToOlZWVO/HY1Fx59+rbrlp+6+3XNJaXl7d5k9pOj57reubpLZ3PbdjYfKR/awW8kmHQXXBYlO0RVdDIXARSI465JXYDhkdc7iffpQtAySYEVjqGITpF4LL/+SRHF/mE+Svs1WBF08iJeh/av++A6Nu3W7zY2ioHmRoaWqTqg/uNIDLsfmWHyHpEaLZa3hWQVwrzayavDSrWsQYHhQg2iefvcJK2VRakG46LrGBWBRe/gePqth2EYvteU66ZEOfHgajZH2BT74OUQc64cCFVANBFjKorQc44zib5OrKB5RQ0iSnX3E0QcJutHBBrBenp/Quqo418CuKmm69VhSwuI7oCq50XPukSodJgJgYG7UYFUXrmKFMt2zQK4L8TGUdxrxMO3mm+GLBdSBHNxGyJECm5SxGhBt8vFNFHh1IcaqqpSkzJyFyYRgH2YqzqxSktR5Z43xE0R3V19X79dBv+a8rU/7eHHrlDrH3gw5d7730Y6ZGDe7IdPS/t7Vi/YWNm38GtZYiyx9N5aeoE2KmRQIpEG0TxZp28cW5FqAJSPitJKM8RRfLxeV3XylfOfOibfAfyXmRndMwiWOhTbUXwvu+IYOSs3wUfxaUkxPRNf3kUFkp3xBU6eN9/KqsuJIgY41QYducUukVHxAwSozQPECUvo07vkKzZJfCyEwkV1cSqFai/onqlyrwzQt7TyZJw+3OOufhi89EEYr7svxicD7+R7ZBJ200DhKUoMfjn7GnkT0LfTb8N6ccltCNiVMSdqs3o1E5cbYHagPAA64WhEBr6Y+sion2k/WNdyr2CFwkzvlSmI3DVPEASf8GPrHl0XVc3ewNf/vuaoOOgByF/hD9UQOJv7adubauoqFh47rS7Nnts7Ms/+dmPZJur/uwx4Y7kPX5Ji4IZlHKNZ3agDlFqVikUVPP6A49qsqyCNKRNg5ny/xltg0/aqWkii+nydkVygClfs6tW0pHRX7UI588pVWRfOALjfTxMFsKYDKrJwbLuosb9GmQREBtFe4s82H9ING593gx+2eb7nHy4vSpXNVDEjIiTuseAlPMnRci/AiDds9wv59RdGq+cJSIKFtvoYwLG/WYX4hij39ePns3mab/lU9LSNhUgOFmNquelKJkIknLnuODYWudSQcuqsfa7XfxDRTykIeeALanyjhZmgDQIV7biK5wjuebM9dDco4O6rxjPDv6eCJvqB1NNqbBGQ1ubqjNRl5QbybMiaRNlywg7vP4JQZeImpqafu+hP93SuPHJJ5/86pe+/DvpyTfK1u7YemhN32v7Vh7pHbgaagblmT0gRvOuIM9sglKNUJJLVR/6kZOSRU0x2bQhb9z612RYWkQurcQ1LwTz2PJhJu2G+FFZjKz9ISxlm8qey9vq8uJqDT64Z915YlI6E8zzc3KOHCwUrCCpiJYWygb8ZhRFx1UD2gCpINIk4lVObmpAzfYl5sb2AClaZPTsEcIkXz9GRHbzWy6b8zXh+D/o20GpKnlxSvH3g7D3F6Ub7C7kFwp7wNU2j+KEbytBcNGzbWHjEXNclTm+OoY/D3wymBsO6p/LwiTN79a8CIKnN0xzAG3EJGzjJv1+iMQL8UFYQtAzxOTkJO5NcKQhbvqbj97d+Td/9Ec/K3/k8/dXLly4MPPmhFgzeGy0yzvIOl/cte5DNAAJbXbI0KlQYDGPjran2K2cdl0nWjI+I2TBKh9cnRXxVSPxKIQe/O+PirQds/xSwQdVQcgpp1yGwradpCIeV4XJ2vdZNkZhRA3dr6u3m/YdT3cQwUSRNU1XaffoRgsEVDRu3jo70rCfomlerk05Z0SabZcrj2OqxMN0qq4EUYOMee9JW+fqFtCEOG4He/ukxr8rk+RsXSTxLKUlMPblM2p7uQoBJI/1I6LkuWCKmvndRFRvRZD6a3sGQ/vKzucTbHLmXdPtCF3ut+IiDn2OIAGNR4sQp1w9JuRGknMpMOkIj0hxNHKJHch5Uq4gO3GowIIi5Iz3OOIRM6k3tB2qUnKUkS7PfHy2dfwlBH0R8Pjjj+OoR5u0IVEnfoxGB0tXzBNXdcyt/f1ZX2kf2P/6JwYGh9b29e278vChgQbIu/pfHZCdaQyJuLZiRIjAkLLxmGAkR+XOJFFj1ZTq49NH2T6dRbUUm2Qt7uVKTrs8227VSnj7kyk6pO1hMjsTUBZUSQiPvPmgYFSaIzRQqL89qtECAXpvmHWBED513ydNNGcPjtEtP+VoqcQd4D4VRM68qpJIGndZyHuTs5/aWD+V5W8rpXtY2bZu7cV/V8euVHX5Voeh8rn+iBetF5Evol5+kSqmE1fSuLMB/5LqzLyS7VoBImdezMMbPeDiUzBKonAeutxVJ141KzThKNakoGTEWJjK7xe6dRfPLZObHh5l9kU758mN0MtKkdueI99LSQFAkuJ4W9Ha2oo2mvuWrJyHv+8ODc2rq6qqqiifrO4cGhz73sDxnNi265dzD/f2zpEVkOdGwsU0rGxdvWYnsRvhhFfjsIg7mMuWn59J6wp+sZCYLp8dB0O9ganUnsmQ83h4PYsVphAJc0Km5/So8tCuIeko4KTP5XICXi8//omqlgRsjwlelAKSRtSMpgTcoB7gKQ6ubKHXLa3etOwhMXzupDU4SNGUPy5hyyb5LpQl79owynXtuHp60D4GOfpKjKaijn42+dppDOScJ9hr25vEvhOxQQqSUPuqmSAmnXGxYaLpFEuVGFmeIuWUkd1Z8rqCvqAUyow8L+rUSgj6bcScOXPoHnJDelZ9h9RmXzM75R2sre7Z8525gdE13T37unq6d19FUbbreqSt81xRg4aBQUgqV7fsOm2NdtyypkepjQ5sUCLFJmo93Q3HOdx7xIZNxraKI6j6YKmNaW6X+149IB9BprBbpRLmKDc6giKSAZnWwDyRjUuFImYsl4gaFZW4gwpUtVrRsN8QIrg9QT9sm8zd2DsFH+pHxHKwPnb5dlTFX1zJNv0Gdn7Znp+Tc5xtLU2fJX2oVRk8DuGC9ZvRvoLEEGkHWWadYhV/UeR8CUibSu6VXj944zidv3SKDR4qKZ4gs/7AfAlBv8PQPiOv1tTUvNrUXP/UkhXzxT2fXDW7zHE6ju0d6hoYHOqCOdT2na/MOtK/VRZYYABySvhtwIwum+uzWXcaLRdRX0gdagLqEcec3Hw5pcFudKCO0mivbMf4NQdJJyrCnl7+F6fi4NONTeeUw6LR+BMVJA1lBQHqDp7eIFAaA0AqA5H0kaN+aoPnmul577HTsjgG2mfINQvaTtPcLVje1mYb2FrTvORkF5jPYXPLW4e4TVUpDpAfBkgpTUOQ0jhrsJT7YJt5rItjlknm4sgZoLQGyRQJ1P8QFznssyHbJ5vd0d2w4kNSe9975IA8J+QQdTESvgQRtYmgZR4uutUW2ZimmN+0yVxq6R79jg2+I5VBQtDvQtTV1SGU+MWSlfPwJ06evLzhkc898AH39PmO7MBoV3fP3o4jx3qu2tWzKyV9RtD0FVrssmBkrIYdeUliSqez/ZOXom1u3zmdb3Zx0MWCT7NSI5aczkeYlI3+d3q+joXvLV3aSZqTXiEFKYX7YMeguFHcHvI7RiEFGqWqiLk+QNYEbnLPZXbY/0FfjGK6dT+POloYMc2ReeqHLHR5tkS6IcbloY2kS7kKdiy7OZCKQJoiqtCEjI1oraJK4+3qQn7nwdMaIGLSkBNhk2QRKaNTY6/IaeXmmFDri32XybSKPS/uFIcyadGk5D2x++5Swo+gI0CDhEwZElVByH92adY/Jbby9xOC/hWArizaX91Svb+xpe7vQdpnz66aXV1dPbdwZvzRHdsOdXgH/o3rN2x0dnY/J2+dA0oPQVF2lEkTy2c7/vwqylaqESBKgVI6CpoQaCDU9hjhKZhoVdw0lsDTn6PTqQE4vHXr68tJMkDEC+e+JVeuEWs//hEzSGhHnQA1TaXnIGfVaVqYx+HhkyKX6zOf4U5+xYCLcLlWs2RSmcDsvPhpuv3kb6NqCYdCEFxUSHlhd4bhBMzNo0jxEaXU4IOrtgkTBw22cnN/KomnVFDBHzH2t9f78+4/xLL2ZcIdsY7DOGndRUhxnLdliSjK0k2eo6sS2TRdmJKKek+jcRZkhVM8hZ8Q9K8qdJQ9XJWp+sptd3WKc+fOtd716zfflRv4nbYpUdZ+fGCobdvudbfABwMdu03DXSECec/AACQbmIvqBk0txVSqIpwy8BcVLmYNSfwKNF193r9OODwbY0iHE3CQhNyIaY71vlO0UjEKWJ9s/pRHYHvF6fZWOe3Pv6d8sGG/ecYjks1bnzcFJ9IPQt+SY1rTyQblUseAdmIYjCQE8846BSR0xMx2Pf0u1OqslOLPaYm6oJozYNkgQ7JepcgZ0fKYVYJN+eYJXglooVgxC4+gQciHe3ebbi08L430EeXsbVAf0tZ0q8hK4y1HKjnMBZ+TMJ6XOeHpM4StheZABD2jvqBFFCEAN+sHEoJ+j6C2tjYrasXf6ca9AjK/629YdH3Vt+s7j76caxsYzLW9PnxidU/P7gVoJ3ao97AwlF0WlOZx72zqAhFo3iuYbE2qRng+W+gmA+qEgM2rU2QQ0tVCI5+wXT9XJzW71HuOq1Poe4QVNsaHybGDZizVY88jBzy9CAn2qChpT3ukcGJ0gbFRhQ/26LluWXSSPaMIhsqOR6dOiKbWWfI9NJYAmeTzfgsnf6ArKGM0Kjm2bqY4Qhv0u6IIR7NdYNIcof1Et9vq931p7wFjfEUghzmukCnFJRGwVRrcBQ+gtAbpxXmuGekN3omnIPx9RmkgmXPWz9Nz02qjy6w9oiNmBw0OyvzXRQmbz0PvY/zRVQf9mxfO8azc2wL7vWyzfiAh6PcwGlsad3gPO5ASwd/ExMQVd99z8/2DA490eIdLpxftpL3IaRYiQZykuVxWpDIO4zjXkGSgQw29S6xtyqnVZ3g+O2MRgymUoNZVMeuuvm7cJ25pn8nnCN7j+8d5cP2DjxEEbpQSMStC74+4IjfSJ9MTKedlMbdVmUSh3RJuTRuFqnqrrT9tfK9HvIgZpGz7bESRc0AuyZreYl6K0kwJeMyqhlads30EuZBbHrYJF51nnt4s7r5nlV4FtU8pirbJmoNHzUTKUc1xeZNccvVDLh/posVXLjAWrZQ+wp2I1BGnJuUNkO/TTK3kauV2BTqpELlqgnXpclZKBE3z8HmLfMw0ly7lBylMRUfPbPl2EROQEPT7CNXV1Yeqm6v/tFFH2ZD5nT1/9TX3PXBv29DxsbaBgeGu4ROvi1eP9qzevWXXLPhUYDAL9S/ulM+Opmox5Oo3aZWvKwRkfvrRtRQL4ZS27yXC5/Fz1671wORm/NtCnBylGCkB7OJwyj0lTu3PxnaBCfS3ZIjzIwl81hTUqBUnEqgxqaXiqyk/Zba5aKztr5e3X6EBB0EQQSPHjGQob5BLzn5Rpdo2KGXBBwAJiJpJO06yRCJpAPn7oZM5aSaljoNw2zjSf4/rTUzx6NiG/R7PS9vz2SiSu6YBwpIumNOkNgA1hhFEQtDvc9RVVb0sWqpeTrc0eIQ9//uYNnZq1e1Tj4mrs0dHxfHBXKcX+aR7urvvQWrkyNG9AnedTqbWUnmIUGGLsoHg+WxhKiF90mbEGoh8ldGPbTZlvksIa6AxJhfN8tdBuvKfxREqgaJ+imCD1ZLutPleXoZf1I+kCEr9nBk5IMld6OIUXFlZWehdWCEvvGrJTYEomiMq52xXW9qDgMpESqUzSEJHKg3bOxzkdMKS1SmnRCV9UJ4X0ftAbmoUOcelNeJIN47g9fwpdpdFTZsnSIcdgWK56yjgbqK6KRXYCwlBJwgBvR+9h3VNmTrp5Afcdc+qz+eOPpIe8Ah7+PUTHV6UfcXh3t5K6FBzWdyHuiHnuIA5lNADYlM6SmCsFpT6yWfqQXt06A/oZeqXHqmodEsw6uApFCZQ8ZcZcS4F9MPCvlCEv6MUFJisUS4jQLBsMJC+iZ38/Hm1YHI5Z/qY2Epf0xJLWt993etlFI1ccbjLTFNA5wzEkTNFy9yKFVDRtO/+B3KmqJH8n/EepiO9oXL2/gBpFKI63oTUG3x61PPIBYc/zxuhyPZr8pkT2ax2puRMqHzzzQ2i3D/eEoJOUBKaMvX/w/uTuWygUFi94Lw7uXrwWL7j+MBw1+snXu84crSn6oVNm6QRPjqth6oWUbYeYepkytdd1ydp6tBt5rLPAiuvq6sYjXdwhDWlWhc+LTpl4E+LJ+0oUFWmNIli3x8m+GIOEcEL0rhLygXHWqPpET9kGoSKomtEX65fzD3YLUmT+zNzkgaiNM48pUHl2sgz884y9D5IGgODNEjI0x1U6AN9P417KDfDGd55TEfAM1kG5bNL1jDGyO5KQFVV1R7+OiHoBBcEj4AGPA76h8ZM3T8sXTFfTnvjjY/c8q3yr3WcGS38pner3NHTvbsMaREQNvSspteMTGoH+zb6g5C6XNwaXLR9s23yVEK+c4YMi7VJ8hFOTziUt7bAvzeOrKmRwcXCqBwhc4Qfq6mvdKNXMQS/yMcJmGhFQVnCCtkkGIOeL2xeL1av+oh5P3vM98qOKtmmqJgG/+yWX7xikPLOKN4hmR0NDFL+mRoLAzVxG6sv4nIbWZoaNq547bI4wH4tp5HCIwoRBG/3I8QRO0HpuIugs+b9KwkJQSe4aKisrESzy00eaf/VXffekL7/4ds6vNfp8vLyroMvZ9ds2rx+BRQj0hgK9qtSt6cGC1Ua2PUrIK2GA1HRS5i01bJSMQRaCmlHdQLnVqc1miWV9tVXNUSnsWd6wvrRM12wahxsP7uTKJGcA2thUjzTrI+W3r24c4uZxEmaoIyV5gQa5PJI2IZN1pTaIHLG+7O85yBpFAUhbUbbLzuWpGLc8Szm5gQsjxdGsiFyJkKfzqEXoBx0odzsQRq85d1ULkhzrZeturlM9dhvJwSd4JKgqakJCcTn9ct/Wd6xoGx0dLT50S881OkR9hrvlGnvfXlk5U9+9qOrZGeaVw/Jk8qvgGTSvFB9LGt2YPEOFTLoV4w43ch8dSn5ZX9dXKn2w3cYuZn3HKlyNM/GuR6UoTkRxF3s5GW5e4GTPyNlj3IT3aBCpRhJB76z1DyHBlIz2Wxeyi4JRNLcCEmlP66WkTbAyRmRMbrJUH4Z75HNhCLrBWZeHlkvvtKLrrceFvv7jphpk0xeGLmh1o6QkTLeGNcX74go2ZkKPo+Novn7hSlybDedxqv17xtKp3Gi1vvf+FLTcr0fs9J77408lu+ITA304rPzwkJC0AneFuhGB7gR/qX6S4l//OmflT/88MNV3/zWV7vKysrSp/OFNf/68823rt+wcenR43v8gmdvWQAAFBdJREFU1EiozFyYk4Vp/CIjbZ+wrWhL6Eh7hg0J1Hq4/IVQkbQPirTHdepFynCNItcf6YvNa6dYyzCtMzdql2nXTd9R0PJdv8SH0UP4O/nXy1J35UcC4NYbVquEHdt6zUAhzKTq61S6AxFwVFMCOw9Ng4eIvKnj+fadr8j34MtNaS9EqU5c9CzYNlJaaUrv2HEWOdvkbCv2MGtMKoSIXE6b8hekSt71+hX7RTzinZOZJYayh0RVQ4twtU3L3b92p/i9xx575fs/+MFSjNlcPnu2+MbXnji+ePnsb9iLSAg6wTsG3egAp8O/4XVTc90/VtaOVfzxn/6eM2vWrDXny8o6+1/OdW3asv4jgdSI5TMCKMEIi7QDLcWCA29mcJCIW7aSsiVpUQRmExu9dlkaQX2WE7aq6HPkBaHG8fkg5cSoECxFmcwdOyyK9oN3f57ANcOI7fTi6LW/vtOG1pDe9eXEhLvbTKIBQe6TTUTN89FkGHVqTOiKy3D7LK7oIHL+9+f+WZwa0dI67+JQXSx6JrB9IPczyz9H5aEjFxExPUDU+E9XAfppLg27YYIIR+X5wbxoWKLuGiBl/PZ3vv5nTz311Lf/8BtfWXrfxz+zde6Cpk2VNeKzlZWVIR/WhKATvKtw3333UUXE/6vw/paunPcnsz9wd+NnP/9gp0fY6fF8QezafuhH23atq1epEeWZbadGAlG2CEregFCkbf4j2tIEJhfLmZATm01wTNjmsouCHKDzqx2DJ3mQnGXUzSb5HXf4evM7iihEka99YYmbT0FpvYU4nu0TkztdKXu7+7Z7QjlpUnRgenubP3gYl5fmJeAYLEQFI7BpK5Ez4HvCFENU3p/Ilj8SWZcKexlqjdQXSXmdbsYrjfqddODCIFcJz8u9Gd5MSTXKhDff5fNXyGKgr375dwc2btz4HX2c70vPqWh9/VT2jcWLF0dmwxOCTvCuR3NzM87iDThYUy31ovOGhfOvX/XblXV1dV0T5eUd50fOdT3z880d6zdsrMNJAK/lU05e5f14lG1UI36kTSRg57OlNrvGCWmPFV9b6ZI4piSOn/I/q/7Lm1y2mVU/T3mPkxaZqsVQlxj2vf6m2VOnQQkRtIbMScM0assL2tlvQNx+x52hIhUMGBIoOhaMnLnNKIHI+ZfP/b3019DfKEiqOP1mRNx9xM06HkPWVlI/LvJG6y2+Tk7GEel0OjCNPquWnxLupJA9Ni9vbRcnRg/J1Mbiq+Z8cUnFvDfoM2ji4f3FrndC0Al+5aAJG3gqhb/mOnH3J27M3Pfpj1x5dsz9Su7YaEf3S/tqe7p3f+DQwW7RlzskmxyoYRrrlplF2qlCyqQWVA9AQf8pSisTopgHswR3cioW4ZouObScYFRu30rXepHaJLtUROW3RSDN4i8rGqUn3lPai2XPnr3SDArWqeg4g/wzwItUKELmlYPIMRMxkxwP0TVIq3f/IUbO2K5CvKyOwS4EKgZOyJE56Ih5Q/OZUm3vgpn2yNnJiFStEz+/hqvHUNA4+sYPfnRnRUXF/51+jX0kBJ3gPYHGxkac5S82Ndc