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Copy pathFonteLinear.Projeto.Smath.sm
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FonteLinear.Projeto.Smath.sm
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<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7030.1435"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
<settings ppi="96">
<identity>
<id>d853dbef-ce44-40c5-b9f4-a7307fa27806</id>
<revision>34</revision>
</identity>
<calculation>
<precision>4</precision>
<exponentialThreshold>5</exponentialThreshold>
<trailingZeros>false</trailingZeros>
<significantDigitsMode>false</significantDigitsMode>
<roundingMode>0</roundingMode>
<fractions>decimal</fractions>
</calculation>
<pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
<paper id="9" orientation="Portrait" width="827" height="1169" />
<margins left="39" right="39" top="49" bottom="49" />
<header alignment="Center" color="#a9a9a9">&[DATE] &[TIME] - &[FILENAME]</header>
<footer alignment="Center" color="#a9a9a9">&[PAGENUM] / &[COUNT]</footer>
<backgrounds />
</pageModel>
<dependencies>
<assembly name="SMath Studio Desktop" version="0.99.7030.1435" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
<assembly name="Math Region" version="0.99.7030.1435" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
<assembly name="PictureRegion" version="1.10.7030.1435" guid="06b5df04-393e-4be7-9107-305196fcb861" />
<assembly name="TextRegion" version="1.11.7030.1435" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
</dependencies>
</settings>
<regions type="content">
<region id="0" left="0" top="0" width="599" height="60" color="#000000" bgColor="#ffffff" fontSize="16">
<text lang="por">
<p>Rotina de projeto de fonte linear baseada em
reguladores 78xx e 79xx</p>
</text>
</region>
<region id="1" left="0" top="63" width="365" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Prof. Diogo Vargas, UTFPR Pato Branco, 2020</p>
</text>
</region>
<region id="2" left="27" top="90" width="716" height="248" color="#000000" bgColor="#ffffff">
<picture>
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1YtIg0lTb2PeIRj2j+gR/h9XXWRJq2tpHPesesg0w8AwMDs8EgjLuwEmFEjCpB2grCKI2kd+yxx05+8Rd/sU0Ny6eOVD7ZdZoQ4sfUeec+swe3EMRMSScu19YW3f3ud29aAc+ZQ7yRRVrHXM+jDEIWE/cgjAMDWw/trPYd1hyeeeaZbZNdNIzu6zPSn1jK8pu/+ZttbeFTn/rUtvnl9NNPnzzlKU9pRPHoo4+e3Pe+920bU6xFFMbaaIfy0zyaqjblXNO1YcZfnqRrU4tZEAgZpPn021Ab90xpJ18DAwOzxyCMuxACorNZjTBG41iJzkYlcfZuEV/P1g05fBuZCyGU3xBH55LlCIuY4N60zpOb8OKBfK0nbvf/5E/+pKX7u7/7u00bQNOJKHp2ZeH5o22cpQzCODCw/UjfoT/RL9AwIn8+XGnystkufvnRR5mduOCCC5o20hIaBJGm0VKXpz3taU0D6UQGx33pa8xcuEYIEUvH53CPOErLxpfrXe96bUPLH//xH7c8JW27qMV70EEHNdOxPaBvHBgYmC0GYdyF9RLGSnI2I4mzv0aYpGlH9POf//yLkaV8XQO3EEeo5I9MA7+RrHfUCYtHOfzTP/1Tc/flbj2Sr3r5MTXt2a1ppO2s+Z6VDMI4MPBvqG01shXo06IRRAIRO9O/2Ylc4U9SdkN/7GMfa2e7Wm9Nc6jtPupRj2r9CS0gTWJ2Q//DP/xDI5rWTZvKRvhq27aO8WUve1kjqre//e3blHTIoA9lZ84ipKasaTb1XYBsDgwMzBaDMO7CWgkjCWEMqZmVJH526dHoWcj9O7/zOy1vkPU5UEmhfNcv7/V+YSdc4hPe170vd7sjczajKZ8899AwDgzMF+o5Ue+nybxQ45d+CKMdzYigmQ8bUBC89ElnnXXW5JGPfOTk4x//eFu76A9T+lGbWkxD0xT6UcBTd21MEb++1gY72kjaSZpMSPqmpB37dbWrXa1pNpHRrNs242KaXB9J+3jhhRcuLbGB0UcMDMwWeyxhTIcEOhadTNx8ufq93qUvfemmVUOSkCWkybXp2apx3IxUksgUb8iStT12GpqmQeSiDdTJyvNyGsSNIM9OUh7if9WrXtU6a4fyeu4QR3mcxfNX6cmi+HvCGGQwkN+Q40qe630CninuBhaoBFm5It3MgYGtQOojpK729Tem+lv7qRp2VkjcEdAe9EE0iDe4wQ0aaXz84x8/edGLXtRIog9b7cYmOVpChNFmFX4ciYM4+kmADSnasynoTB1rf/4+hQw+8YlPbFPVkGezdpJm0oerI3Oy6UW4b33rWy0u6yORUASWu3yv94N5I6hlxJR28s2s7zD9KbeEGRjYaRiE8SeojRsQRueCXeISl2h/FwhBIrRqOiZmiM1mBEGM1CNr7EK0aNxB2ulwkBydt/zNGikPoix0bjrdD3/4w5OrXOUq7etdvjyzfOaXXPVZNisp48SrLGgkQhhtxql5hAwMcY89+YcQRWbAj+vcU6bxzx6/iXNgYB5I/errJ7v6mPqZ+2Sr6qR0IrSItIamlE3/3u9+92u/7UTU9JF///d/34iiNc82xtm84kgcO6Cf/exntw/tiy66aPKc5zynzViEMCKalrz4Q8wpp5zSpqAhz5gp61/91V9t90MofTwjpaeddlojmv6nXz/0tH+yWUwr61oukPcTN/YeNUyVgYGdhEEYf4I09kBn9DM/8zONNPpiRl4QJGbInTV8s5iSFQcJKY3bOeec077mafTkLYOJvCI0zHlpwsQdwmVa+td+7dfa4IAo5v/SyqA+xyxkJcJoGqwSxrwvA07ySzLAVqT84if+uVfyHTLuudnjp8rAwCxR69S0+pX6TGLfinqY+p4+honk/cEf/EE7Jsf0tClmf3+hYdRn+m2fvstMgDakj/i93/u9toFOO9V+P/KRj7SDvDONzZ/paT8iyHRzbcP6HzM8CKH4+Af5MV1tLaUzavPLQO4JO4tymhZHyobU95Hr2D1z7lVwiwwM7CQMwvgT9J0w0oAwWn+DKOkEdVYIDOLoGnkKsdmMiLOSL9fEAm5TwTpZ+asdUTrNeXU44tVpS0e61hbd8pa3XHpuA4Tdjez1WTYrGyGMYFABbkheyqfCPc+SZ6rrIQ1S3OtAVcu7ysDArFHrFXuth7XucYt9XqjpEe0JmERboQV0nA2S5m8tOb1BG0r7EhZ5o3nM8g/Q7nLND//CijMbVtIWgcm/eyGDKRv+kDLtP/7Flfsx54FaPkkbuAXcScojMjCwUzEI4y57GjUgjMgi8fcB5MhXLhKDMIY0zkLLhhQhYOziE6+v5le/+tVth6FOMdD5yGPMeSFp6AzBgbz+pKAMaBjlcVYa1irTCGNdwziNMMpj/ZJPvl1n8Kj+A+7CZYADAxIYoMST64GBeUJdI6Ceqo+u1c+4TavDW4G0jZp27MkTP9VfJXzVPeEg9qrhD4StfgNxaZO5p3wSf+Be7zZvSK8+b/odkJ8It+Qdqn1gYCdgEMZd9tqYdUSmownCGIJkbQ5Sx47UIDQ96dmIiEsahN16H2t2HJztix7krRIYnVIlk7NGOkGmP83QMFprhNyaJg9pnvY8G5WQReJa+Trsl7Z3OcKYQbXXPkCu45ep3PgVVwY2bqbI3Hedzj/mwMA8oZ6lTqf+qpOmXGneIjaA0OhFaO9mITXOXmx2kS5/TFpFprWFTPlyT165uU5YfoVn57fGw5098QnHnvDxT+IncSZNJvfkxQ7rxEuso4x9o5Jn6SV5kwaRL+nXjXl9/1z7Iqj2gYGdgEEYiz3XSAjtIqLimAhTrwRBQmIQxxCcSng2Itl1LS7xJk4Lyx0VkU5H3kIYKymaFerzQ72m8bzFLW7RCKPnl8eY/fNsRsQXcS0Nmk3vwm/FMo1c88YMqQ5yz6Bb/RPaQ2TRQnraDYM1ba4dnspXGOC+XDn3ca4kAwMroa9jrvU/6r6zDK1ltsOYaZexv6kwifuu5yFJI+nWvOQef64TJn7f/va3t7WL1jfatBe/7OKJcEu8hP+klWeOOzdx9ukwXScephkR4bXx5G2jkrz3bhHpyEfSs8ZT34W4ZqlL+gFmPg4GBnYiBmHchXqtw0YWTYUijAgMjVqIo84808eV8GxEQkLZpeOaRs+B3XYnIziITM0ft3o9CywXH1LlmRG2P/qjP2r58+zI7Syev8pGCCMtgz9LKCPvzYDLzszaRiQwU186cHa/N7MOi18HEVtUnzjjdxphrOmvRQYGVkNfX2i27Da+9a1v3Ta++e0dOfDAA5uw+/NJrmcpSSsinWq/0Y1u1OSAAw5oeRMmZuz85n78cnPNLh72xM3Nv6a5xXRQN7vwNQ/xw570nMPIzXWNW9jkax6SPEhbfj2Hfuoe97hHO3fSB7Y+Kx+h3i/7mLkY2KnYYwljkE465ICJVIQw+kNBCEwlMuwheuuVkCKCdFUNo/umvG002X///RvpkSf5RIjS2fTTHZtBCBakPKQT4kQLisAistYwZv2iPPfPtlmpZePaphdnYtJw5j+z8ktoHh70oAe1P+HIr8442saUj2vlBgknHoTxxBNPbOFsbPJc9dkDdu4kdQNcI+6upRs/7H1ZDgwsh9Sb2NUdU6zOOLziFa/YPpb0Q5bHMIn2EPuQ7ZFsiqzvxbV3s88++0xuc5vbtP7JZp28V2b6irzvgYGdhEEYdzXaDPIhBfMkjFWycUZ8Ntck3te//vXtq5UGDdLRIDyV0KzU6aylQ6oESBohPAnr+vjjj28//kdskUdrGK1lnLWGkXj+iGsHl3sXhx566NJOSYQPSbQpSCftC9+XPY0Mk18dNndE058m/C0iGkh46lOf2ki5Q4Pvfe97tzJ1KLB/3tpo46gPZP2Vr3xlC2e667zzzmv/xrWe0p8p/IFH+eR9pAyTxlrKf2Cgh/WAL3nJSyb/8T/+xyUycqUrXakdmO3/7jRq17jGNSbXuta1Jle96lWHzFGcVLGc/MIv/EKbBWK63muvvdq7cn6vNd/OofQu9QfpU/UPo18Y2KkYhHFX480gz5wnYRSmingyve2aSYPnrDMDhmv5oc0KXCe/m0WeP9pE4IaYRTP3iEc8ov2JgQZUHpHFaBqnPeNmRHlEXN///vdvX/FIIM0LWHRuQPV+3HvKU54yed7znjc59thjJyeccEKbDjrmmGMa0fXfWn+DcM6bZ1R2TGTPv2kRvyOOOKLF6zBif6fwP9zHPOYxza+/VCCqBmwk1fQ30oiAKgdksRJG9rybMTAMrIZpdQTJeOlLXzrZd9992wfR3nvv3TT8PnCe/vSnt/rNTF0fMn/Rh0R69/Q91pxf9rKXnVzqUpdq/+C3rrESRkAYBwZ2KgZh3NVhp0Ez50kYiXARJIzmjjsClmNr3vnOdzbNGM0W8gaIDnuuZwUkJx2ZZ6+kR34QKvmRx29+85tLhC75nqUkbuLadLEvdppCnS9YF4TE+fMDUn366ae3qWfPQGxqyW5FpFd55TrvW7kbkHXuJ510Untmg7Ldjh/84AcbSQZ/2xG3NVFIqrjt3PZXC+9DOCJeUstuGhkYGKhIvalCg66u+UjxQUSz6OPHX5f0Dflw22j/M2Ttkn6odyP50NdHfuYzn2kfqbSNpqVtWuw1jDAI48BOxiCMP+mgIQ2aOW/C2EsGAJ0PYedmfR5NA+hodD5MeU5+N4sMUrGHjDJd25no0GwLuOUp51ESG4Hqc8xC0hmnrB0v5D2Yanb0TZ4fXCurM888c/Ltb3+7lQnCBvIfran3iTjm+UIg7373u08ueclLtn/S0uD6jZnw/hzhDz/80TBaFmAKkFZRmjZC+R0a8C9P0hZ/zIGBtUBdSX1J/aFJf/GLX9zWMKr7pp7VPcskQJ2LJPyQ+Yj3kTZd3dLumaCveO1rX9uWq1zmMpdpU9L+sz0I48DuhEEYf9IBQBo0c5aEcZqfECJCS4ck5lxD/rM+8GUve1kjSv7hmulhJCgbO5LnzSDPD+n8IOkhYw984AMnn/70p1vekMZ5aBYjtWxc/8qv/Ep7D9YKnX/++Us7xK0vTIcdMuiaeH8Qt9phQ+w0A+KMHxpdBFl5R8NoKh65vMIVrtDWM9Js+lWi350ZJIRLeGDWMh0YWA/UHRrGEEb90HWuc532Gz4fNhCiCMwhWyMpb22ceA+ZkSHWnVs68/M///NNw4gw1k0voK8YGNipGIRxV0dQB/yt1DAmLnZEDHFEypjcTYn6b6s85WsVQhqDdGqRtWKaX0QI/Dv2oIMOmpx88sktnzQc9UgdZv88mxXPHHHtWJ2f/dmfbe+DttFhuSGIybuykGfXOm5lRCrJ5g7x537icI/fJz7xiZOHPexhk3vd615tjRhNj/J/9rOf3abEP/e5z7W4fuu3fqvZc2xP0oTEOTCwEag7dUraGkbLIV7+8pe3TXGQujywGEACiaOQ9JempGkYncs4COPA7oRBGHcN7mnQzHkSRmF6idYuJDFrGbnZaGHAyPo9xCZESD5DUNIpkeq2FogHkUrHBzo6C7kPO+ywpnGTR2RRfmOmPGYp4oy4pt3M8RWmh5G4PBdTfnMdouu62jPAsuc9Q+whoMrbQG2jDELI7aKLLmqL2k03ZUqcP4N63gN/Fbnu3QcGeqgjvYQwZpe08/18NIYw8jOwfajvCvQJ+hKE8eCDD27LXPSbNI6DMA7sTthjCWNt8FCvEQEkJYQRcQlBCpFhcgvRmZd85CMfaUe9IE7pbGjU5JW2i4kQuUfjlefIs8A0jYT7SFXIEhFH4nrNa14zufzlL9+mXj0rAos0siNMWfA9Lc/rkZRn7JG40TB6DyQ7llMOyTdZD/jPc0Il2coEgQbXylgZxT1lFBGWmTwkntgHBlZDrc/go8ja5axhdLyW5Sl/+7d/u0Q8Rt1aLOgj/DHKlHQ0jDmHMe8X0m/AeIcD6kBkJ2AQxl2o14tEGGkdrauzvs5RMPIGyasBJNo0QGriJx2TDiv+2fnPPXDPNXIEn/zkJ9tGFzuUEUP5YFpb6ZkRR2buzVJqGUvjwQ9+8NK78AcFv9zqO90823oQolftRPkxuRHlVSX+3EvarpOHmp+YAwMrQb2C1JdBGHcO0g/oN3xkH3LIIW0JjSUsCKNZCf1DkH4FxjscUAd2Uj0YhHEX6vUiEUbT0zR6jmgwNXX22Wc3TWJIos4nG0Ac+eKLFtJJpUMDZjoryDpIceWcxz/+4z9uX8eHH354+y+q50QQaRMRRJIymIWGsZdaxsqXZtXyAO/D4eE5yDwkrb639SBlkfAhhHELKYy4jp/cS9jYE2+1D2wOKc/duSzVKcgzDsK4MuZdJ9YTf/oH79CyFR/2NIympB2JhjAmHmbfVwzs2dhpdWAQxl2o14tEGO2MRBq/8IUvtONcnPPl7ySIIY1giF6dRpV/14hgBphKckKMIBs3uPtXtI7OX1L8wN8zIoUhi4grO62nvNE49vndrNQyVr7+uuI9EFPzDu1O3j1HfW/rgTDiUS4QQhi4jp/4qxL3+EkemNU+MLAaBmFcP2o7mwfWEz9/+gQf9Ta9WMPY75KG9BO5Xmv8AwOLgkEYd6FeLxJhzF9VkDW/rnvVq17VSOOjH/3o1gFlCjpax7p72kAUghOSyG+0k/wKLywiaMrXv5t///d/v/3+DzH0K0D3soYRcURgmSGOm5GUZ72ubn4NGMLoDyt2SdcBtn+Pa4UwKT9gV06xJw12UtOqEj+xV/eYAwMrYRDGnQ3vwjtEGGkY/WjARkXvzLvMu+rf3XiHAzsNgzDuQr1eJMKIrPmLwDe+8Y2WHnnLW97Spowd6PvWt751iSSmQ6J1DBEKOUSG8nxV84gY+mMKsuhYmRDBkEIkUT5cI6+uQxTdr3ndiFRymPKNcLOO0g5p64LsXnYmYt5VlfVCGGWgnJi5JiHZ3Jhxr+mw57q6V3/VfWBgOQzCuHPhPRD9CMKYNYzObX3Sk57U1lznneWDNGEGBlbCItaRQRh3oV4vGmFEzByp4ZqdttFRN3YQ3+AGN2j/PTZlLd/IYzom1wYjBLE+G5jatUjbrj5rFk1B0yZmvSKNImKY52SGIKYc+Kt5nYUk7lxbw4gwOgzXWXR5TySkLs+2XghXyWB/HXsv8UsST5D7UN0HNoaUc2R3xGYIYy2bech2Y7N5mhZ+NamYdr9K+lp9LMJos6CxQ5/l3Fh/oIqfShjzHldDn14vA7snFvX9DsK4C/V6kQgj0iad/P2FSJtmkJtNKg94wAMmV73qVdtvqU488cTJ+9///vYrP0fy+ML97ne/266RTL+0c/C0P8hYE+hPLoggsvjZz352ac0kUppnrs8u/eo+Lc+bkaTDLv5MSdv4gjBCdnNvljAGy5G82qknnWlp9WFyPc3vwPrgHRPlWst2d8JmCGPKZTnhbzOy3VjuWYJ6f5rUMNNkOb9BdZsmIYEIY34NmLHDTwD87CDvN36T3lowLc0qA7sfFvn97rGEMchLSQNmml6oB3cjLiFqITMxt1qShwjN48c+9rE2Te2PJHe+853bgb/77rtv0xwihfe73/3aukf/ODX4+LWdAcmh1IgngoiY0i72xHRaHmYteRb2kFDXiKw1ld6FnYenn376Useed7XT4VnqM4GBxSDDPWYFtwxCm4V0a9pB3Kfdr+7yJr/xU/3mHskzyneWAQQJU93y3PUee+KofueBpBV7TZ+9XveyXmT5SODgbgTRtKY+yHq4+i/pPLu0ajmIJ/XCvVpOKfNcV3+pb8k7M/atQk1PHuUpdlLz57rPH/+ZPYE8X54tyPPXNALXyilxJ82k5369B7meRhh97OadBfG/GvhLmoE0+2fhp7YnZrUvKvJ8kTxL4LqWcb0X/7NC4q9pQK6Xuz/v8pVe3r+ySBn1ZbWVGIRxV8Hn5TM1wEUljL0kT8nj5z//+cmHP/zhyYUXXth2PfvbgF9U0SzaNOPfyfx885vfXAqDMDJdI4xMst3PKH3TOlnDiDCCRjTvxrrV8DwrPZMOow4e/NbBY6uh3aTt9HaDpzaU6+Ug/+7zu9zAmOesg2LSW6m8NoukkTxOw3LuwWr3g5RVUAmjfigaxr/5m79p95WvzV/f//73J3//939/sXJwj4ZSHEHNh+dBrPhLOGXfvwNh6vVWoOZT2mYSrFn2LDkNor4Pz64ccu15PAexNMdmvr5e1Wcm/OZw/sTDjD9hAu6Jj3vNSyWM+qtZEUYijzUfyXfyIq/xW/NUwywakt/kfTnk2fM+FgHyshX5SfnEXmW7MAjjrsLPi2GqpDuFMMob7aApZEIrJ280hyF+BBHMNHPWJiKKroVhio+7Z2WPOW9JHpOH6nb00Ue396AT9nu0vKOtaLBbgb5TVx89G3eD0LTOMp3Gdg4IyYNBi6nNGHTrgGogTj7zDO57rvgDdsJPzCDhmbnPvhLcj2wU08JLX15I8rlSGmtNX9lVIHwhjOr9ta997XZtPZw4ESUfhDa8+RMTMhXtmrXJH/3oRyef+MQn2rms/Kf8M/gGca/wXPytNe+bRU2HPfmRD89pmcz73ve+tvHPcyb/zjfk7kMYcc7Gv77+qGvgmWJ3v/qRbq1X7Gl7hHvu5V317vzPgzDWfLJLp74f9viRp1oXFhn1+ZR3/96gv47/GmY1JB0yDYmv+uv9Sqe+74SZJfo0a1q5lzLKve3AIIy7Cj4VgKkR7iQNYwggUz5zFA4iiCTmSBxu/AiXDS7s3D2jONgJe+7PW0IOezfp2yXtPVzqUpda2vQSbFejmSX6Z3Ddu6Vz1GnVwYLbrMog6UaCPv7qJ22GveaFe+4Z4BBHeQ8SNs+Ua89WNT0Jwx+4zqC/GsSReDaD5LPGVZ+Pudl0atnANMJ46qmntrXI0rPO+MUvfvHk/ve/f1uz/L3vfa/lEYk699xz2xrlF7zgBe2Qe+7Ja0gQkxtT3rkpeyb3yFahppV3zaQ99KOCX//1X58861nPav0ByPfHP/7xtrTmyU9+cuuvQpKSd89Sy9XzBezikEbSUw7cU14k75Vb4ko8uY4f8fmX9Dw0jCA/8lGvkeT6rDXPzDzbIqI+G1Pek3+mvCvrvJO8g/U+U01nGqS1GhLHSvFsFn38Nc3UtTx/vbfVGIRxV6Gn4jBV0kUljMlDBCFkfu5zn2umfIYkhkjSLlqviECKwz3u0UbqiJnRQFZ7n/68JGlJm6TMn/KUpzSyeNnLXrZpGGtjWW/nsaiY9izq4bTOrLqnHLYaSTf5kHek0ACWzo2bQTzXwC2dXsLmfn3WlEXMpFfDQe7PG3nWmNJl75F8Tru3ElIGCRfCaNOL9XDXuc51JqeddtrkO9/5TvNj88tzn/vc9ucnZ5NqJ6BdH3/88ZMb3ehGjTTSNgbC1XKt74U9JHI7UN9jypbp0GvLafxI4Pa3v33TJgLNo4/HG97whu2D0pFj4Dn03Qmf5+FOuHOLPX4i3PqwUO3uQY0T5kUYIfkL5KGmzYwf95SB+4uMPJ981meL+1pQw80KST/S563m1/U8kfjzLr3bmqd5pz8NgzDuKvS8BOZOIIzIHpEvG1+QPtPQzBBDWkR29z2De4nDOkb+2RHLGl/sNd2tklqu8uyg8r333rv9PSG7pNNwtqPBzBrqW/8c1S0dlGeudZQ7P9PCb0W5SGNa+gZO02LWj+UvF/xU8mhdGu0RM8+UdWT8hLzkPTP5jfYx7luB5A/YSZ5JP9HDvfXmLeWScD1hvO51r9vOSs0aRlPN/i9vU9utbnWrtmYZTNsiKf4y8rznPW/yj//4j0v5l1fvJWlwV57KuraniPvctwI1HelG5M+U+33uc59GDn0wqgf6K2ccImdPf/rT25R08g3i8/HiutYVZaCeBXFPWGkqj7Q5pnpMkh9lmPxyC9wLYbTe2tjh2LNZTklD3KSnLNQFpjxyy315X2ta24E8XyDPEeWbfoCfXEdc8zcrpMzItDLL/bz3oL/eDKTRp51rzwzJg3cN0/I6bwzCuKvQUwGZi0wYSfJBKrFjj8YROdSxkhy6zY/7niUkkVu15zk9c+LdLpEP/2O99KUv3b7aK2HcXZB6B+kMgbsBQF1UR92rddSAyC+Z1tHELfbVpMdq7vJA2OVR/kyV2mRFK3zCCSe0TUoGfFOlgMA42sluflOJr3zlK9v5oZ7F8U92+yM/NGV1YBCvNXv8GhwzkEDyU2Wz6OOSD+9CuiR2eazvBfqwa4E4IOEqYdQP2fRil3QIo/S0Wce2uOdoLMTBcVp3uMMdGsHytyZlJe/KN+tJheWGsOsXfDTm//PyUbXEQfIlLMn1LNDHlWsiLfXiaU97WjsQ+7GPfWzr16zRRMZMyTs/1rOD92J63nFi733ve1td059F0yo+z+Z59W+enbaSm7LSR5qpyYBsY6A6ecEFF7R66d/6TOWWMgukPQ/CmPZP0tbVDxsaTz755MlTn/rUyTHHHNPa1Bvf+MZWPp4T4n8l2S4k/Vqf5Fe7UlfzAclUJ5VDEL8Jt5JUrHa/InUF+EuZgmvpV7flUNOaJkHvVq+TFrvysdQE1pL+rDEI464XlMJnLjphrBKyR+RThyGvuSZIIvcQQfdc13D8JM6Qyq14Rmn313GTN/9j9astGsYzzjijvSMNqJo7Gal36RhA/UOaDFAGhnr+nsGCdtimBu9ep1Y7jnQyqdf1eprUzihg5+Ze9Rv33CM6MDAoO7jYsU60QaYQ7373uzfiYyCmBbJD/9hjj21TjKZN3X/+85/fiJBnsR7vcY973OQ973lPGyRA/KYiH//4xzdilHV8uZf8kJrPtaKGidQ4DVjaATJGq+cDxhFWH/zgB5t7NhmkrGqca0UdmEgljPogpJCG0aaXPCeShJgfeOCBbRpa+SEsBx98cCtDbQgJUl7KT9kjR8IzPc8zn/nMyXOe85xGgqSJmDvXFUnKBpvkS7i88+RhFhBfIN4KaShfHx60qabfkUFk2J+pHv7wh7e1jAmnnqkj+uzf+I3faFrIF73oRa0+mc73nsSpb1NXvUvlpPwRTbMZpv6RPOX77ne/u2kwEXNp0d6qh+LU/vIhBPMijKkbwO69eH7rOq9//etP9ttvv8n+++8/ufrVrz653e1u19auWn4UEp14lpPtQtLP86kH+jl1UfuyFMGmLqb34Jl85ORdJ++JZzkJqps4IqnTqdfy44NBWvKjH0ofB8pVXULavPMa10YEar5qPnsBacoXxG0rsccSxvoSgvpScpaWjkenYnDQ0cSOcFWiM08JgZIuiXuuq1t/r3dfNEmZIoeuDXy5Vsa/8zu/M9lnn30aaaRhTCMD72l3QO080mkYtA2QRxxxRNOiGPzdU16IgsFLR5rpOB1djSMdIEk5ceOPGaTDFkfcmTpNA6IBu5/KDBJGHN6dAfqwww6bPOIRj2gaxtve9raNQPqjkIFdvk2XPvKRj2zHJflL0d3udremhUQaaR0RIPEYwHXU3A2CNEzi1JEnz8lL8h13kLfkeTnkPjNhkXVlDdKiXfLLTOlbS3iVq1xlcrWrXa09J3ebTORRePHUOlnLeTkkn8mLZ6KJRRBzDiNiQMOI0CVOGi4aWlPSCM2b3/zmRgBvcYtbtA0yBjbxILnIO4L1yU9+spUpzZm8+7Wo5/mVX/mVduSWZ/VnJfHRzqUc5E26RP6S11mgPn+Nl11a6h5t4b3uda/JHe94x7YJ5oUvfGGrO4iyMlH2nvekk05q0/c+RjzDXe961/behEOyDP7ej3J4whOe0D5eEGQfBT7QkDA/QaBBtC7Sx6r+3/+h9UFXutKVWjn6s5Z7lvqETMiveq78vTPjx1FHHbX0zqIpjN+YtTxThyAaNW78uKZtffWrX93azOUud7n2EZ31ktZ5W7rjzE4fDFWzL4+pl+JP3FsJ6UamQf+hjns29dK5wSHD17zmNVt/56NHnZb/tFdlU+tlLU92iHuugVvKO23KfXUBIdRu1DUfKOoNP8oxHyXIbD26KnHkPdc4Y1Y71Dxwq9cgLxD/IA+1zm01BmHchXqtcVXCGPIV4obMbJUGjiSdpB97Ja2uqyzn3kuebaMyLc4q08JUoc3kD1GUXw0y5cvdF+Zee+3Vfg3o6x80oDow72ToINK5gGfT6SBYRx555OQa17hG03Lkq9LULA3dne50p8k73/nOpUEh8ajDiS/1OZ1R34nVjidu/NBKmZqTBwNepuj4cT95rPDFjXDQ2hiQDfLI7kEHHdQGAp29KUTaR1otmkWDPhJGi6pzRIBo0+55z3tOPv3pTzcS4A9FCI14vP9oHuXDM4Ow8pRn4J57nm2axH/8JSy4T+OGDBqo5DEkINojMxD+rnTve9+7HaeS95M4xQE1zWmSfHge10xk0LNe+cpXbmmFMNJW8QPKwaCmrJBGWjV5dUj/eeed1/x4b8oUCVfWNNbSCjlykL/4kXjPShOnbvm9nWdCGPt85joyLyRN71ZdQAA9w6Mf/ej2sYGwZypemamvNsD4aYEPlre97W2NdCOPOccy5zlqQ+rUb/7mbzZNsfD6Uh9oPnAc5aNdiVO5iM+PEHwo+HhBppFKdcS7lk9tSX5ufetbNxKnntBKZhnBcmUlbJA6ALV98aN9vetd72okGFnMDJi02PWPqaPaGDKs3Go/mbhrOpuFeFaSlE+F9D2fMpM//bwfSah7qZPKj6Qslb+fONCWezfimEacpEVqHgL23I+AvIgPuBmLbCqztIPWOUsa1B/X2pglAFnOUNPIe+PGnjzUcmDGPW5Jv4YL+Ml96NPcSgzCuAv1uhJGHXElX7EjNHGbtySdqo0jubcZmUbi1iPT4qwyLUwVjdOz8KvT9kxMgkwauHxJ60gsetdYCKSx7Q5Q9zxXOgZfuTYuGPAe/OAHt87fYGeNIALBzTRNOijh0hGxi8sgg8jo2PjTwRJayZCshK1l6r4NU6bdpGvtYKbpgvgXNnkn4teh+wJHPAzs8mxDBs0h4oc40mQhAAZYWh7pmo4yYHN7+9vf3vLhg8HU9YMe9KA2UHsOkvQhZcat1om055UQP8KlHJAxebFmDinMGlr9gYHZX4f0D8Q10iiftFLItrJCFLxD1yuJKcbYaVWF0R5oUxEDadIaITzIu3zKszJAzH3QyiNSZMClXVLW/BngTL36DahyR8yBZoyGTby0UogQgmoNnGlNWjKa/dQR6aWcYq9u84C4pa0vVpbKw3Oq++qVjynT6uqbd0YTpJ64/6Y3vam1FUs3rOlEvJVL1n6l3Gi6kUfh9a3qGAJOuy9tQJrVX1pGbRHBhNQ//pJPhBF5T11Rx7Uf79R71hZTN9iZsfMTO7/eNZMg+GYTaCx9PIvbjEvIIlOd5J57dtCbOs9yEHUrcSbtxD9PqW0g5VDd9f/KzZIDz+B5mPkwI3k2SzR8FNEWa2v6Nc+VMhNn/2xJh7+ah7jRtvPPXb+lzqsLPmppp43/xiLvm6nd+FhXtpkid089EZ91seLS9txL/8iuTqqD+cgH99UdpFQ86rPn8hzqincnr96deH0Epr/bDuzxhDGdXrVXwqhjqev7QnTWQoZmISGH0qukMflhj0xzW3SR3zwjUdae23PqTGisHKnjfUTDGJIUc6cj9U6nAq6jQTJ4m9qlodNJ2gBgysZaKh0f6ISUFyKQr28dDQ2kjk08mT7hLi7lrPz4jUhf2jou8egQvSOEzsAn/nSs/BAQRkcXIJg6WvlEurxXnelLXvKSdqagaSYfALRBBmkaHfAMtDkIDoLkeWnWECEduPvJM+hY+ZFHHbVnklbqTurRStLXN3mhoZN/BEUfYEA25ZcBLAN0+giEC4FR1tbbWTpBu0Xkf63imZmmXGkx1HvxVw1jBiFlb7DTJpSnvBjgpO0dAU0ljYh1dQRhFB6JQKCQc2seabGPO+64NqWr7A8//PD2oeadpk4E7JFZok8jzwneOY0hzZnyoG0ycOs7ct+Uuql32lQET/tBnLkhUN6Pd4wQ+BCisTS9jFxyU49olBAXWsUMzD6S8vHjAyeEUdnIZ/LofdQpaaIsffTR8novqReWDBDX3l/qCnHtnvfNnvpEI2r5gPes7oWUVk0c8axIF3/6DUQ79YsWr6alvtXreYm0pSV9wp7nt27ZB1c+juTfR5hnoSioz+aZvHv+afhs+lFG4qvPIr2YSZv0dnmQH3HIiw8QRE0faT2qDyptwQcE6Btosc2c+KA1PQ7apRkVa+ydjypu41bdUAb6Gesz1cu0YWn58PcRg3S6NlMjLu0x9cHzINbyknRT97YSgzB2Ar2GMYNQCFnsITzzFGlIj6nCZXBzncFuJ4tnMFB7Jtd5NoMa0XByrI5GA96Txpb3tZNhYAzxCgyA3HQkiIPBXgdEw2bgoLVTFvwBbZhOilZI2QlLQ2ja0SCng6WBMTCK03QVIoFw6XSUY/JRy9U9fqyd0ima0jQoMrnxq62EVDB1eDo4Gi8aGWu9dIRIrWkehNE6M2TRGj3/Ojf1BwiQdXgGbe1OJ4wYG/hoFXS+0pQvIh+mFZEBz6isrEGz3o0bTaZpxpVEGEQhdlN+0kMCDVwGMP1AtB7qYaYDowVxz/o2WihCmxdRBqsJIlRNpCfT0fohhNH79oGQcvb8yAzNE6Ior7SDyA5NBtBaGPgOPfTQVqam94XXxuysVcY01e6pVzRYNFNIFsKINKUuQNIms8a0dPKe2Q2ypiSRaEsEzDaog+6r1+5bq6gMrT3TNtQrZeI9qQ8GcO7W93luJFC7Ua9omWgEvT/k1LOraz60kEptELkOYUwZpA0ikIiq6f0QHCRIO1APvFPvVnsk3il3+UVM+ONGXMeedoQsVuKkbrB7thDEWieZ0heXtMWVOib95Cn5mZfUZ3Fd63rs6nry7ZmYRNuLu+fLM+o35N0zeCfirc+SuFPmNU1uyZNrdve8d2tT1Q3Qf1pPqT3o83w8W7Jh9kNf4QNavUPevHckUr9BQ63O+ci1lAjJzMe0JQXqmL7XB416pw/zUeHDQB+Ja/hgREzVueRXv+Rj2oyBjxttpLaZrcIgjJ2AF5zKqVNFXEJovFCDMnMaweulkqONiDhCFqNBcU1ybydLnjOkHHlkV+bRMNJGGSh8qSMoYKDI+9rpMPh4ljwTE2jyTOMiWPmrhUGRdgSBAh2P6VDrpdzX4RnoaFF8HavHyJkvaYQDaTB40jDRGIL0I8JmMITkybQY8kGLRgMXLVYFLaLBVboWrSOIOjdxqKu09QZpHR+7jlqHj8yCTll404g6cP50vjpLdSQwSOuokQa7Q0PgPGsGmFzHPk2Ey2BbB+LExy2EMYOza3Z+XBPaR6QRaUvckaSxmiTtPs/uIQ0II+1H3g1TuZomc8+GIgObqau0C/UH8TOwIoU+OLxf7wJhFIbm1ppAAx3iaYOB8ka66hpGkjqS+OeJpJe0EDe/AnzGM57RNNXWEFayZgCXb0SAFke7oHVUf5RjNIzKDLn0MaFd0eIg1uqpdkVDaGBHuqVtUPfRoz6qqwb4tImUB0jPYG6Qr9pn7y8kKGbupR4xudU6II7YSa177MzEl7iY7vGfulj9uBd7dd8KST2P9PenPSd/cXPNXsMuZ09csSeexBl/KQP3fAhqAz64vFMfvvofdUS/qu0gdggcYuljRb0zm6LvpfnUN2tPPtS1I/WFwsNHNyCW3PSL6guCiDz6eEEu1UFiZsiHjDprGt4yBB90/FIOyFvq3VZjEMZOoBJGGgzkRcccAsjOnEaAZi0hVOzRxCFUIaxM99mrcMu9RRZlKZ8hi0gx8QxMA16mpKnkddYQc3dCOgGmgd0XrMExX5k6G9oiG0aUjfpKE6Ij0mk99alPXVrXaMMK4qazpf3S+ZnOMOjS6iGgyj9pMcUXk5vB0kBNuyg+X9gGYQNsBmv+kHh51Znp2HSWtHUG17QppFC6nsGUkI4UQaEtkicQl/z7CrduEBlEPGkN1RP3A8+N1Jj244dGkBaGmEoW1lQteyT3IsIIS9zjn9vlL3/5i5E/dc8AnsEmA1gG9bjT6IjLM5nmrWktJ8k7O2JP26K+Sz+DJK2sAYQWLOWe92TgMXghijZhaBd5nzSQdtXSutB8Ob8Q1B1Tuvq2TJPSkMi/wck6PO0upCn1ImnOUpaDe9LzLJ6Z6XlooX2seO7UB3XBlJ61ZQZ4azH14UglbSlCjxTrX4SJ5t6SCR9A6q97tDr8I5/AXdw+YiphTLrJv3zyi7D7IEq9sLNavco7Zqpj6katp+IVzgeUdq5dmEVAfj0P4T/TtuqFOqhuqHskJDUkiNDEeUZxe6e0YwixuuDaR4R05ilJQ7qeyzPpH5QF0dbSlpJ3z5Fn6MWzep/CaS/KT/+YZ5KW52T33O5pj8qBHaGXJ/7ZtQ3lTjuItKlH3qu6ZraDH/XC9Lc+1DXFhTqpbtDwqzPityHKR7h1sWY5vDd9svYJ6pH+CmFUX/SjZoUcv+TXl8Kqt1kOlPqkvHyMiEe+Uv+2A4MwdgKVMFrnYmrMVIS1X3ZpsTN1HtYbrCT8bEZ82TClaQ2SQVtnrtIiUL46DAoqngpG2Lnl3koijs3ItDirTAtThR+aInYkgmoeAdJ4aUZ8uZmSJgY37ygD1+4AzxLoCPJcOiT3aPOsNdNJ+vI2uDhmJ9OOCIIjVQz+1jeahjOYInjCGTR0XDrErB/SCen8kDBapEpC5EGcOjNfz9b1WMPog8XiayQyeU44YZBKX+A6Zx2waRWdqYFYGJrN/LHDu7W2ynSPAcRXfZ5bujpUg4H2Z4ClCdNZSldHm48FhMD6MmQK6VE/sqYpa3+Y04RfkvVBzKwXQ6Y9QzQdGaBdG7DY5Y17BmmaACREGYij5mclkXf1X3tGXpSLKS8DkLgRR+9PfAijvglqPYmpfNI+gBYWedKODIyZTvUBrExt+rC+lfvRRx+99GwGXVo1A6K4IrXNsXsPzFlKwJ7nkE6eu7rFv+e0wcUHibKyjow21geMjyakwkcWjY66SguvLipjGiHlSmNvGtHgbzoyMEAb6NVboqySB5CHlL2+F6HIxwaC5INPPfB+vW/EQz1T39RTswP6dTMCiIaPJx92nke/L0513Fo/U6RIaAhprYeE3Ttk5w/R0aeKX3ymR/UPxDXJ9TxFeepLPJdyNn6lLPRD+gFllrbE7jk8T55V24sdqfbrS+GNcTRy+rs8k7R8FPhAkp4ylibNMUKo33DfR6y+x7juQ1gfRhvofepnzG75CEHyrLX2IevjNe3Ix7R2iYhqX9Lx4UzZ4QNF/aKdVD/VD/eRWeRQ2xLeWOcjWz3MjI/01Su8I2Q0M0q13sfcSuzxhBG8BBK7ATeDRc62UiF8ZRpIdMA6A8LdoKfScCc6Fv7iXycWv6aXDPr8uGYXlj/XwrsWNl+13LkJQ9vgSzNfmOkkmDQTKreO01SMysZcSRAJxIKd/4Tp3ZYTfkwhEp0zEVa87vvSo6o3XVTjTdwxaxzCctdYlYdnQ5gyJZ13VTvu3Q3qpuczkBjYTZkoh6z5y1emr1EEUscbDaPyiYaRRlJ45YjQ6MjUR7sNdWwgLmkZlE0r0zwaXAyspu/4o70KkjfvIu9AJ22Di69hYnpHp44M6aAJMpR6Y3CWJ0RFWBCXzhIB1l60PdoAnb3OFTwbf0z51cGbojHo6/ARBRoo0+/cXK8kNFaIBLtwxKCCfNPMamMkbSwDcghk6qbpIwvhTSkh1tLu8+Ca5No95U07yM5E5nwUep/5SFAGyAMyHXj+9F/VVH6gjPhHGPQ5+gUDIz/epw8Mmg11x7W1op7FoIyYIPvIUt513rNraUuH1Hzwk7oU8OM6fpixhwSKA/hVpwy64H78JN3cc51nFca7t3zIO/OsnsfUILKoD0K6tBXhlDG/+lL9DDuS7lobycANwviYVYaIjUG8lkUgD8idtENsEAxEJPWxf//s2pVnFJdnM/Z4Tmmw0zT54PKOEEzjQOqiekhil666qt5QdPgY0DaQk6B/X+ybkR79ffUh/tjVKR9/6ru2R/HiA82Mgueo7awS4jybD0jLWbRR7SUfsekPQXqejZsPa4RNObPn3QXKPB9GkDrFDcE1c0M7TCusHfqYNRsmbv2GjxPjsv4KkRQ+6225+zDL8Uv6NWO6OPWx3JFIZNSHpnpX3722qX7iH9bVymvKMuZWY2gYd1Wu2pC8XBXVII2cIS4qRNTrTF+S1Ow6o6jAcy9qf50HMUAyfWn6AkICdCS+Gg2k7MRgb6Bm1yAM+iqfa4N3vthci4Nbvqj40xFqjBqQgVSFXE34VfFJ3MRhIDPgiKeXGl5jjL+46eTEl7xwY9dBcuc/fhMnt7gjB/zxr6PXYehQaMjA+9JB785IvdSJ0EggigigaRKdrTrqPtPgjhRa36U+GYB8Pau3SAGiTauoA1MPdboGSVOT6r04pMc0kKlX6iI7t9xPvqZBPk2bII3WgiGmBgKaFPXTwKtOWzPmvk7Twcu+8L1zSGftGbxrBFh4dT73PLM81Hyw5znS4TJjX07cDwERv3JjGtRoZeQfAdEXWEdrIK4DNNNAZjrX4Kz+Bol/uXxwS9kSbkz1WrnTNkpbOuKn4ZU//vp3wC0QL/Cj7dG+eBcO6s6HBlJL82Xw05dor5ne93Gq3PVDNa6kWwWqe54VXCvbXMt7n/+YwJ/7sbuXdw6JJybED1O5eQeInz7Ys6jv+mXkX9/Ij/T1Nxmo9dOZMkUWEWz9D7/SUjfVUe0FyVaG3MVDAv6jYQy58VGmrYI8Vkk51Gf0blznHjNl4Z5nQIQRCMqBkCvESj1xbUmDNXGeD1FNXOIRt3iC3NuM9OjvS6Miz5QyVEd9EHpP2phyy3IMz6bNhYBbLuED06yHmZG0F3FB0ksaKVt2dYsZP8KmLGqZpz9gR0iRdFPn8oQD6Gvz8WpMQxiReEoOYzHQqGpzFEnWoOsXpG1tLW0hxYj+2RiHROoLtUXtMnnyXNLS9vmnec4SEZDf7cDQMO6CF5BK5etCg1RJNb5M/6lYXiTkhSVMKiF7IP5UROBXRU9Y7tLKfe6JH+Je46l2SJriJjUM8LuSJP/gq8bAztQoKpEjIXckhM9gwy8J+fRVixwjezWM+7ELR9jFI37X7EioeHyB+sLyHgjiU8tX/ndX5D2rezacmJKgwUK+6ntWn3RESJivWQO9OmQpg07MAGOqi7bD9L4OWN02AJqSBnGJU11i+ljQeXkf3oV3m/eFTPGjLWQAkk8drfduJypyg4zqQGl+xMGfui5uX+gGP+/X+857jMmfcKazDXrpxN2vEreUBbBXWQ7T/LCnfskzTZ+1SKabDWSphwZmA5qyNCggtUgeiEP5yFetqz36tCH+Pb+6nnRNgxm8+meN/+XahHJTjsivj0/vUXh1xgeBj0waGu/Gu6ANdlyJpTTaZZBnSfp93nOfiCv32PPulEnNrzCk9nd1gK92foSH5EHckeRHn0ETiyzlyBXTirQ58pF88qsuW2phStBmLtPONEo+UvkTL0hXGbpnkNeH5fkgdvkVjw+zEDikoRLGaWbgmiSPTKhaMe4+5mjqEVzTzpm+lZ7lINL0/pRFhbgT73J5mAXyHBHp5ZkieZ5A/2ZpklkodT5EWN1PWVqzGM23etxDWt6Z+JN20qr1JH4rapl4j8KBdmhJEIWP9aY+Rmh6Uxe1EUtKQhj1zcZO7co0s5kcH18hjLSE0VTqnxFOZFnf7WM/igB50UZ9ANGS66utq9UOks/Uz63GHk8YU3mZKgvTS/e1qcKailApaEasy6IVZPdFYJErTYCvDKZ1Mu4R/vhh1wkT/kn8cfMFQx2tExC/+0xu/CRMwlXJff6lzy7dhO39Lyc6V2F8vZk+ppnSAHR+vr6niS9Cwp/OKxpX4uve16L1c1lczKQhyxe9sKYlNZ7ExZ570RLoEGl6kRwk1DvTYOtAszsidTOdk84LWUsnSPhRZ3Us6iuNiQGTHxpoZBthRA7Uketd73qtI7Y+0MCC2NVyFJ+OCrlAWNRron6op9bGIp+0ifID8hGwS5uIC1ayg+fzDHHPs/XgP50kv4mrxhnUa/ZI4q75JNJPR50+gF2HTpvhjEKDcaag1Ul12wCnThpE0pmTvDOIW5WaD9fJA1LDRGaUuUFSmtbb9Zt+QHioZRATcl9/Fu2EOLgnLflOPpDeTJUlX+5FahruiUscJPcg/mMH/sG1tOs1e/KSePI+wH3Cb/JfwV/8ayNIHYKdj5XkURz8eT/s+UAWRr1PmYhfXOyQvKnzNS1IXrhll3S0Y0gDIp789yJsnsl1wC33c09e2Znqm2lybd5mGGnRLNLYW7eXNp3nrvkF8dbrWUPckSDXeTZ5St6IuodQWYrhmYy9BHlEsixvsQYxHzLeVeKrcbIHNU2S65Rt7PEL3FNe8ucDgpZef2g5gvqS+JQz7bPpf2NmtPL6W30x7mANow9pdc6HvX7EmGl9LVKvztBEI4z1Y8V7piCg1XYMmg/s5BuqfSsxCOOuQk8nQlQE0xgqKzV4tI2mpzMtpTP31UHDYCBmmgKxFjHrFzONnTUOTGJdovUw/LlGzAh3XyWmhRJXNgZkHWPukaxr5MavNWG5z544VhL+kTRfUQZAf0ugVXHshA7JYEWs0ZomvroILQjh17V7ruWDIJLU6+5zd986N+fnRZIOf0zpW4OUL07TReD9aFQa9O6K1M08o3oZxE0ZpCPy3nyB68C4054oc79SM2jRjninqbs6IoOq8LUdGGxNf1iYraOitTQQ2aiCPFpXo/PKV37C5n1M68Tc4y/gJ+8QPBs7SUfIf64jNe7YmfV+LytBGpHqt+bXM9GAeH7tRflZHmGayBSkMuTf8yhLSPj1pF9hIDElj5T6WNKeaG7jb1pZ1DiqPf5ieh7ha7q5jj1+4yf3Kvjpw3l+8Uf44UbcD7jXeJVd7is7Irz7lVzGP5MbfzGD5B1qmpDw4J7rxBW/rvv4ajyu5Q1qfJ6RtqgSxjolvRzyDCmToKZby095AHLhY994IT3p0ixmNizxQp7JdU1jK9A/V8CtPrf8Ie2eQdvKHgJtTb/GHbEPhCHCVySt/l78x13aKR+IWw0Xk7ty78Px64QPGkB9g49y6xhpto15CKOlH/pUQDyN51FC6WeFRTYpj7xTEL93bsOaJUX5exP3tAuIuZUYU9K7kAqh4nop1vxo9Bqk9WMITb4kaOGQGl8RNDgGZV9ATAMxNbIvJYtzHYbr2ku3zoxmh0lUFmGopIn1X/yJw/0ab+Im3IjwhF9puec6pnS5ryTSE5f05dm6LZWUScRRhZ/4IwnnHjstpXh1ls6rkm/3PHdM4YSRb27WcBB2Yd2Pf6RS54G407r4woM02t0V6mbtuNRLSGcSu/LwJaosHZVi6oK7KTTEHOmjsUIafcXSRPjQoY3OtJW06qCNDJoOJqaPkRWkCTkSl0EpftOGmNzkU36JduQ6eecm79z7QTfP6Jqw80uSFiTuHgnXI/6riC/iGpJ3SPqQMDQ3iBvtog/HrAmkCYi/GgbEU9PqJc8bCOeaFoVGN5vbpJsF8e4nTNKBafEA07WwuY7U9JN3qPbElTj6NOOXmXqpL81GJINl3Jn8qWvuqV+ey5pVdssVPHvSrPEjE6l/wlfk2Zju5b6w3Jji5K7exR73pAf8h6TGzf0gblDtwmQNo3dGO6ZPqxrGpFXTjBk7gVzLb33eEEJtFxmhsVInkSyzCmlzyrqPqwq3rUDeQZ4/eXHtXt6Ba1AftC3rBq1d1AYoDvRr8Re/rntwi0gr/pNORfICyUtF3GpZ1b7LPfXcuEThgxsYt4xZ3ov+1wyFugE+4vEG9yhHjHVRpCCHtOHg3UXDaHw2+0hrmedIfmq+tgqDMO6y9y/C4Kvh0wyG2CCI7MiYzsALV0FCeEKGQohCgLgjUNxybbrCNZLFfwhe4mPnnriJMCTpCM9MGMKe66SxmoiDX2Fch4DmXpXEH5FP4RIGWUWSVXQaLX4SZ9LLM/AvzuSV3X33uBFflzpEX5u+4CANq3akuxvUwXRm1a6e6rB0Hum4aPxM19hxaBoVdGSmUBBHYX2dmwbJ8gbTJzqyDObQd0iuwXVEXLnPlId6LUzyGiSMuHOPP51iDR8kHmafXh8/O7eI64jr1SDOCP9JS3j5TRymzNRNdXG//fZrGsdMRSecMHk360HSziBvSpgGwmCp3htcTElXEgDyF+QZgmpPWcRP7sUd6j3u1R7hN/EAt+QhYXxsqIs+Qq2bRXyzGUBY/q1vtbbLQBnNuEFWv2EdpXWV/Kqf4hTGmi9hlAuCmbqfPFYkf0ySZ4T4Fz7huEmjj8d13Jjiqde1/NUDaxijYUQY9WOIcfIBvRm4TnokYZKetJSHfLMjzwgjhQYtHKWGj5r6HPIrX7kGdu59+luBPI/0I3HPc+UD2LIkM0vamjHGx5n6z2+ekb0X7vV5YZofaYuHcGMG8VPv8Z/0A27ybe2iJQI0vpaC+TBH8vS/PnACbcOaSDM1+mCmpWCWFHmf4hO/OInlIbSSwriffFVzqzEI40+QCpZKYyAzFUfDaM0dMqPSEoNGyBNCE0IUokPilx9EETHi1zV3fhCohA2xC2lKejXupFklabIzk0YkeVhJxCFcyFvNk/BJfzlJPMKF/IqLPSQx8XBzj9+kw7/7yWstU24GFMTdQG23sHdF0tnsrug7hf55XaccEAzaGVoHdVfHpi5bc2WQScdHO2EA8xWPQIZwu582kE4LpqXNrb9f3YL6jnR+AX/cl4szqNfiSv6q+7RwPeJnJX81f9KJ35jKx3SR+mwQs8bKB2U2DSnvIH0I1GdcCcLkHYFF8sgAwmhK2ocXDa/4Uhb987iubrEz+7KuqOF6+7R0Au55VmbKALG25tNAL+80KDa/yYNyZvpw0a8iVQiPUyYsn7FUwnIYu+lrmQpDe8cvYok8cotA8gu9O6TcuC/3TJB7SX+5upG04sa/DTTWXXsuY4f+zjpK9xMu9npd44X+us8zu3K2Xp22SjnTbinX+uwxQZyuk2+o9+eF/ll6uNeXMeJrfbsydKQNEqYc9W38k/ocK2GltCtqWdS2WNOp9vSd/OlXfaibjUFsfSCZqq6zYfzzG025jx5E0zpyWnj3055AGOH16z6ghJM+EU8ts63EIIydHbwsanGDgy9GRKaSo+UkRGjavY1K0k28rnu31WS5OGad12myXBrc+3txi7s80j6YmiAWHi/3zvY05PlXE3WZCTobnZLOpu8Ua2fYX++JSPnFjmj7gPHxYrc5bRcNo/LdbFnVdwSZkrYLFhkwJYcwxg//W4War4BbFfWJKV+OFLF0x/pLxJooKwNqBlmED7GyPMKyFURH27a5wXpwhzEjzZB4TdkhjJYDOTEAecj9KluNvHuE0RpGU5M0jMiOpT0+NEIE+ve2lvwm/t6v+ohIOTvSunqE0TrlSrS3ozw2gppPds/hIyIfFDaGhHwtyjPJR/LC9G61A+XPrH0Cu/sk4dj5dY/EPRJ3/nIfen9bjUEYOzt4SYtGGKe5rTetSsTIrPO6HplWVnGLuzwOwjgdef50LNNkWhlxT8cVxH/QX++JqGXHnDdhrKhrGKNhtI406SRf2/mO+vIBgzoyZz2dNd/IIEJjSt0atAyQdvLbDGjxv13mwjkPEolEku0spa2pz+t4HBv0ECPHHWW6eruRPCDDddOLscPsEu1Q/96AfS3vb1pY2FMIo3fuY6GeyhD/2/l80ibJT72OuA5yP3C/ksFpspqf7cAgjJ0dvKSNEMZ5yErpIlYhf9Pu91KJWL3eSgkhjCx3z7V8DsI4HXl+nUmVuFepmOaesEHi2ZNRy4i5XYRRehbPhzDWfG023c1CPuRB/tmRPCTG8Vk2AiB2jhDRh9pdj1QhNHaS5mcGtEeWVCCMlp/QOprKtfY2GklncdpF6g9C/FgblqUW24G8g7wHCGGkYaRdNHZYk6neZPow76uGWw3LhVkLYdwpqM/GXgmjk0Ccq2lKFmbR3mYB+SSp+z24yWf89eJefz+obr2fXG8XBmHs7KASLBJhXC5txGql+4sgNW+VEIYUVunvCTsI43Tk+adJRdyW65wgnVcwzc+ehloGzK0mjDZ3WNMnPf8ENiUN0ur9bxdSRvJDEEFt1/pE+acVRKCsZ0SAs1bLFDQi6Rgx08+eF0FEepQtzZyzQEMIbdCyphqZNN1tU009YmURgKhVwmgjio2MyG4IY95b6tVakLrVh9lTCKMlCv5C5H2nrm22vc0C8rKcVMhrvec6Ut1J0LtH+rDbgUEYOzuolItCGHc3qYRwuXu5Pwjj8sjz9zINK92fdm85v3sSahkw50kY+/AhjNYBOlLKsToWyEtLXuJ/O99Ryid5Ars9neWKxNi8Zmo5hMYmIX8Pohn80Ic+1DY1IFcIo00DNIwOmneovLbvjybZRY88Wg/onqluu0ZpnJKHKluNvIsQRuOFvspz+5kC7WmgrAJ5XUu9We5dr4Uwbkd5bAQ1n+zTNIyZkna/ynahps/0niI1X30eazjI9WqSuNPfcNsODMLY2cFL2QmEcb15iv9KyOr9echy5HCaDMK4duT5aye1nMTPav4G/g21TJjbRRgNmo4YsTYwf2AJNpvuWjCtXqRsSDZPycspp5zSDia2DpGW0bE51ik64UA7DqHJbyvtoLb7GWFEEO985zu3M0IdzYVU0iyef/75bQ2baWr/1raeU3iaypQ9SX62C57Ln5Acw4bkm26nGcsRYCmrIGW2GuKnf7Y9hTCqT2edddbSlLT78b+dz5d8RGodnOZWw8S9IvciQXUTLlL9bCUGYezssB7CuBIhWg9ZWk6Wi0N+ViJ8uR8CVuPJ0TXV/7ykptXnuc9D8ln9D8I4HXn+1aR2MlV6f4lz4P+jL5etJIx2CCOM/qtretOgqe7LQ/WbPK4k80JNQ55Mvdrk4hgUg71zGJURzeC1rnWtpinyv2aExr+taRgdCePsOkeQ0E4eeuihk/3333/ynOc8p5HFN7/5zZOHPOQhjSw6bsdhzn5u4K8XIV81H1uBml5NkyYUYfSHL5tebOqRf+Rf+RB+1pvPvO8+XAijMjT93RPGmseVZBFQ88FeCaMPDscV2RjlnvJYhHzLQy8VrpPXKqkLuV4N1U/CrDXsPDAIY2eHRSOM0+KRHwPYtPshZsS9StqY1gNxq2HmJTWtmi/Xfb5dR+J/EMbp2Ojz9+GWs+/pqOXE3GrCSFuHMCIfjhaxBtBZdBlwpAvJ53IyTyQNJMWUuU0etKEOsDb97JxK583pS2nctF/TzAiB43GsbXRkkDNvEULPq7/1e0uaOec3mrZGightGlKGhEHWBm4VPGstf5IyRmA9t3WZiA7tKc1onZLOe04ca3k/CdP77Qkj7WxPGJPGSrIIqPlgr4RxpV3S24m+/PrreWI7n38Qxs4OIYy+7nvCGHM5cd/Akj+fWMAdEpRDvHPNb8iReyGA1Z1wR7qIr21TNu6zI2QWVwvjt3zu+aoXJuEJPzp0+WKXD374jZ2/pE1DIG7xuZ+05IEfX/7iEd513IWTD37FSVIO7PyQPFfNo3QjycsgjAPbgVq/mCGMCJy1dLMkjH0cyJJ/SZuCNWgiSv5PizBWkjQt7Xm3i8QvXZIpaWXhiBya0frfa1PH/nVuDePb3va29mz8+j850mjXs13gjt7Rxwjv7ELP5kxH//SnPUMg9MlZ27jVqM8cyCN4J4QmDME1BY84m5LOf4RTHgmf69XQhwNu6gJNLA2cOuJAc78GtEY0yLR97O6JZ61pQ+/X9XrCL4caT42P3S/0QhhtekEYcw4jrLcMB2aHQRg7O2hkayWMlQCRSnpI/ugSQlX9hkQhZUx+uPHDRLoSRhzChHS5Zgr74Ac/uIUNGeTumn+Ejptw4guRYyYO4XKNCIZAJk3CHuIYMsyNv/gVB7/uJT4kVRjTVe4ln9LlnviTRsQ1P4MwDmwHav1ibgVhlA4TqaJRND0rPVokhNHfPfhF0ght0koEYDn3WSHxy4PfnvlrhX9CpzzkkZ2m0ZpE9+TZ8yEFiIBNL7SGSKWzGv17OaSHiTS++93vblPW/gCT3dHSDhmaJ1LetSxjZ+YecUSQP9YYN2gYrb2bFWHMs7pmVx/9Vo72mdYbQbW2M2XOH4nGsUL43N8u1PRrPtgHYVxcDMLY2UGDWg9hrNe9+Kp2BhnTPzLFi1C5hzwhTUxiQPK/ZAvchXF8hH9J2iUWjR8iKfwZZ5zROlH3nXdmvYxdee4jaSF3vth1ZOecc05bQM6//1hGcyj/ju2QtjxYI8QNcTRISUOHbYosfhA+z2HKSEdP2OWB3XNKRzjTSwY/6YVQij/2KoMwDiwKav1izoswCpsBHJjIFw2jqW9kwBpGbdEh0PET/4HraXmJ341KJR+9e/JOe5V0Y3IDfmnfTCkiLyG5rv3Kkvj9Wf7sAkhPtHbsSJdp6Pp3l5jzlqQTeN6QsjwryKspaRrGy1zmMm1TzywIY1DzQnw8mJKmYVQn/SUn6cmj/AT8I98p+2C9eVgrkseV4q/3qz/2QRgXF4MwdnbQ4NZKGHtxP2KA0fmLOx3Nc5/73Eb+EC+aP2FCGLkjf+koibC+qp/1rGctae6e+cxntv9Rus9vdpD5wgwxM6Ahe6aHhNfIdBo6XetqLrroorZ2CLkUhsiz6WTpSI/GIHC0hTyK23OZKgLPRSqkp3OSloHBkRmPfvSjl8J7ZqRQPLXsBmEcWBTU+sXcKsIImZKWjj7IlLQPSQdja8PauwEUOQgREw9JvxGJ+ywlZZM8Sx9BlF7c2GMKk2eMe1D96ctqX5K0wL1cSw+Sn3mK9GKXt+SPu3fhPXh2/byPeJte9FU5lHxWhDFIOPXRv6QPOuiglp6d2fpNZ2GqHynvvJea7544roQ+n657t2lYzV+9X/2xD8K4uBiEsbODxrVRwkgq8QmZC5A97jSBmd4lBiNCu9hDA3nFK16xFDetoaMogqRh2ke8pqFp+fKVn84CxKXD8LwaJtIqTkQOofN8CKN7Omn+dIzWx0ifH+TS16174pYOkz/2vkE7qFe8nlNa4nEde8R1JH4GYRzYDtT6xdzqKWl/SqFhlJ7NIY6T8bGpDegLmNYMmtKl1fe7PYdf+7BjfvSjH23mLEXcvUjHJgX3Y5o6ZupD3PfByEwY9/RV8ee+tYn8JD59BtO1e4lXeO5MfhLnciLcZiTPkLiY+sILL7ywzaogia9+9avbO9H3OhaIVtiU9CzWMFaoJwmnPr7kJS9pHxPGKRs07SK3iUi6NiEZF/p0XK+HMM4L8pG81TyyD8K4uBiEsbODhrkZwliFli0ETbymg7nTJooLAXOdeE3j5ktbWOF8ITqKAqlD8ExVc+dP3ICs6UCRMtq/TPEIax2QTs3Akh2GwjnO4rjjjmvrC2kWDYjPeMYzWjzpbJKORpwpbHmmMTz99NPb+iPmmWee2aatpeGIDQ1cWOuXPHM21wiPEEprEMaBRUWtX8x5Ekbhkxa7Nkqj6NeABk1pskvXukZ/PLn61a/ejrCxhk0f5cBsB3wjlkgD02YSbvMQaRB/XjnyyCMnD3rQg9q1zSt2PHNjd9C2ewkjT7m27CVhklf5dp04neUYP0zuTJK8zFvkKflKPpS36WdTwVe5ylUaqd97773bu/L/b4RnllPSoK4FpvLNINkdLT39I6IqD4cddlg7NJ22kb+MJ8yNpDsPyEfyUvPEPgjj4mIQxs4OGtdaCWNPcHqJ9o0gbzRzNIs9YeIXGfzABz6wKxeT1tkII29/9Vd/1QiXcBaHA0JJ+NGIkEpxIoBInK9eZNHaGvE/6UlPaoNcnhWZ44bMmZ42HW6HIiTudFI0AvKZPIgv+c9Us3vWXmZhukZOo8oPIiuMtITjN2Q5wj3imv9BGAe2A7V+Mec5JV3Ds1syQsOIGNIcEfVf2nbgumbXPxH2EAaDbMLE32ZEnGSaG3FoNFNa8mJqVF6Y8pL8sXPnj+k5HAcjvPtIT/y45s+1ePhNeuLjxz3uydM8RVrVTJ7kJfnknnJwD2mbNWGs9cS4ov/2wZ4/5MhPypt2Gqn1sU7bWNNNnV1PHvjt/cetl7Wg+q1h2AdhXFwMwtjZQYNaK2F0Xd2QnRAoQvMHmR627sTAE7JUSRIS5cf6tH++Bi0GR+AQwh/96EftB/yPe9zj2vpFjSb3gf8LLrigxZE8kWgl3//+90++8pWvLBFY8CsrRA6Jo2k0FSZeRFG+07HIT6akaSLFK1x2VLNLx7pHX7QgHVM2IZKma4QL2fT8zJRbXxau3R+EcWA7UOsXcys0jEzt2AeXjzwHWdNgRWgVHYJt6pF5zWtes5nu0TaaDnWv+t+srBRP0iWupc+Nxi3XyW/iCdFCrmInypQ/O8L5TRjPKH7X7PFD08qevMxLkm9pJy953uQvz8jOjdaXJtIH+GYJY+pF6gik/2baCGWtpH7ZOZbIbMg7Em6NoylqayyNI8LUtBP3clLTz3Wkuvf3VkP1V/2zD8K4uNjjCWMqXbVrVM4NU2ERxpAcpIc95CekphKcXDMRNcSJaKyAMGbtYtU0JqxdxWkQBilaQ7BmEWFCGg0qSJxDcW1McS2MNTbJRwgrskaLaJq4djTiffzjH7+0ycUA+IMf/KB1QNbn6ISESb4RRvGG6NVndKyPuPydIWsrv/71r0+e/vSnNz9V5G85EWfENf++kqORoDWd9r4GBmaNWr+YsyaMib+moR2DNqS9WatMQ2/topkJx6g4e49JuMdehftWifwQ/dI04UfeaboslUEE/PIQoVGWtIy3v/3t27pofaO4LIth9mlth+T5IvWespZnf6vJNTs3/efnP//59k57krYW8F+JkTqRcUSc3IwBlg6ph2aT7JgOAUccmabKnVKhL0/9Stig5i39Pci36+SD6TpjGtSw7FVWQvVT/bIPwri4GIRxV6Wrdg0lhNFXfsgOAhZtmsGjJzxV+Oc3BErcGqmOBekS3v3Ex7+pZJrAdDKOTnAYrHDE2kVH7KTBOLrmc5/7XLMLgzBa9yMumkiaQ3HSHvrCjL+Af8fo6KxNSet0kDxxyCetJsiLhebilW9EN6SZ3fMYFLL5Rl41cmR0WtksJ4MwDiwKav1izoswpq2LI+kZlK1j9LcUZxdajsLuI4ywEycguLedkryQaffl0TO4bwrV0V92EGvPNGH+OW3q1tIZZexAajMo/OfZF036Z3Z2pPfCLv/sZn70g/27XSv4Fy4zVBWJy9iifG18stZSvQxRJMh4dmvry+VH3RKeSeTPjJJ6yN01d9chhcLJB3EviH/5rJL8rQR+4q/6Zx+EcXExCOOuSlftGkEIo189IS4EkUHwQvimEZ4QHcJueilxq+gWs4vDPWQLWQxJEq/zGqUPvgoRtyxc9sWKIGrA4nNPJ5yG6lidHNmD9EkHsfMsCB2hudDoNUAdhcYYAphnQCJf/OIXt0Er+UYu+fNc4ichuqbvTYenUzENY0DlP89GxF8lZRTp/bo/COPAdqDWL+a8CGNQ7TVOpnvMDPD1mrmSJJ3tEv1W+ivirNbDDz98aTra1C2CJa+eDUlhpgxqXIsoyWNIVtzybqD6r+ivKxJPwikX/TVTH4ucOlHD5kP/rb785S/f6iYSbl2oX+qZ+dFn/tmf/dlSXpRrD3lNvMya77yHkF/wnPJS71fhvhryXLEH7IMwLi4GYdxV6apdIwhhtAYkhAZJCmEK2UFuqp1pYIk/0Ng0MmLagns0i/wmHG3g+973vuZPwzVI0Q6adtZIfCVmIwy7nXBf+tKXlhqtqWTxER2JOCPSzFrFNHxAMk0nu0/TiDg6m9EUkjWS/CoXR1q4J27xhTibzj7mmGMu9hcKpFRatJw1D6tJyGLKQxn2axhrZ5H3NTAwa9T6xZznlDQRRx9XbafgXr0v3KKj5lff8KY3valNQTvc2jpGPw2wFCbgP+WxE1DfwUrvJ/eq20rvr5ZBwhEf8Y72Me1th7Qp55Dvvfbaq62jtJPccgbHETktw1gSeAepZ8zvf//7rW/P7JX1juw2VuZEjeRdWETVMUgUFSHIQfIYWQnVT/XLPgjj4mIQxl2Vrto1pEoYEZdKZhCltRBGhNBXm4YFGq4DeUPq+BWXdYCJw6YXkAeDFNKFCLr2VQfyqZGbRrYDThpgXaJ4TzjhhHaMjrhMWdhxaXqY9tE9jQ+JFZ/GmfwkL/JBw1iP5tFJcUcqaQ7ZkUXx9udC+iuFZ085RYRZSWoZuxZmEMaB7UCtX8x5EUZtK2Cv1+4nfnama+I6fqr06O/PWqah3tfPgLw7ZPycc85p/5DWnpEchNH0bfpIYfJ8MbdTKqbd91z1/eddgfxD9Zd7q6GGUSeUo6l6pM5mQ+cvmnKmUVSWdtSblvahb7aH1jbjhfDyIq5quu/oHYoKO61vc5vbNKJG9O3O9jRW5D2I07pUioPXvOY1bQasPg97lZVQ/VS/7IMwLi4GYdxV6apdAwlhvNGNbrQ0hRxSEzLTk6BKdnKtoavgabw6zUA6MTUSU7sO3E4+dBAarsaJFGYw0bla2yiPzlJMA3LALAJHiygd7sJZV2O9o7VCBrkAgRU3baROyPNIT4fgUFjhQH5oDT1PNKPs/COF5513XvPnOWhA7ZZGPOUl5RSp5dVLyo+45n8QxoHtQK1fzHlPSQfcxJl4mTUf3DaS3nYheWXqv3z8mirNMTr6CIQxz6i/TD+3U55TPus7Ctgj/FR/q6GG0w+bfjYTZIkUoohs6xOvdKUrNY2itaH6fxrDmoaxIuUJtUyNEc7PvcMd7tDIoj7brJVlQAceeGCr72a3jBPqOiXC9a9//abJ1DfTNqaeVlnLM+b5Yg/YB2FcXAzCuKvSVbtGEMJoLYiGEwITohSphCdSCU8qujiRtzQoHWO+qpkhjDa9aOD8+IKjFUTAou3jbqrAbjz+TQ2IV/w6Y4ROfnUe4q2NOKSVNlAYu5rFwX+ey1Sya+sdnQcnXkAYq9bQ89E0yp/pi5SdXdbHH398u4d81nJZTUIWa/kNwjiwHaj1izlPwqidpi8I0m4j8V+vV0KNf55IOpGaZxLkvhkRpzYgHcrSIdg0V0H8QfqeRYf86rNTF5J/qM8D/fVyiD9r4P0MwQHodpcrM+MSwk3LqD92soblQ/r0EO6Uf62fzIwJ/IjbbJB3gHCajbI50pFOiKm1pp/5zGfaZkbaRn29I4P22Wef1r/r6xN/lfU8X+wB+yCMi4tBGHdVumrXCEIYVdiQmRArZkgTMyQnbhoxE3nT2DRSDVSDhqQDsZvypekzjeyLTh4QRlPA4s5/nd1DEo899tjW8WrQoKPQ0DJdjAjqaHQA7mlkwjJpAW1icUyE9Yr8m5aQjvSQRmtkfK2CMDm42zOSpCOMfHq+fIlKO35TNoTbStL7FX4QxoHtQK1fzK3QMMatd18Oa/W3nejLxs5iG/9oxpSlmQ1uoA+JKZyyXXQkzz3ybqa9o/W40S7q5/3ph1YRUTQNrfz8Hcd4EWVCLS92/X7s9Z6ydc/Y5PeS/syDMHoPlBH62Rve8IZtitsyJ36d0UuZQZvpHEp9M4JZ881eZSVUP9Uv+yCMi4s9njD2dtC4kB4N00GsWWOICGazh8Ej2rYqIT7u0cj5fZNpZrufmdXunsOtTRefeuqpTSNnvSF34mDtkCn3NZxzzjmnNWh+5cUXovgsJhdWvogw/CB+jl3wBxYHyYpDh20ndPKIJIrL9JBwwpuasF7GrkZxW3spvjwbP66Z/Hgez2HtpPLizl/yvxaZRhjvfve7t4FFR6kM0lnUDnBgYNbo+4dZE8Y9CbVvVY7W2SnDrGG09Aaqvz0R9fnVKYoGmwn9ctVUsPKyUQiRQiD9TUa/TGtrNiha6qqtFo86WutyQHFgSdJtb3vbNg1tTbxj1fS5t7rVrdosU5QG4viLv/iLpliQF32/a/ER6URqGithWp7YB2FcXAzC2NmhEkYn+veEEckyeFRyE6nkkbifsPHDnnviE5c4ifWDIWZM/rkzETuSOIQTXv4Ie/KUdPnlL+m5ZiYPiTuSZ6VBZOcmH9yEiX92mkiS9N3jToSXbo17Nal5dy1NOwGdLXbZy162fQ3XznBgYF7o+4dBGDeO2rcOwrg86vOrU/o6YhbJYea3uMUt2t9clBsxrX/jG9+4aSApBJxbmeVGqZchi5HMNrHTGp5xxhntLEy7q2ka73nPe7YNNMio3w4iovzSpJr2dvg6wqiPt4Yx8Yoz4no1JFzsAfsgjIuLQRg7O1TCSP0eEoXIhGSFDE0jOcT9+GEmbOLJPXGFhNkRzY74IY7xr3Hy7x53frmFUJpWTjzWmdT4mYkj6cRNOuLINclzuJf1jAmrHNiZCcfMhhl5I6bW87ziWqsIE3EtvHPaDNI6SIQRvKsxUA/ME33/MAjjxlH71kEYl0d9fnUKSeOGAKprNqiYJkbuskPakTo+pm9yk5u0EzD8YIFWMKQxcU4rW2sYxUmbiCzSVjq30ZpGa/f140howpquNot1pzvdqY0z0zSMuV4N1V/1zz4I4+JiEMbODpUw+h8qglSJDfIUMrQcKeJOQtIQrZAhdm49gcuUcAgq9/inWXRNomWsGsWQOW60e0k7eU3YGqc4shYx8XEnOouaB/Gwu5fr5F8cIZ8JX9NYqwgTcS19nZMvaZ2iqRk7+7JuaHQYA/NC3z8Mwrhx1HY6COPaoE6lbikXJg2fc3MdY+ZD2iYYS3WibfSPbcTPCRfOSqwkK+tCQXw0l+4jiNaJOy7HuY3WyosfYRSX49uQT+GZlkrlpxD8imuarAXxV/2zD8K4uBiEsbNDTxhD0EJqECFkpso0whM3A02uIyFi7CFjNIWVlIm33uOXG81fyFni0oBjdy+ksxLC5C3xhyBWf0mfXdohg/ErXn7cj7tr/pJnZs3TWiX5I67FZYokv7uyvsY0Sr68QxwHBmaNvn8YhHHjqH3rIIyrQzmoU6lXMdU1GwtNE59//vntmB3rD5WlPhLBIr/wC7/Q+mrkTnmbhgb9ZeorwmgNI60ijSKSmCN53v3udzeto6N2EFThuTP9WMKxSGaSvvKVrzT35WStqH7ZB2FcXAzC2NmhEkZT0ghjJUMhNGsRpKuGi3BzDwHrNXQhW+6HkMXOT8KLP2bSYYpDnMzer7jin4Rc5tp94Yj0mJ6fXUdR0+A38bnWibgWJzs399YqtXxcS4uGUcfhC9qXM+Rrd2BgXuj7h0EYN47atw7CuDqUgzrFJOpYTESP3VpFu5ptNqTxs7ZRP5nlO34ViPDpM/0aUFhSP7JNSTtCR39rQ6F/YgPtpB3YdkSb4k795h9R1S/bNJnp6pVkJeR+9cc+COPiYhDGzg4aVgijrzXrNUKQQmYqyanXvSRc787NvZDEuGcTiUaJdFVCySTCZn2hMPwSfl2HdOWaSIPwJ1xM8SGAiYMIG/IoD3FP+PjJNVP+hEm6ffprEWEirsVtx15+feWZ/RLRu9JpeE8DA/NA3z8Mwrhx1L51EMbVoRxCGKGvY0gjTSPyZ8bFod60hJbtKNOQRjuqrW30u7/sog5hFJ9jdRzn5jQOmsTsiDb1bcOLUzKQSJpFIk0/ikAu7a62plEeV5Me/b3qh30QxsXFIIydHSphtEvaer4QKGQGkQnBCbGpUgkQMiVc3CLc3GNPGNcIJDtyRLPXkzn3xJs42av08ZFcR/iLu3hCSN2THnvCJJ08fwir+0mPCEPEy919YXJ/LZJnSLziQBhNt+gELfjWmQ0MzBt9/zAI48ZR+9ZBGH8a/XO7Tp3KR3F1Y4b4IXHOyDX7YxbGmIVoKVum8esVr3hF+1930klc4kDEEEXEMH8ho720A5oGMW78I5wI6p/+6Z+26WhT2uLaiIgvz+M6YB+EcXExCGNnh0oYrWGkYQyhqUQp5pD5SdUwWs/okNrRUQzMG33/MAjjxlHb6yCMF0fqWf/srlOvaPfqVDI77aApaRpCP3E44IADljSL+ks/OrjWta7VNlI6fDvhmeqs+FN3EUFIev4IVjcXxhQmeRGWmbDMPAM//fMAt+oee+82COPiYhDGzg6DMC6O3OMe92gaRu/Crj3TIAMD80bfPwzCuHHUvnUQxp9GrWuB675euSb+3nXBBRc0ouj3fXZH1/9L77vvvpOb3exmk2c+85ltqtkynoq+zmaqOkRwWn1O2kElmfIqXP8MIZpB/5yx926DMC4uBmHs7DAI4+KIPxDoBHWGgzAObBX6/mEQxo2j9q2DMK4N6pS6FWKmbKxD9N9+h23b6OK/zpe5zGVaORKk0ZpFf2w566yz2rE3pqxBPIkLkYumkFk1mElXerkH3OKv+mHPe3PPdLY0p71LbtU99t5tEMbFxSCMnR00hkEYF0MQRou3B2Ec2Er0/cMgjBtH7VsHYVwbQsoACXNItl+wqoMHHXTQ5FKXutTSbwIRRRpF68f9NvbrX/96m7J2kkTqJrJXySf3kERwP2km3Xpd20LsIY/ireQySHpBwlaJe8A+COPiYhDGzg4ayCCMiyF1SvqII45YIoz9OxsYmCVq/WIOwrhx1HY6COPaELKGdNEqml52TI7jc6JVRKj233//tkPajmbH5/j3dOpj4gBl67q6Qf4IQxDA+g7iTxikNdfyFP8BN2sfmY7fqffEmXhj790C9kEYFxeDMHZ20BgGYVwM8ReCTEmPTS8DW4W+fxiEceOo7XUQxrUhxM60srWKjnfL5r/8DvCQQw5Z+kNLNqkgbMoxGkP2xAWV6LEr+3PPPbcd3O1/1c5l/MIXvtAIIn/8mGK2K9qZjF/84hcnP/zhD5u7eO2upvlEaOXlAx/4wOQ73/lOi19eQB7qu02e4tbfG4RxcTEIY2cHjWEQxsUQGsaxS3pgq9H3D4Mwbhy1vQ7C+NOodS1wrV7ZBX3ve997iShmec7ee+/d+kN/c6HR479qAV3n5wbimVZHkTB/dRH/ta997XbYN6Lm7y+O1RGXqW2E9MQTT2z137tDGkFf/PrXv35y//vfv/0Z5sY3vnE7Su28885r93IkT/98yU/c6j32QRgXF4MwdnYYhHFxRGekc6Rl9OeB/rDYgYF5oNYv5iCMG0dtp4MwXhypZ/2zu1avnIXoPN7LXe5yS0tz9IXIIzL13Oc+t01FOxMxdbFqEAPxcc86Q9q/v/7rv27jnF3W1kCKz5Q38vfOd76zaRYRvxNOOKGd53jlK1+5/cP6D/7gDxo5/cQnPtE+6G9xi1u0eBBPpJH9M5/5TEsHKjkE19Wt3mMfhHFxMQhjZ4dKGPNrwEpieuI4ZOOSMlSezBw2zm6AdpD5DW94wza46JwcEZHOpr6zgYFZotYv5iCMG0dtp4MwXhzTnplbSJWDshE0v+K70Y1uNLnkJS/ZiFS0jAia/hKpMj2sPgpf483UsPjcJ8ijqWN/bTnmmGPan1vEQ8uIpNllTbtoGhoR3Geffdo7cy6u/0n7cH/b297WpsXvcpe7tPQRy4MPPrh95H/4wx9u6eY5kqc+b1Cv2QdhXFwMwtjZYRDGrZcQRmVaSaSytyvQu7BL2tESAwPzRt8/DMK4cdS+dRDG1ZG6l3pFK2gN4ctf/vJG3hynk3XdNI20j7e85S0nz3nOc9q5iza+IITiMC1NUxgiCTHdM72sHiOP1jB6L47mMVXtvMe3vOUtkzvf+c5NAyltv4r1K0Kax3POOWdy6KGHtk03733ve9u09Q1ucIM2Ve6w8OXIYiTo7YMwLi4GYezsMAjj9kkIY6QnjONYnYGtQN8/DMK4cdS+dRDG1ZG6l3qF/CF3PpZNAyNmpoGvdKUrLa3vtgnGn130kaeffnr7fR/tpPoJzGj8xEcgZNK0tunm/fbbr/W5iOTnPve5ydOe9rTWD9MeHnfccc1uk4z1iXZm03AK9573vKfli4bxgQ98YFt7medYSSAmsA/CuLgYhLGzwyCMWyfRLPaibE2RKHtTMTrFbHrRYfTvbGBglqj1izkI48ZR2+kgjGtD6l80hXFzdM1Xv/rVyete97rJ4x//+MnNb37zJdIY4shNv2rK2C5rdVQ8CGPizXE64D/Tp5122uQXf/EXJ4cddtjkXe96V3N71ate1fpg997xjne0MVEfTOuIjNIwIogIo40uz3/+85cIJNKXtFYSiAnsgzAuLgZh7OwwCOPWyVoIY69h7N/XwMCsUesYcxDGjaO21UEY14bUv+w0BmQxm1ZsOrEhBpl62MMe1nY520Gdw7z32muvyZ3udKd2XM63v/3tFkZdDUlMWdssg1g6vuz6179+Ox4HWbR+kd30t/9RI6fOgbSe3PujkbRD+qY3venkvve9byOML3rRi9rHvTWNjteRVp5jOYGYwD4I4+JiEMbODoMwbp8o0yrLEcaBgXmi7x8GYdw4ansdhHH9UL9CviBaR+TRmYg2xdD86SOjabTG0QYZ6w8/+tGPtnAgTKaj2S+66KJWrxFB/a2pZLC58KSTTppc4xrXmBx44IGTAw44oG2ysV7y0Y9+9ORDH/pQ2yhjvaO07aqmYeTX/61NUVeN5nICMYF9EMbFxSCMnR0GYdx6iaYxRDFuj3rUo35qSrp/XwMDs0atY8xBGDeO2lYHYVwfkC4ETx0jykidA+sPrWt8//vf3/pGf4Bx9E7Oa1RXbUqh/RMPCC8ecdI8Pu95z2tk0NTyySef3NYtfv/732/9LDKJFNIcPvShD23axqtc5Sqt7tMwitevW+94xzu2sNqHA8Zd0zBmzaQ0p0nQ2wdhXFwMwtjZYRDGrZNKDpmmoQm7DqgnjEPDOLAV6PuHQRg3jtpeB2FcH2qZhCgyrUH82te+1shU+si6ltG/ppHFJz/5yUsHbdMo1rr6jW98o/W/yKUzFvXB/tby2te+dvLlL3+5kTQaTMTSukaHcjtW59WvfnW7x4/jfqxbNA2NeIrHeIlQJr1ppLGiXrMPwri42OMJ47RKp0E+5SlPaQ3PF1MIowZl0BiEcX6iTCOulX1PGAcG5o3aNzAHYdw4ah87CONPI6QqqHWvJ3n6P+ctmoZGBp2D6OzEHLNDy2h62X/3s1sauRRHNH4g/u9+97vt4G9LfqxfFMaxOc961rMmn/rUp9r6Sf6EQy6tdTzzzDPbv62tp/SHGUTSWOiwb/E86EEPav7yTrWPPEvfVmpeAvZBGBcXQ8O4CxpFKjTTV5tGOAjj1sogjAOLgNo/MAdh3DhqPzsI40/Dc9c65DoC7iFopolNPz/96U9vaxPNfqmPZsJscrHxRXn6H7R1i/pKpC5xhLwlLVPaCKXfC9r5fMEFF0w++MEPtmlpmsX4M32NdIrPGY92SAfyhOA5t1E8DuwWFtGFpAniS5wQe+4D+yCMi4s9njDWRhFwp2q3HmQQxq2VQRgHFgHpH2IfhHHjSDnCIIw/jVrXgF2dIuoXUkar55ibBzzgAUs7ohEqZWgzyh3ucIe2SYXm0S5nhK3GKR4CiR+48Zsd2Iih+wmf+zUsu/AZMxFPCpeYQdZeJh95piD23Af2QRgXF0PDuAvVruKPKentkUEYBxYBtX9gDsK4cdS+dRDG1aEc1Cl1y25lO45/67d+q/1FhRLDzBetIqJos8pRRx01efOb39w2wBi7iPDIG7JXyV/KGJkjIYJJLxBHjxDAgD0EE5KGdN3Lc+Q+ex8ech/YB2FcXAzCuAv1a4jdppcxJb31MgjjwCKg9g/MQRg3jtrPDsK4NqhT6tbnP//5ySMf+ci2mSTrFMmlL33p9rs+u5wRLMQyqISKGM9AfNWe8S4EL/fYq1tIIDv/ca/vC8Gs4