/CEe/irpCzb33r26prq7uOLx3aO2xwaGu/v59zZu3Pp85erzPu/UckcU0SrZWpKNMyld6KNJ2/ZjWFQF3P+EvQvgRqsOCVZ9gQw6AIsgV1E+RgK+h6BqlxTwNYtS5JPcQ/oTpythLhTIoOif279stsoN9Ugp35aJl0gUP9qsASNhuZ8UHCEHO1Lhgx/Z14sD+3YFSfpI1lxI9K+K7eJrzUiA90r2oOZNSuufp0iYyEnfVuv7ebz1eWNW1/D/O9DsTgk7wnoTO6aEiYnDJynnPoAIyn29v+syj9zW55853DQ2c/sSx40OdL+5a5+zq2TWHd1l3TEkNYJN2igmtHU3MnAB14wMzORxJh7qfsGkm62ExNtbrnEvDfeEou5ZmtlIkZfobuPzPDVwsZhhJp2q8iNf1/vpE3/4+sTGzRbS1t4rL57fLeWCZiYFBSOx4/hkRM1IaUOf0epH4SGEktPxSqwXDzSK0DvkSAr9pa2trUWKuqqqTbbjQtT0/fkK+xn755lef2Lboqtm/X1lZeWym35sQdIL3DdLpNIS8o97J9sN0c8MP4eZ3xfJm5w+/8ZXlhTMTP9uxrbehr39fI/KsVAF5CiXr8tPB1IHKZ6PRADdg1e/a7GtF1cEg1wk9VekUn4r5N8dF2VafYBllV2vhBgztKcr2ByHVjERtgQsKh8XhZK4kP1vwno9k5eDe7t27ZeSb8VZgKuX3vMQlxR3Ki5Fz0Z7gtH0XaiKlNuPtiaTjussTvv7lPxq//sYr/un7P/jrX/Mu+rMe+9w3x1bdufKJoWPHfuCR8wXdxiQEneB9jYULF+LE2V2VqVrwoVsWt6y+7apm72SCLrv94J5sx/HBoc4du/ZlDvY+Xw2ZX24wK0zQnNLSrmIeDUVVH0LwjuZUZi5poCbqshAfJ5qKRtefG71vKcoOV10KMeGqwa9J4Ro5sEm90xdGkLbvd6Je8abF8nmo3CL4aYWC2b4LJufwqr1jeOi+R8Wtt19zu3fsvPAbn/106ou1v/t39U2pv60oL/+ld4xd8HITgk6QQKOhoQFDWPg7hNdw8sPfqq5lCysrH5x/bnS8Y/D4aFdP9962I8d62k6fnJyFATNy9CsYWZ5gTFmEQazoNFxmzkjaubCbeIqy6SJiDz6CuCdcFW2rSkVHleDr7xzXA4/BnLhVlUla4EIpddPkFWt3k3kruPQpjmJoyswSD3xq7TMgZ7xesGABVuihi7HshKATJJgGHom95j281thSuaWxpe6v0U5MiDvEG2+8sfrcaXftjm2Huvr697UNnRysf61vrPJk9pBUjuRglxkIRwNLtabp4pmAqZGvIOGzTnerXQwg2nGt0VbP1XRKgajUSDjtwjXm+LxRjghKybsyP52yPMF9pOSAq3r21oiZfDBU4H1hIfRMtdHFAH14bWPNExdnaUEkBJ0gwQUCEVNjpv4FNO0VolO2FDtfUbHg2L6htV6UvdaLshdQ09583icSqfwACY8HSlv0ICFv7qum2yhmHAVU6KfT9dCjZqcUHZPHRMH1c9lqudpNzx+HFETYTIQoHFxcUhkogGO+8a1HzLwF2FtBqeSMgT7g/Pmzse/r6PnFt7RCMUgIOkGCiwTZUkyIQ16E/Zz39yV0psneM9oxJabaBwaH2vr797cf7h24cseedeXwuohMXeuqQ07MnHzj8t1Bf5CgzzX3BgEZT5miF6U4GXfDZEeR9bi33BpHSftI4lftEGEjg13wIlqtHNHGUVw1ErzGvLWEMch53OTV/bz1xEXIQ8cRMb3G+/bzRW03iU/d98ne81Pug0LUvfWViEBC0AkSXCKgM43uTiOWroRn9rXi1Kkzy18f+E/3DgwMt+smB9ce7u2tgHtcPpf1yNmMzPkgtpxiGmrHH6AMk7btc42o2B8k9PPQfgTNQeTNo9RJnQ4BWY/qu4FglB0chERemw8+6jnDcr+QdjsaIGdsJ5Fziqp0LtIoYVyEzN+X7nOukI2C777tgclbVnX9+ewFqT9pbm4+fVFWIgIJQSdI8Daiubl+P/6W6CYH+fyHmsT5ymty2bGugeNDXX19+9LDpwY7/dRIPpSTNq+YaxKoinfd5l1sVM6XqzwQRasiFjMAyUJucz1gJO1H1OqRyHmchcgUZWNZ1eYC4EXZjvZ21tE1ReJUTRlAxB0EwZTDG3K+eKComEg46n3xphDXr7gZpe7dH7yu/dH0ZemXLupKRCAh6AQJ3kFobfam9GX1m5aumPfHyGWPjo6mc/ec6Th2fLir/7W9bR71dmzf+coK+IxkX+1jag9NcjISZdGpfs8h4nVVRI1KQIB3Xid+pZJkgomyNVfSsm3CpueYd9K6OAi9ilKH7VB0nRLcrQ5zErHLZaFKUn8wMBDJ9pm6cyDVibC8S2YIS7sYImf9PgpQ7vzoA+jN+URTpu7xC//CmSEh6AQJ3mVAs4OmlU3PL1k5/3kQdnl5eVl+KL9ocPB018DgcEd//77OoZODN8nuIx5h94G0db6AClz8ikSfcVJObSDudHXbMdI1i0DUrdIiPJctBzBNAYpHpmzgkxN2TfBLlELEKAh1PlvLBp0UTIjKRKFAee1gtO2Q0sQJpmP87VMLmokqg7qtYP6qBhU544/nmQl4f/Utt4hPfvzhzQuXz/n9VGXlztK+5eIgIegECd7l0M0ODjde1nhY5bI7xeHDh2va29u7zpeVdby2N9vZ3bNv1ZGjPfMpNQIHOpKzgVRTdoTtKKvMtB48xGNeCaaZDC6Yy6bIGMtDJN2UZoOXagadE1fTQt7JtD2arYnkwbGm8lEI3XTX73oWLK5xzDLURSEvZpLuAJE3NLSI4eEBj6AzgYE/AKXZDz/02PYPwK1vYCg/f8HsnsXL5/z0u9/97vbHVzw+WWzZlwIJQSdI8CsI7TXybxXeH/LZb1aOVt97/+rLpr5V3fnGaGHN9hcPdfX37bti+65XGo70bxX9fdlQzpo00ehaU9ApgzKPtDmpunlZrG0apvrpEW9aTs8EshdpSdiOkzGfnXALjEjDzV9Zz1c5HxaLaaTKqKaUSGrKdMmmokOQN9a3kNf6bOqmUgQg4aoqb9aKs6HpANIYf/mXf/lkU3P9p/B6yQrfS+Txx9+2rEYACUEnSPAewPLlyye8h+Pyr7n+5x+9q1MMDc2r++wXHrzufHl55/nRQuczT2++5dlfPvkfoBjJ5VTXbMfxI1Top9/0yI4028q9DdaarZJs4f4nublAYbUyaoVNayGV9wlbf1b6Jde2alc319iKcmKOApE6LgmI5Se9z06YCFtF16ladSFw8kXrygOA+qLsnBAH+g6LTEZ9ntIaqAb83ve+91T3np0P33rrrSUv81IjIegECd6jgBm8UI0ONqQydeLKq2dVfWztXzRW1taumRhzO3du6/3Otl3rBPri9fbuFWfzqps4UgyUxhiXWY+sGZRLI0qemxZCZakhQxGqGztrgiDfc72LABhbsbb00m5KS2JEigEYHj4pHQQJ5Q4010HmpgFAPKr0hpLb8ZRICSo9idGRE/IisXT5NfI1GhAAH+mSPQL/5XDfwYc8cn6j2DLebiQEnSDB+wTXXnvteaG8Rp7yCPupGz985fdvvf2atm+Vf63tzGgBOQ8vyt605tl//6cb0Lw1l/OiYhktK9IuE2nJ0qqC0PvnkbOMlOfOVRHtlIqS8zqqNaSdqhGFc+MCIhJ0DBdCNaQFWaMRQVOzR9r1dbIZQOHciFw+Rdjnve+pEn7emTApbK339MByyZipqbZBEvb1K24HOT89kH3tU3r/vKuQEHSCBO9T1NXVoWcV/l5szMg87I8f/I07xb0PfHheWU1NlztSELmB0fZNW9b/8TP//rR4affLIu9FxUS8FGlLRzuPWFHAgrx2a0taOI0ZU0gjSRttviwfZ+kr7UXYx7M5vTxKjbR65O3I9AMG87CMuDw2gXLS02FO6wIZOeMPA4KPPvrIM8Mns/frFNG7DglBJ0iQIACPeNHo4P84LXUi7f0tWv6pn/3mb326cyx/VpSXlXft2HqwbdvuXy5d/9yzcw709YlCdr/+XEbMneuRs5RgTInsSFYqQ8Cb7XPbRMPsWXK+4dMnRN4jZUneHrM6WhcNqR0idtftE8iOSLmfUyvSjlKMIOJW0sApMTHiysFNJYbOi+kc7Sq1nrv/VRgVpsQdt94jvv1fv/i9kbGT31y4MLph67sBCUEnSJCgKKqqqvZ4D3vSzQ14+cPb7r5WLFkxO/W1r3+51T17vjM7MNpx/Phw24/+4a+6duzsbszl+hpULjsj5X1SjpcqM9EwlWy3L2sVK6pa5CBdNpuVqRGQcsHYlirCLnhxNvLaORm9e1PRsFUuVw305UooVHnDVdE58t+f/fQXT9//8OpHKypSTzVm6i/VbrsoSAg6QYIEM4b2PH61pqbm1abm+qeWrpgvbrvrb8Xp06dbps5PLcoeO7P2p0+v/+bzm54Uh3oP6wFDv9hFqijGHTE8ctK0Gpurc9kyH336pPLYdvOSlKVepKAj7RGhvLdF3pR9FzNMcvUg5nWdd4s/+NLvrm9f2vKFioqaI5d+L711JASdIEGCiwZqetDY3Lj9D5Y98L+//q2H2s7m3TY0Ojh+fKhr2651Leufe1YcOICBQpWigCeekuSpiPjo0cMmygZpkyQOuWx4bBdG1MClkP/XSM1IVLk3upw88ODan3z/Bz+AH2z6i4891nfOHbvHu6ice3v2xltHQtAJEiS4JKiurkZyen9jS52gRgcf/ujVK7717a994tDeXGd3z96unu7dlT0HttSpKPuA/BzImiJtRMZIf4B+Uag+N90qUq1ClmpjYJKqH21HP+nT/ODaE42Zuvu/81/+0ExvukS2oJcKCUEnSJDgbQPls1Glh7/b7uqsT6e/esW5M+OP7tx26Ddff/11sX7DxvJ9B7emyBiKe4CgYEalM1SVIkj7HDNpovlQFdiQrv27d2YrLx4Sgk6QIME7hssuu+yM99DdlKnq9sj6S5h2+8c+2JDJPHHXoZdznxgYHEI7sfT2na9Unhg9VDmUOyFGTmUNGaN5gNREjyoZHwYBYW5038c/kxsfH//BW2kP9m5AQtAJEiR4V6GlpQUG+E8uWTkPfwLmUJ9x3Q9MVlVdfWxf7ivd3fva0bT3cG9vZXZ4WJz25kY9YvvcK8T9D35u6oHPfPSL5eXlf/0Ob8ZFQULQCRIkeNfDi4SPeQ/HlqyY/6+q2cEd4vz589e8UVGxesuzPYv7+vdf0bZwefett1/zE4+c97zT63ux8P8BtcaVKen5VU8AAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>