XOvmtMk9wL2QRgXF2PTyy5JZQ8QwjElvfUyCOPAIiD9QuyDMG4cKUcYhHFtUBbGJOcdOrpGWSFQpqLZ/RbQBpPzzz+/kTmwSSXTxwgcO+R+4mTyE1R/6nLqM7+VnMVe/YB7SRfc4wbVnCa5F7APwri4GBrGDhoJOeaYY1rDHIRxa2UQxoFFQO0fmIMwbhy1nx2E8eJY7pm5G4e++tWvtqNu/LaPAgOJUgdpGO2QtsvZBpfvfe97rS4Kh7yFBKqbmaLOdSRph+hFi1hRw5l+ttYxxFI46QgjLtfsyUeF62mSewH7IIyLi0EYf4I0Etep7A4ldar9IIxbK4MwDiwCav/AHIRx40g5wiCMF8dyz8zduISkqWfKzD+i99lnn0YclZ01jFe/+tUn9773vSdnn3325Mc//vESmQNhoaahvgaV2MVM2BBO6AlgtfOfMPxFmwk1rZpOlbgF7IMwLi72WMIY1AofqPR+kaRx7r///m3HtMHCgdLOqWInDjLtCc+QzckgjAOLgH5AG4Rx46gD+yCMF8e0Z+YWAf+Npml0vuFv/MZvtAO5s54RqbriFa/Y/sRivWOti5WwbRbL5ROicKHJNHbWdKs9Y22eLXmtcbMPwri42OMJI6h4KrqKny8rX2wWGvuCs0MNgdFYK6kxgFSyM2TzkrIlrgdhHNgO6BMyIDEHYdw46sA+COPakPqnfmVsskbRuYkOz3bI9r777tt2S/uri+uPfOQjbcp4KwhVzV/SCznkzi33ko+EmWYP2AdhXFzs8YQxlTqVMOs/TjjhhNah+fk60kK76DBvg0Z+X2f3Wk94hmxOBmEcWAT0A9ogjBtHHdgHYVw7lAeiGA0eII9+1ffWt751co973KMd2G2K2kHef/iHf9i0kSFu86yX8ib+mlbyyR6Jv/pu2SO5Dth3d8KYZ9+J+R8axp/Ai1PZVf5oGJ1c70frV73qVSePfvSjG3mxbjH/OR5rGOcjgzAOLAJqh84chHHjqAPjIIxrR18edV2hcnza057Wlkz5HSDC6C8r/CRcyNw8II1KBI2fyCy3Shxjxm/C5RpiAvueoGGU952Y/7GGcVflDbxE1xdeeGFbw2ha+jGPecwSQXzYwx7WBg4y1jDOXgZhHFgE1A6dOQjjxlEHxkEY14bUP/XLNHPqGTdrBWkZncFoyZQd03e84x3blDTSlnKcZ3mKO/lhyl/saQ+ue4nfhI2/gH1MSS8uhobxJ1Dx+srnF0u+3mgYs4bRgBEiM2Q+MgjjwCKg9gnMQRg3jtq3DsJ4cUx7Zm4RUMcgbkjhd7/73ckLX/jC9pvAShjrAdrzhHwkX8ykyd3ubP101l7mOZjaSiWL0NsHYVxcDMK4CypfFT9516n5wXvWMGbNYggNrWMlO0M2L4MwDiwC0g/EPgjjxpFyhEEY14bUv0zzQrX/7d/+7eT5z39+O5/RlDTC6DzGShjnWS/lLYQRpCk9bn/5l385Offccydf/OIXJ//yL/9yMTLJT95zbwL77kQY5bGXnYw9njDWFxi7Cv6xj31scvnLX76tY4yGsa5hDLmJfchsZBDGgUVA7dyZgzBuHLWPHYRx7Uh5hGTVevb1r3998uIXv7hpGC95yUs2wmjMqqRynvVS3Op+SGPyKP0LLrhg8rjHPW7yyle+cun/1uA+/3muhM01sO9OhFFeI/Ib2akYGsZd6F+iHWdXuMIV2pS043RCFkMce6KzCJJ8hXDVKXT3IjVMnqm6JXzszBquphO3WUvyYGe6n+4bXBxQ+/3vf7+9n3QaAwPzQN+xIzXak1+z+S2bP0EhjHUwmDfWk0bybwAPEt5AHa1PBm1wP5qieeGv//qvm2ZMGa5GGPvrPR21nqUcEUbH6tzpTndqU9J1Y8ysy098JPkgqV/qETuN4mmnnTY5+OCDWxv5x3/8x6X7oH6xCxs39oB9NcJY/W83kpc8i7JJ27L2NHZlk+eOfSdiEMZd6CthCKM/veQ4nZ48zYIwhRgtJyF5y0mNK9fC5Vq+mTXO+K/X0+KLn9yPW+zuJdxykjDLybQwJPdtOLrhDW/YOg+E0RcraIh1MBwY2AymDULVbTnCqOOvA2jFtDjXi8Tby1rBb/LYY6V46sC3GfT5DdFZi4ZxpfztiUg9g+0gjNMgPfVLXWH/xje+0X50YSkXLaO1lvJd8x7iFPT2ShgPOOCAhSaMIX71mWLW9jONJE5rk4uOQRh3oa+EIYwqPsKIxEwjT9sta8kTP1WTWP3GLfYq3Gq46s6s0/OzlqRlStpXpsHl7ne/++RHP/pRez/e1yJ1HAM7F8vVpepmgO4J41e+8pU2CNTBsGIW9XMW8dbBLPmFOtiT6m9WEF+Ns05JO3QaYfzmN7/Z7s067d0NtZ5tJWHs3yG4lh8axX/+539uS4WsWXz9618/ue1tb9tOGDnyyCMn733ve9t6S78t9LGf+oZAhVDVuNl3EmFMXphpP3k+7yJ/v2Gm7aX97UQMwrgLfSWsU9J1s0tPbLZb5AkBrCQw1yFdyXfccw/hq26k99dfV0l6K8m0cFWm+avhnYFpDaO1Y/5m8IMf/KC9n0XqNAZ2NtSlafWpum2EMM4TyXOVaUj+guX8Be5n4JsVEhdTOfZrGAdhXBtqPdtqDaO4Eh9THUGEvva1rzVSeMopp7T++na3u137VaF2Yuy8173uNXnGM54xOfnkkyfnnHPO5Dvf+c5PEaaaT/adSBghdmafx3pvGlHeKRiEcRf6l1c1jAhjiEzMkLB5SyVS06SSwRqGWe8Z7EjcI/11L/U+e38d+7zE+lFT0gaX+9znPkuEcdaD2sCejWl1qbpNm5KuhHGekI9IwL6WdOUP+DdQJRw7M1Lheh7PJe1phHG5KemBi8P7SBktCmH8whe+0P6Kdvjhh7exElnMf661FRtH9d83velN2zj6J3/yJ0s7p2vdDNi3aw2jeDcSd9pJzBDCaBWB2cc96/a1FRiEcRf6lxnC6GDUrGEMSZtGorZTkpc+f/VeFe6ep/+1YcInjuq2nH2zslpcNIwhjHZJZ9PLvDqNgQHoB4/V1jBWzLpuJi+biVceDfBBjY/pOfpBbTPp9Uh6PWF88IMfvEQYd+IAupVQPnknW0kY8+4qXMvP9773vcnb3/72doi4j3t9tN/p/vzP/3xb/+/9nnTSSU0DScPoXYdQhUzVuNm3gzCKs8p6kOdQHiR9gg/KL3/5yy3vNW73dioGYdyFvpL0GsZKoJghXtst8mNqmVQSmPWFNb81z+77U03c++dxnThij7/Yc28lqXFOkxpv9Z9rZP3AAw9sHZA1jH/3d3+31EAHBuaFdOzp5HvCeOyxxzbCGE1d+o8abtZI3KsNOPxF+JXH2B2qXAe4vi3xF1T7ZlDzYg2jA6f33XffRhgf8pCHNPID7ifNhBn4N9Ty2WoN43LwEYIQ+ZD/0z/908nb3va2yQMe8ID2fpHH3//932+zQv/6r/86+ad/+qel/MlbiGPNJ3s/Jf2GN7yhhQ2UA8zy+cRVZa2QlzxHBS3qa1/72snLXvayRhwD7S19xk7EIIy70FeSEEa/BkRcQq4qAYt9M2IQWkkQwJWEH3lDvFz7ypM31/JHQ4d01TDumQoyxXvf+963yf3ud7/J/e9//9bYiWv3uVU/JNf13nIijtWk+u/TuP3tbz/Ze++92+CiU7S42g/2BwbmCf1BBmhSCSPtGML453/+523ANAjEnzAR15tFHVjYTXM5rsPAW+/16ctTyGDOwRPmr/7qr9oZfgZxawf/4i/+om0kC6kURvjENwskTySEcb/99muEYBDGtaOWz3YQxryT5IOkjjGljTieeOKJTTP4hCc8oa1ZhNQvqOEg7sBeCaODyUMY3SPSj99ZIXFHAmmtReLXBxkC/aUvfWnyoAc9qE3Vv/nNb5788Ic/bKS5avlrGewUDMK4C6nwwYc+9KF2aLedfKZEabfucIc7TO5617u2Q1I1UBI7M3b+iB/Cc7vLXe7SiI8FwdwIt4RTqW5zm9tMbnWrW7W1Hre85S0nhx12WBP2Qw45pNndv/nNb95Mwv1mN7tZS0s491xrbMLlmklucpObtHjsYssuRbvZkLFLXOISzX7Na16zDYoOg41pw8lee+3VrtmtUaHxc810jxu/cdeJcRNv7O5Xf+yEnfA7TcQvXe8gB3drmAN7LtKxp7MGbThf77kXf6Qi93s/VRK3OB0XYse+ekh78uQnP7kNCtIkCRM7xG0lSXhpMBMu9gy0dqKa3jr//PPbb0s/+clPtsHYPX4AMUQGP//5z7e/bRic6n07VU0LIhpnnHHG5JnPfGbTgHz1q1+9WBzCQB3c1gPhI7lOWSKpCOPlLne51u8cffTRS5teIOHif09HyiFlGSDepnp7wljfWR9mM8h7qZK8VVP9ectb3tIUEqah7YxOntxPuNS3xAW5b+w1XhlHEEYbZhAuqG1kPUi6CcdMHpiJl58g7Qdi8hc/zDyb++45RsgUvaOFjKXqOeKonX3uc59rYSI7EXs8YayVGfLlrsNVaTVGC3mtyyAq8HWuc532BUVdTmJnXv/61292/tg1aOGQTuG4X/e6113yw806SeTU9DfT7jKaTeHiZj2IChjN4S1ucYvW8b7kJS+ZPO1pT2tfdRYfP/3pT2/i2rqSZz3rWZNnP/vZ7Z5rg0T8COvei170oqV7z3nOc5o7U4f03Oc+t92z0424Jy7ivjDS4J9fws5d3ImXXZ6SH+4GLn6rJI6kSyNqYEFuTXHUPwekkQ8M6LDTqQdp07m3mgTT3AzQ6qL/9pqSfspTntJIZAab+JVmtVfUeCPTwL2GpbEwCFk3edxxx7W28aQnPamt7XJkiT5Mv/Xxj3+8tSnn373uda+72G/Z3Pexpd3qf3ykOn3ALIE/hCCk4qkD4kZRn49WJZAXmlp51L8hBNa4KVuQx7RpeRjt++J1uGI5wliVHn2YWUG89f2wc1N/vOPPfvaz7YPE73WXmw2qeRPOdeL1i0NKDcoE9SQbzPT74ucnacrDStKDW9os1OeA3E8aQDkRngD8kDwD/8qd2DXuo8yfoIzb+osHPvCBk5e+9KXtI6++n52IoWH8CWrlBdfve9/7lr6CaRN0xp/4xCeaulzDJL6EyIc//OElcZ/JnR9T2zrk+CX8/NEf/VGzu8+/aya/KpZ7Gs4HPvCByUUXXdTc/HKJdiFxCEu4C8f+6U9/esntgx/8YPMr77Gfd955k7PPPnvy8pe/fIkQMpE1ZJAdEXVtcTpB9OKPuM4xCa961asa4ST8GAzEw49Gknj8xso9cbuHNLpOnFW4J+1f/uVfXtJyIozf/va3l96RhjowEKgTGQAyoMQ99yL9vV7iL4MJLdjDHvawpQ9IfYLp3Eqy4r/GA/W6l8TPnnzF3bUBV7t1pJQPUMtYDKBmDpxz9653vasRSmRQe/FXJAMVQmm9rzjAHzcuvPDCtnzFdLB+zYDsw5NGyPR61onlWeRjI8gz5DlAW1VWNEXad9Yw0r5o09LL+sqNprs7Iu+vL5NphNGYsBWEJO81xCr9MLt3bCOM3dNVcw15FmDPdU/GjJs+aNQPs16UJMYw9SP1qoZfCeITf81HwkPqWwSY0tIefPBoX8Lzm3DKWdvkx4eZe8A/LSNtoo8xM4G/93u/19ziT1xJa6dhjyeMXlxedq24CJc1jL4QHA1Aw0d88eiQafto/wgNYe7TCjK580Pc505zyKRVZHKPv8TFj/ijYaS1FB93ZjSS17rWtS6Wj/33338pLOEmjqTvvvgMFp5JJ4OEZQqZBs8AkoHEVDC3XPPPr2s/u2fKg+lidnEwxWntCTtJOnFjJ4k796pwE590CTemKWlrr/Ke8t4Gdl9onyt1rtMGjuX8J66V4oNp/hxKbABQF7UhGgRu6fxJBpUabjVUv73dc9EgIoLavqUmPvZ8RPq/vfW/DkpGwgxIZgC0de3T/RxBJR6DOK2jpSo+hLUvgmDS5NMGWX8m3bSrjbYvcUQCedBu5RNh1Ldq59ZLIz/u1/T68HsqUrf7sthOwgj1fTGTT5AH62zr8gYmP3mv7DVMrsXlA0ldNz4YX0xvU6YgccuFW04gaVbELc/ALzs3a3oph97xjndM3vOe9zRljPYTbSl/NJ6Wh1Ca+BBDjt1POpZ/WG6B+Mo7CKcN1HztNAzCWF6aF5kBwNcAgqLShjwRjRN54R4z5Ke3h/ywC8cM6YpU/zrw3r84mPIQd52EDsKv8mg7aOB8sYeAMk2bhSCGWCKU1i4ijwYgYaUvbmHETzyXvCDKyW/yyXSPnemaCCMe/l2HSCbf8R97Xw69iCNEkcirgc0XnXcEO129P7A6tMXVOtbeD3sdANaDxBURh3pmcLB+Wd2k9aAZo+2vdXC96fFrAGGm7xEHyaBiJ7bfY2qvSKA1itqA8+wMVjQZtIc0jBbX08IjYza/Zd2XgdaUs/ze4x73mFz2spddascHHXRQW2tmFkOfJ918kK3nWSqEi/TPhQCfeuqprV/S19F40jDyG3959ph7MlIG/bvYbsIIyROzksP0z2uB9w3ynXC0idblU2xoa4gXApc6lDB9mUwDv/wRZZnroMZFtJm3vvWtrf34QNSemD7azN5pR9YuW2Zl/PXBYxbMTFrakPZj6ZRZCBs4EUbpSL/mYyfW7zEl/RP0Ly4V19e7r2FrBK0dsv4npgrDbi1g1vcR97gJE3/W7fmqpy20cyz3Sdbt8cM/Of7449sgIYz1RohS/FrLpPFQkxsIVGYDxG//9m83VT7tA1MlJZny1pm8853vbOFd82P3mQHDWiZT1q94xStafsnpp5/e1qFoKKbi7FQ20FjM67mTJ349t2mylIUdpMrtqKOOalpOa6o8n3tZw5iyYk6TlAVNjrQc11Ab+no6pYHdF7VOTOuIQ0IyIMTPWgVoDhyRQTuHZPmQOfjgg9saQlNQyQP/ScegkbRXkh4JGyJJk2GzjQ8+7Y72wzMYYJFEfYB4XH/mM59p/YaPR+st8xvNEEAkwzIRG+1skjMdbbD71Kc+tTTgJ1/ScL0RCBeBpA8GW+0bEVCOTkKw5q2uS95oursjUpf7MglhNOO0FYSxvs8K9Q9yjykP1X/qlOtav1KP4ycwu2f/gPqBNNIwWp6VNhFU+0qoeQmSl+SDuEYKnTJizwGyaI2tMtbezzzzzEYojZ32EdjIere73a3tR7Ch1HiKKIrbR52lWU4osZwsedAnSGunYmx6+UklTKXNi0wHx/TF4EW759rg4aULw8ygUO2JM3aNirZP5au/weJHfImLP6a0TA/5grGjOoOCrxsdK7vw4kbAfK1Ti3NzD/JMwD1wP/mkrbDxhiYVsqPNdAITmAYipJS20Flb8qBckm+mMIlXfrk5g8u6K7s2Paf88yM//KdMpwl/8ZtOSdw5UoSdDOzZUFdqB6y+qJ+mY00TWWdoA5vF6My4MV1HXFc3/ok2QuNBW0CbE8JokPBR9Gd/9mftqBoi3oSzJrBPgySdKsJJp645VLc9mzBIoEHLB5nn8oz8EW0kkBebccwkIJnVb+LzQWkdMfN3f/d32yBXjz6pxG2jkGYVcWn/nhFhRVaVo/5Ev4hA0n4iwHn+5HlPR8pDOVZsNWGskJdap4j3q5/WP7OrR/p72mPtIe2QWe02jql/6r737wOJxtu4oY5QVFi/6+NM/eYfaRO3dKS3kigP/nzYuc6aRPb6LET+zST4naFNN9b5W/NPyUMzf9ppp7WpaXnUdihV5It/fYN1/NqzcjE+vvrVr25KD5pHbUs51feTtraTMKakdzXE2vGqPOnowL286NqJsSc8M8JdGHaVVVhf8hq4SpI4ElZFClJ53fMVYxqM/1RwdvdT2XT4Ol1fZZC4+YGaRuy5h8j5MlLZaR1BfoF/cQlj2gsp1TEZaDxP4kp+AuFSltZ/+DJDOJNfYZPHxD9NxBkBbvEP9d7AnofUE1AP1DumOmLakyadBtzmD2SPsD/xiU9sAwA7chX3SPy6R2jOLbqnjct5oKZzafFo6mjPadRpwtnFLx5pJP5ITSfCH6FFNzjVPxkZwAyqtBRmGnwcejbPaUAi2mvKgfbOM1teIkwlgqANCm+aW1ikA9E1AKd9xu9m2lbeTfKlzetDkEXHellCQ3OkLC03Qb7NRpx77rltQPYOk489HXkPKctguwmj96PNIXBmsSyPsCTCTJBNHuw0cuq1NpR2EVN7UO+1G7NUyJkZLX49i9kshJFQalC2CEvLbgMljb+0bNhaSd70pje1vPFLzjrrrOZmlg5BreWqLSGMNJo2l9F80xRqL/oTs3BpcxQ/6qq1v6ad/VziNa95TXMD4WwI9fx1d3TKLWPgTsOYkl4FGmwknWAkYK/32VUKnTC7yqFxG1B84XBLuJg1bMIjjL50qlYyFU3crjVW01U0jAkbP7VS1jQIGIwQOovkNa64Jw7X7Ha8ZaOLhg0IrHs9Er97dpqb8qaV5Kax1DKJ37XKwECQOqEupW6oU+qltmCqk6YNOTGgRqytJQiLOl3vTZNsELPm1uCFLNY1tu73krAhRtPcadeIvIhbXpA8RADyXLRyBthMSSOBnjFLTGg/Mw1Go6h9HnrooW1toMFcP6Ldua98DFz1WnvMdVDtqyF+5ZcE3KXFpGFBDgyqWTtZy5BpitomHgO6gVzeQN5SFtPS2N2RcghyjeTTaCHb1oIiWVnnB977rFHLW/zIkz7e4euWNVlyhcB6z0iedbfWwavzPgyYiGBtf0zr6vml+LBWXf1QL7Ke37Ww/AvPPyWHNI0vWVY1TeSFUoRpmtkmL/mkgXcyic0poF4ZmxFGbcfHHsLomYlnTV1EGD2/sE78oA215tK0eWbDrCv2AUQD6UNOWPB++ne6kzAI4ypIhYlMw7R7KlatHDp7f13JtDLkXg0fu3vWIWkgNHXC6YC5xy+7L3edBg1jjQ/6zrUX02Yak7WSFvqq1OIQjvCjYdgNakqaP1rJkMUafyCMOAiNiUaLMAL/3JM+xL6aDAxU1HqhTqVD1kZoOBw7g5gZbAxWTANQTANS7q0kyFzs/CcM98Rf3eu1dBK2l/hBGkOYHv/4xy/99QS0FyTQJpFoWayxsuFF3+Dwf1q7aDUMZJaB+AmATTmm/dKOgwx6wKz3mXFbK2pcQY3PVKM80noqcwTAMysDz53y5a4MTD+axaChAf1PxLsl7J6j3tupkmdaSYwXiEjsnp1mGFlB0IwRtN12F/Oz3ne4VvT1SH2zzt+OZm0hdTsfREieNpB2kPfuXeeDIfdTN0jfftiZ6oo4mPHP7EW8kcTZC0WJdf8+wFJWSKGx9qEPfWibNTC2upe+BdgzviGUpqONv/ynHboHrp07Kl5Qfu7N491sFQZhXAW1kSwHfqb5S8VQSaimrRX0ZZgKmPvTwrtnp5avMep91xEdDehE/P3BF44vo1RUZuJMvDX+uCOMtBG+AqnrdTbijt/kj0qdtkYHQGuRzivo4xZOHt773ve2vGlYrhN38rkW1LgHBgL1InWj1hF1i0bLB5pF6xbP5y9JxODG5MbOXE0StndLXLFPk/rXpoSrcblvFsEgpQ1aX5Vn8yzaGo2pNVQ+vmg/EEcaR8Twd37nd5Y0csgEzaOF+HaW0k720DanlVvSjKwVfRhm+g158oEpzwZ8A7gB3YDNRATY6+BOw2QJAM2MZ7GcxaYc2jP9UC/u7WSZ9ky9eHbiY4FJk+W9OxDah7x+mfZM/aElS/8aczOodaHaxU1xYO0pRYi6btmG+sy0TpVb6jy7eu5aXp3UQbuIAHrnPihyDBw/jqPh38aSxJ32QqPo5A/h1aOQziohj+Jnqn/EPYTW3gCzajaGGZfUWWVnitmmF/0HRQd34zXxvIFZN5s3aSttPDX+5n7G51r+ym4W72O7MQjjnBDSBCqQdRcqvC+a2rkuB+ERRmQOYQTxqbipkEwdskqbTS8kX5mwXFqurc3Q+KzN0tmIu4aTnkFIp20aQENjD+E1mPEXqXCt8d34xjdujQtSHslfH2ZgYK1InVOP1ENg12m7poExXUYDcs455zQNujpO+8iuTcVtLSIcU5isj6r2XPdSw08T5yoyM7Wc5/BsaWe0FNZsWQdt8PVLUFOQfjeWI2m0LWL6y6YW/mnpUk6BuAnUcHGrqOFWQk0jcRFTdogfYptBG0lEDkMWY2Ywdw8JQvStJUOkEWQaU9fszFzv7uI5PbNpXx8ByInlFjRkNIu0bcqPdtZyBFOhqTfexWZR60C1e7/6cculrO1T17WztCtm6n7fXqztsxnEkivPZB2jH0E4LUTdFY82kXgS17vf/e52NiKybKOU8NoEcZJHleqOACq/uLm2aUW7Shl5FprArEkUt3GLOyWJ5R92R+tbfKBZK+wdWHtrattYXMs77YBJ6tgKa21bi4ZBGOcAlSGVJOTODkfTLaaYcm9apYkbP6adrNuwSFdlE1cqXfwhcAijtYzcSDoMiL+YgWuEkdaCFlPjrH5T0cFXrnMddVAGNnmofiM9TC05F1KHkvxDzIGBjaLWOSQx9pBHQFhoEJjIk8GUIGamSrkzVxIzAuKYds/AIa6I+CJJa1q4SPJGop3wHGnjaSe0jj40aZYMdBbXmzqzIxPiH6RpIMyROu5pxykf1/HPLe2cW/wE/fVK4Jckbnm3wcZRYKZNkZpInVZEErmxV00jd5on5DFHelkS4wOayW1PEWQwYjxgptxiKhOE0dKl9NvreX/LYbk4vGfjDJKlzqnDaQ/VznSd9sfNGIiEmR2jxbOL2mYvH3kIKL9pF7GLJyK8pRuWXNixbBybJu7ZWW0mDfnzMRV37Tr1Htiz6cVSj9vd7naN3Mqb3dHWKCKptPbGM8ofay4tC9DeaCcpVxJfxuBcAztJW9mJGIRxTkilCDGkvrbeIX9TqKSuoob79V//9dZh+qpS0RIXJLx1FgijqYEQylTSVE6IGbjWePKlijDGv8YjfqYBGEk0ZWAKwJQIcPf1BTVu9uTBlLSBgJYnmh9Y7tnXi/6ZBvYcePepa8vVP3Z1OG6p05G1oI+/R42PJO3VwrkX4TdhtREmxD3t2qBkwE3by31tiz1xQezEc8c9/npU/9PuL4f4TfhAmkiuo4dMQSI2leQghrSKrtn1EyGQSJGPWB+p+j8kkbAjkSGScdvdxfOmDNjt0GdnmvlBXEzdWr+avnW973G96N93wL22BflJPlxz7/OVPLuXupqPJXU7dX0axNXH16OmH7t0pJcxzDU7YmmHtFMJnFBiOYVlVcRxPzT61j4i6LTjiKQNNBRC1hYjuHkOUvOW9CM7EYMwbgFUHFPSvlp0oishFUmlo2HUQdjSLw6NiHut+Cq4Rbe+jPiBNK7qr1ZQduLLC2H0xUrlX+NmugakVD6o37n5ElsOCUsQRo3KeVSQ+JJOrjeCPMPAnom8f+SJqe5nYKn1wnVM9a2vM4lnNYlf8VTp/ZG1IH6T58Tlmpm2kQEN4gfcjx/u9dlSFnFzzQ+4jr8e3BNv/MT/SgJ5hkAcBk//urb+MsRQf4AoRptI08iNnR/LXvSTpgTrMUX9kSw5pij23Vnq8UzW1nnuHMekTBxLQ/NMG5b34Z3HPmvUd0+869Sx1MXVkHD89/WT+7Q44jfjIL9JkyQ+kryxCwNMWkDgHrBrL+7TXprRM9Yh4Ugj07S5mTaae1Pi1kdbahHxxxczarSh0gX5qWN2n2b87SQMwjgHpLJGgDpbJaNhzCCQRlH9BSqUNYy+ZKjG6/18fYkHYbSDMucwgorfx1evkx7C6OtfGkhpKnYgHm7WSZoa8RVFy5H00/j6tALrQWgM/EEG8rw1jY0g+V8u3YHdH/X9q1e1bqV+cVuujtQwK2GtdSz5Wat/qH6T55hpW4G2mHsZhCBae9d59twTBnIPpMmevLrX5yP+42c1SbjYhSfS18cgOEhhNIzRMkbDGHFNk+Of144XIjQ6/j/tQ9sUNzf2uLm/k8UzrCTxw/TsCA3TDlyiTNyneTYeZGzJ+54H6nv3niukm7RzL/57gfhlqteps6ANuCa1TgY1Lvfip/rL/YxZ7H0ZiT/+pamMjauWeRlX/UsaGdfWpKG8LQWzKcvMnilqy0XqNHeePUj84F5/f6dgEMY5IRWVqEAW9FqonoN5l0MqljDZ9GJKOnEFsWdKuhLG5ZCGxFT5HZdDw1jXMNZ04tc6E6TSV1bupwH2SFiw6cA0k0XO1X1gYFZInV4O7qeDZo9sBmkDs6jTBqs8Q8wg9prf+A9cAzdtsoaJvzy7jz2DJXvSy8DFPfaYQeIRJvcSnpk0KxK3NXU0Nja/1bWLmYYOiWQ3U2IzgXVsPWEe+Gko974+1PcyL+Sdk5AvkJdad9x3nbww+7ylntR6lfsZY+oz8lef12xXjY9duKTLLxEHSfyJJ2Hjl8mf54oZd6brhEmeuae+Jlz8uBczcSTcTsQgjHOCyhFRSeZFGLNLuhLG3l8fNrBo3rE60TDyozKn0oMGaXGxNYymP9JgpsUH1X0QxoGtgvqlzaRjXgsWrU7mGZixAzODYNqm6/q8sRP+Mijx35Mv9/Ls1W/gnjTElbQqkr+g2oOaD/1H/mHt4zQEkdAqIpIOVPYnG9N+PmaTZtLaU2U55H7e+TT/K4XfLGp6zOQhqPUmdVBdSH5J6phNXT4S/EjCeGbXsdkpB19b1sSkxaMc4ccmE5vGsjRKuuKXHrt0av0N0maC1PvqHxIuz5V8B+KxttIHWAU/KYMaV4+kO+3eomMQxjlBxYmoGBsljJXM5R7EHsJoDSP0/oJaSVV413aQ6ahtZqEFmOYH2K3jOP7445s9adTGGNS0B2EcmDdSFytcq7vqajr+uKVOLwrkL/kidRCRZ88Qe54h14HBspJCcSac+BJ3ysNAm3ggdvcN7lDv1ziEr3mcBnnr0zWF7MPXWi9/9TBFjThaP+18Wn8tsQkv6QtP8tx7qiyHep+Z8qpYKfxmUdMPvGf1UB0JvM+aLx8DdkubSjf+mMq1ft6f0MxgGfOckejPLM5kdP6vJVfOZHQ0jjMfHclj2YLf2VryIC6kM+lKL/W3T5899Vz+a7sB4fpyjP/ECfHjXpApa/cSb8pI3sTBnblTMQjjnJAGRVSgeRPGlTSMUCt73Bwz4Ew3aZiSrg09Fd+xCQYYB6laZO3LqsbVo6Y9COPAVkIdW6meuadOVz8Js5zwv5JMC7MR6SFu7VFby/20yYTJfW7ArANktUPa7bT4wOBHXFd7RfVf+4vqj50/8fOTXdzW3DmX0VmCdkIjjPofa7RpmPrnSX73ZPTlD9wiuVZm9d3MCmuJbzk/eY+pSzZBGa/e8IY3tPXwdiDf+973bpucKC787s/h3TTOlipELF+wGcqu8Gtd61ptvHNOpwPq7VC2oZQm0nE5iGOg/iBoyZ/6lTxB3LnxS+LGDOlLGG7sxD3Czp1UIhi3Holjp2IQxjkhFSYVZNaEMZVuuTWMNR7ow4M1jNYNOVbH1z/wn8ZT4avPF6CGn4bXxwfVbRDGga2EOqbe9sSDGTvwtyj1MXmpeWLmOUgGJusBTYMxq58QO2LQ4jYN7iUcs079psxAetIw7WchP5NWKG0+YSq4B+z8Jr5qWgbjcGZ/6kAGHEztTL7EzczzDFy8XANuvcRd+ZFZIXGvBHWn5sH7Sx1jd2aiKWXH0Tio27p5RyZ5/8YHHw4k5JBEA40oVj/sljFkpz2TxtrY6hg6Sx/sVqattmMZ5K/WdajPVdsMd/aUoefI83GLP8gzBuIh+RVgfQ/xy00+mNx2GgZhnBNUjojKMQ/C6Ho1wljDqKARgwJ1vn9J5/eD3DUIErvwGoEpAcc7pHG5Pw01vUEYB+YN9Wq1uqWtkID/tIOEX6skrsg0P+uR5Cdx5brez6DrsG7aOO3KIcfaMGiTBkRxBAifqTpkDOGDxFn9CdubPiSlZZmKv27QCEnTtHL8pG8Iqh2SjryTpE3L6K8e+jUEwJ9c9Inpb0C4mseBn0bKUzkxg5RddZsHavqB91frkfrid4ZOyaBJdF4k5UQ2PyGDPhxMO1sjT8Po2rp9YxJCqI4IIyzlhvMRTVH7IUT+Vc2PONUpY6FlD+qY9bDqvrYRqGfaTchjyBt4noxr8q+ueob4TZ8RP8Jlxq2WOS2ncHZWW7+rDdpZzS/M+93ME4MwzglpUERlmjVhTCVdbQ0je63gFb6ETAtopAYFDSmDAaQRCG/a4JhjjmnT09z7uIKa9iCMA1sBdUudrXVSJ6+uqs/qtc4610Hq90oSVLfU/7WEX4toX2mjQeKXZ6cUOPjfppGb3exmrS06quZDH/rQEmnk1zMqB1N/PiCt9fqt3/qtRjK1dX4yQDKlKXzSAn/SOPPMM9u6Qv/vNWVsOcrjH//4dmi/8otfeQ+qPYhbnlM4A+cLXvCC1q8Z5A3uiG3ug3y5Tj808NNImZIey7nPEtPS8P64qbN+9uDQdn9NQfKQQ1pDRNF7N2b5WHDcnPrm13s+Umgh1T3n/ho7HOfmX9LOmqTUcK6n8dDfV0xHm5r2X2pLHPhHIIWR5pFHHjk59dRT2xE42oa6W8ljiKA8h+x6Bn7k31+K1FV/d3E/9THPnucXj7CuzQA4ascZog4Ap/U89thj2zmZ2rEPuZ1crwdhnBNqpVIJN0MY+13STJ0qPyqhs8sQxqQVf0EaRgYlZiqtf2v6orOIOEgc/KTzdqK9im8wCvp0oLoNwjgwb6ifqaOgrtMM0GxY16Tt+Act8ScMC+VNV+Wcv9UEmSG5pukjdmqS6ncjkjhM/Rps0kY9D0HgfMw5HPimN71pM2lbTOtpswifdqrNAmJowHr4wx/epup8DNpQkIGyDpgpM+HTH3hWg7M0aH78i9eB0X5HSKspTPKYNCFx9aju0lB2NrggBDRD/pNs/WL8iTv91cDKqGU7rfzr+5klpFUlHx1As2ZXs80pzvj1jk0bM2kE1eFHPepR7TeGWXeo7iNS6qa2aSYLCRQG+bNswZQ2IqpuIH/ScT6iv4ghdoiZWbAsdRBWHdNOkDdtwlmVIK/iSZ5D9kD78WGkzlsvadyjcYd8nAlb22ncufndoc2hfofpn9QIp2fV92Sdbi27nYZBGOeEWiGYz3ve89o6QIeCroSEUZn96cUuQj9iD+p9lc/Xk8p54YUXtgqbylvTjr2CmzgMpNaT2KnmmmhAoIGCODUcGkb2xJdGU5H0SAijL8iEEX8Qt4GB9aLWs0owDCY0b495zGPaQfm3utWtmkaOlsKAgqDQaljrRCyYr/KSl7ykuZvSIi972cuaieTQmDDd5489Zuy5l/hyL1LTIkkD+TNYVvKmrSBY8ksjQ1sofpoThA4RRCjr85uCo4GhpTHY2ijgYzVtWZwhjdp5HcAAeaXNpKHxK1OHEytTYZhBbcfrgfgNon5pZ1D/pV/6pUaaIXkYWDxMezdpe6mvZrv8BcX0MyWEvt+0svHloIMOahpF9dzuaOQt40fqkrHFRwmypn4LS2GizSKH0QACU3jpawOWVyFlNOG0jjbPqF+0msintC2x0MbU48QjDs+RZ9BOaDFp82lD9Rmf/exn2z2o9V5+MlbKh3j9HpBW1ceadi1vSGhNkynNnVjfB2GcE2qFUEEQRhrGWRNGX2jWdpx33nnNHVL5l4M4hNdYdNaOL7B7MXHXys2NhDBanyFcGkqP+CcIo6+95QjjwMBGkToWsKv3BiLTUDrsTINl12WmuKx/UucNSrQI7LnuxX1xWWMVP+xM7rmOvfcTt+VEOKbf5/loy+YS8Dw0Fo997GPbLAJNiullJMsgaHA0XQYZPLVdbtaNGezEjwBGg5O2W8+Q4+aedGlnEVTHmvjApS1y9h3No8E05U420pYHYdw9UOuBemEzk3rjgHZjlrZGs2hdIo2ijxiaOgRKvU5YdY8Adx9I6rl2p36IazXCiGiq94iZukSbGNKZcz/FYzmHZRriMo4lDvlInsTlqB/TyeqoNmSfAL/SSprywj+wC68cxK3d+FAzvS5P0pI/SFoQcydhEMY5QcWIqGwhjOuZkl4LYdQIDR60FyqsCl21gNOQPAlvgKKh9PWlIYA43EvjgExJixu4i6NHTTe/BhyEcWDWUJ9IOt3UU523f5cbcEyBGbiQRvWQGMRc0164ZzCZJu4TWobYE49wVXKfPfdzvZpIi+kAfdNr2iNoe0gczQnNooHXVLG+wACqzSNbFvZDygOUhYHLVB7NJMJYB1t9kEHR4IxImirz4YlsG9AdoE3DiFg7usT0Ns2mRfwgHXGttS0nXzAI4+6B1DdCY0iLjSxqI+qzNYW0++qS2a+qUQwSPmMJseSJ8sLaWW3I+KeOqK+pw8IwxVfrIDs/0nL4t6N75EE/kPbrw8vsgyUrxrKEZyZOH1x28msDzh+mOZWme3Ze0yLSOiKD4lB/rc3VdrQ763LVb/nWbizn4C5f8pdyEOdOwyCMc0IaQ+xrmZKuYVQqhDGbXoLcV7kNliqtdSHInDAZQPlLY5iG3NeB04ZIow4qzBBP8Wp4zmGkmYifVPzlgDDqPBDGGm+QZxkYWC/UndQf9TB10Ze8KWlHQOm4ae6OOOKIJqbKTOeaajVd7bqKe/e5z32a3Pe+920inOldU2q0kyGTprxsChFXJGkkPVLvLyfC+IuSf9dqX3k2QsNoDRbi57d5PuwMRMicZ7O2C7EkKQ92i/atoTLoWVPFDWg7kExTg5azGOhskDENZ0entWGmumk9DfoGbmUlbf/XNbiv1u5XwiCMuwe8K335j370o8npp5/e6qd24YMJKXvgAx/YNOZIUsYkEE79MdbkI48ZP+K0zthGKwTP+DeNMIqDnSm8+m28St3kh7b87LPPbuGtx03btc7Rx5fdy7XOsRPEz+kA2jxFyac+9amWNtC0G8+sK7b8w/hrKtymHf/71ra0F7Ma2p6+RPsz22bs95wZA2vaOwWDMM4JqXyxn3jiiesmjBbyLkcYmfwwrdFC5lTGaADXAmENGBqTCu9aZSa1kRuErQsxaLBn8FkNCKMGWjWMMaHaBwbWA3Un9bXWVfUfKUJMHExPrFtCvGhCXLMzadW4RWjriY1kBEG66KKLmjbCukQL6A2IjvkwEBiMkoY4I+Il1b6cJE+0GvKdZ9K2iTwgjA42pimMhtFUM4KLHJtZUAYpE+EMXAZKg7fBUbt1z/SyAU6fgqjpj5BQO1BpHAlChwDQeprel4ZnoV1JOhBzPRiEcfeAd6Weene0iMYQHxhmqyhHPvKRjzTilfaJcNU6mnftPgnUXdo4U8HaWgij+MSRsMJUe+JgJh3+aewRUMoXihFxmmU46qijWttL+MB1PjqR1rve9a5Noxiyqp1qE7SgyLL6bEbDLmgEVH/hQ82GGx+aiKVNNIhmxs20bWntNAzCOCeoDKkQzI1oGNdCGFViX0HU7/n6T8Nin4akI6z80FYkjbinQmt8tA7OvnKURyo992kQJqgaxmmofgcG1gN1J5JrdZKov6nDaQO5zz3XsfdIvER44bSPW97ylu0DyCJ+6wezSUU8iS/2SEV1j9Q2musaH4KHMJpip6nwRyZTzfJAg2q9lgEO5AVh1v5NydFwmso2XcgNaB5pF52qYHcqsmozD22Qtu0DEgHQ3mlY64L/ij7va8UgjLsHUj99ROjn7Ww2XtFO27jiXupcwC31O/a888RHaBOdBqB+2DwTwmh84y9+QZ2v4KdXmkiHNt0afB9e1jI6lse4Jp7ahhO3jznEz9hqDSMgn7SNNKraHcKIDFpKgpTSOPrgMttnhzglkfFVfEkHav53GgZhnBNS+VI5+jWM3HvUiqSSTyOMuc/kR3w3utGN2hRcpov7RgQ1P0mHaDQIo4EojTnQ8Pg1aGm4pqd8RUHfGQQ1jbrpJfFKY2Bgs6j1jKTTD9QzbsR996bVPe41norEa12VKarDDjusTZOZ0jruuONau+jj7ONYDcInDHviS35oJgw8CBytCLt1hVe4whWa1oRGlD9tFXFMfDSM/NP82Ixg6gxsYkE8DZgGZtoR/+ilLRVWf2AmQVt3NEqm7eqUX9JYK/iNRIOJ8K6FMK70fqDe24gMbAzKzrvRPtQtH0/IE6JVCZtxInUaapkLG6StgnpJuzeNMELSDlxLJwqTpFH908KLw8fRK1/5yqYp5CaeaXVMndQufCTSMIK2mP9eWz7i2ia0M844o2krQTux4YxyiBYym8tSVjsdgzDOCbUCqsS+8m3VR/DqvQrXaQjCIIzZ9BL/qdypgL7wTB0ZwPIFBiquOPgjsSeeiK8k01umpHKfX2C6NjAaeGgLfW1xr2lVJF4SwqhByWvCSWdgYDNIHYs9UMdSf6t7Bffl6mDukcRjHZbOP1oP2jFaBNo59brmY7k0V8K0vHATl00pBiVaEVPijuxA5qyPQvpoNUxlmzY3WBu85RuRtFPUgGcBv8FRfGeddVZbN2kwFJ4fcZqWFs66L4Oq81lf+9rXtnVZUJ8r9rUMgPzmWQjCKP61EkZ5yvtIHBW5t5wkzHIysDEoO+UL3pG6UAlbvV/Lub6X2IPYbZIxJW288WG0EmGUHtQ0ah4g9RSR1VYyy1f9BMmbekqDr22EMKqnxjIHhvuA1ObsulafLWERzkebE0to6U1r13EY2Otz7DQMwjgjLPfyuauwNAPU277gU4GjpeNHhw7R6oGDuw1OdbpYhcsXnIqHwO23335tuth991I5xWkA4Z6GAKnA8oEwGnxMUwF3+RKP+Nn5kQZtp0YSf/wkLpJnAO7OeNToDTzuazyQ/AwMLCLUzwgYZLRBZzmqz47M8IGGoKX+zxppI9qogcoHJw2n2QSbbeycNs2mfVrnaJoM6TOlDAZF084GM2sWDWTaq3bu706muRHJU045pWlEaB5NJfoApZ0042D6jXa1DnCeN1jpufsyzLPQyjh/UhkqS8Q1eU5/COnjEh7cJ3FLXvIOuNf+L+5Mkqn7GndkYHNYb1lWv73d2Z80jJZ/ZA0jraN6GH+rIXGmXtTruAWpR5Cx2YcTTbwxOLukaVERQctRzBjaAW1dseNzTEkb/8RlGYf2lP6B1HSr7DQMwjgnqAwqiA5ORXfsjakkhBF0Xvyk8wL+XKfS+suCc6RoGMQTv+6nEzdY2L1J4yFOpMx9aUPNh4rrHq0FcNdZ2xGJ3NWOVPyJw3ooxJW20yBFzZ7OF+oziDv594VFw2iRcNKGaDsS/8DAokH9JKDt0HDYzWzBPLJjPZQBJIPBrJH2IX7tS7ujEbRWzAYcbSvTXY7eMUPwgQ98oGkcQTizGabKTL+BezQkpqjNWtCcGNSQODukEVPtF0G2YcGHonYuLlhPm035pZ9Kn6TMpO8DlIbx6KOPbn2Q+ynL9Cd5/oQNuMVv+pS4QfpRiJt36PlpXuXBh7SwyefA5rDecqz+e/ssCWMv6kzskOsgdvXHCQSIX8Zs7YVG3pS09mZDi7/V8KdeWeMovI8ua3W1o9TTmm7SiLmTMAjjHKAipJIA02GkznTSOeeeDksj0Hnp0IAbQqWjdmAvwphzGNPBgXDpjK2XsO5IPMDdYMJUYWvFjHvcaCWQQSp28Wso8uY+8sk0qJgasAtOXpJ/eU6e2IWNFpG7f4M6PNkglfQSP8QcGFg0qK8RcAbhr/7qr7b6jDAibohaBoRZQpriTNsl7NouzQetn2ttjKmvQA651zYMzEyLOW+R5tDvEq1N5K7d8iNuYRMm6SceqOWxGmq+IXEj3jScPj4RAhtr9C/ykjSTf2ESR81HnrvCddKAhFUm+lzr62hXTSdaU40YizP5HNgYNlp+NVxvnydhjATVnjqmLnHXJjJeqk8II228vPj4oMVHCtVX7ajGBa53tzo2COOckMqiMqlwWazuyz2kKp01pGJlWlcFtajdol+kDtxPWEgni4g6x01aqeAgDmnwpxGwJ81oAh1iigz6WoKqUWCKyxeTNVQ0AnZjxx2iaawDDjf3TYU5NNWUdBoVhNjmemBgu7BaR57Bg5YB2XCQN+3YVhBG7Un8abdBvZc2V8GNn5o37ZHGEFFEoLTXuKctSzdhpVfLZjn7cuCHyEOegWl3qV3el770pRv59jcO03z+FAL8BCGOQZ6bGXGdvLInPDsSTRNr2tC5gJYEIR/+ba+f5Sf5HNgYViq/lcq1huvtW0kYA26pa6mvEL/SVp/U04xfkLYjLL/CpW6lXkZ2BwzCOEeoJDo9FdDOQAftmh7ijlSlgqpcKmHIojDsBijnOVlwzw+ooKmc7L50nH1lXQU/xFcPbQKiF/CbCpxKDo94xCPaAnQqdmFzP36kJS8O7qbttMgXKukFeRaWWj55te4LyfR/0cSde5DnHxjYLqiTK0Ed1X5Nm9qEZomFv6w4lWArCGPyx9TGuNU0tVP30r5rXvJBCfwkvthzL20y/U6Q+8waL4hjJSSdapeO9V2Wz+jX9A1IgV+bWitm9sKAnA9OyPOBPOTZScoifRA3z2AtpnNlvSMbDfNfYUt3TOfTaOaZaz4H1o+Vym+lcq3hevssCWO1V7cKdahH6pb6BNJOG4h77qXeJe4a30rp7kQMwjgjrFQhdMLWPThE11pG2jyVKhUwWjpxIFw6POt8nDRvzRRNnXvxz65CM2k+EEYbV2g9/PDcocJ2mZl+knbtHJFJ09e+6i3cdV6UztSaLGkD/8Ilj6Z1LLY3WPpK9yymd9IwsusMEFiLgHOMkKknh5qKk4hP3OnkBwYWEdoKAXXWrklT0iGM81zDKF1xihvpIzU/QWYTqrtwaWtpn9UPN+KaO/CbD0DuGfxiipMkDmCv1z2m3ZeO/sHpCc6IVI6OKfJXDDMpZmAceWJdtn4qSFkkDzUveUZuputtUDj55JPbgcuIIsJBKyx+f+BAPISRl+Sxz+fA2rHR8qvhevs8CeM0qDtBHZekl/qlvgC/seceUzhmrZvJ70pp7zQMwjhH1IpiDSNipvPSCBCvVM5oAvhVGS2u14ny78gcO6G5GyBUSv7i33Z+axj9x1OnmP/nmu5xDEc0BiqvdPwRBgmNP41SWv4XixjWxhNwM43j+B3hiK91A2jIbjSmL3/5y9sUtykng6tnMDDQdmaAGhhYdNS2CzaE/Nqv/VprO6akaa+2YtML6CdcS0s/EM1GoF0R90j6iIBbkPtQ04j/xBU79wi/8QfV3iNh5DWDaZ7D1LijR3xU0gD6qNQX6VP8jcMaR6TSLIk0qwjPFJ/86dOQS9peZ0rqk2zi06fpf7wvfZAPaGs3Q0RrGZCBzWG95Vj99/atJIzVD/SaQqK+BXED+VGna/sK4m+5dHcqBmGcE1QSFS1rhew0Nh1iq74ODOmqlS2NgZtz0pxI79gLm1FUvHSO8Sscv+DL2rokX+eZ+kbu7N5C5JKG8LSVOmXaTppGaxN9edMYijf5SCOJKQ8Wjvty1xHr4E1TWxPFT/JGw4kU0xYgxdYrIZEphzQ2acQ+MLBIUDcjqf80jNYUIyI2ic1zDSPUtIO0d3Av7bq2oxomzwDcte2gDnJx5ydxsde4YJrbcqhpp4wMxkzXngUhtNxGf2VZDIKg7zBdbXbC2m2zHslf4gP9idkVZ/ZZ8mL3qn/qIxj613xwE3+78cHuHUq/llvN58DGkXJca1lWv719Kwlj6nvqxLT6HT8xobaluNf401anpbmTMQjjJjGtQqRyqnwqFjKlQrL7ujbVrCMLEof7iKU/STg4F4Tlns5WRUynxxQ2X0XEWkin0PvK9huw+E2ltnD3UY96VDvHjUbRdLI81eNwQDgSu3yI3zmMNAKmkhzmrSGHLIIz1nT40jH9hMzKs7BMfhNvTW9gYJGQ9hS7YzKyhhFhnLeGcSch7Vg51UE17lmTmHJi509f4N+71l/7k00InjJ2IoM13P5hrd9IXMJJx4yFX7L5uLasxjvxERuNIjHLgYg+9KEPbWdK6icTx8D2orYviF0dCWH0DnvCOLC9GIRxDlD5VfwMJjo7bq51dDe/+c1b5xakA+PPfzmtvXE+WcKJQ2MJ4UqHC6acK2HjThPo37N2CEL867jFJ26kkj35khZhJ9LMvdpQfdkjszpmpFRHzC8Rv/VD8h83+RO+f5akPTCwiKj1kzkI43Qom/r8yiNlx67dB/oHpI27j0lLbfQXltNk+phmkOhDnPyQGQxg5uPY+/DRmw0txEesOPStrsXjBAl/t8nO1pBGkI+VIJ2B+SB1JIjdOx6EcXExCOMcoPKr+BlM0onqPE2xmMrVuaUDTENA/Gjk/NHB9BdUspVGJT5SG5Br4QnCaCMMDaOwOsv4pfmjGbRGKOsbIXmuks6eXfzW/yCMNsxozBau01LGDzj93hpGz4Xggns1r9zFNzCwqKjtjTkI43R49pRTj7jzo1/Sn2j7NvWZRrbe0Drry172sktET/laJmMntT/VZCOe8PqrxGk62t9vrne967Vwpi+t29YviUP/6oPWOkm/cEy49EnL5bliLX4GNgZlW8s3dnVlEMbFxSCMm0Rf8YO4awA6ypgIFkKoU6ukiT2do3WCD37wg1sHWcPr7MQZIgdJW3gkjT9aP+ebfexjH1v6IgedrvSt97HGUPyZLuoHvqTjHruw6WzPPvvs9vXu0F0EMqRX+PwnliZVmJo/90meO/cGBhYN6mbqJ3MQxuWhfNKmIWVXxf+4/ZPexhMb76yhRhIRPcTARyaSYMOLDXb+UKNvSl9XPzKZPoL9nep2t7vdkkYRSWSK18Yk74sWUx9V31Htgwa2B6kXQezezSCMi4tBGDeJvuIH1T2EzzUtnX/BagyudYQkjYHdzkFf2b6MhQsZc0+Y2tmlI00agDDa9ELTCEhivvB1wrSXNqRAwhHxJA5gT774I9LXoBFShDEkNXny+zKNPJpH+QPh+jS4DQwsItTN1E/mIIwrQ98Atc8Adn2Btdk2/PlYtkbb5pZoBfVVjgKzyUWfZxZEPwXiSx8C3Ln5IPXXjUMOOaTFhTRmStqGQh/dZlHq8Tzy6H0lf+mzBrYetX1B7N7tIIyLi0EY5wCVX8UnEKIFOrD8NQUy4IR4IXa+mp17aBemRpLwiSPxp5N2zR9hp1m0E9r/Z8VX/foyt8jc0T35PVZEXpKfhBGeBOymunXy97vf/Zobf/KvY3cGowXr4nGdPNW8Jy8DA4uKvs4OwjgdefaY6UMAuXMu4umnn952QltvGG0gkqcc73KXu7R1jNZbm2bOrAqkn9C3EO9B3Ago7aI+7Ja3vGU75cFHuGPFxO/XjWY6bOjTBwmbPir9Gox+aPtQ2xfE7v0Mwri4GIRxDlD5VfzaicZNZ2fTi69rbum02LOm0JESpmycsRjwJx6NRjxpYEFNj2YRoUPsQthA54nw0TDqwEG8/CSPRDxxBx1t0mVqvM5W1JD5SzhxO1YHWU0nnXDJGyTMwMCiInU69kEYp8PzQ8ogZYYs+quLHxDQKtqxTPuXTS00g/7uYorakWD6C6jlmf4H9F3uOdHB0WA23tkh/cxnPrP9Uco0tv4IgfT3qg9/+MNL4fU36d+CpJP3XGVg/ujLOnbvZBDGxcUgjJtE7XR6xC2mTgphzKaX6i4eHZv1NtYX6lARxnSe/EC9Jkmbe679JN3ZYwhjH45W0XEVRx55ZOuEwb3cD5K3TA0lbqANQBidsZj0kV0N2pS0QdX5keI0ELifNGpaMQcGFg2p17EPwrgy9F3KIWWmvJA4H77IosGfII025DkX8Ytf/OLS7uXaF+Ujs+83/If/bW972+RhD3tY+1mBg7q/9rWvtb5Hv2ZmBXnUb9qFLbx8Bd5V0glBTdz8TpOB+aAv39i9i0EYFxeDMM4JfYMIcbOxxfSJqZPaSCB+dIY6WmeQrQUJlzSz6eWTn/zkklvSogV0DqM1Q3Hr/cSejjRgl5YGLX83uclNJn/5l3+51PnqjB1OToNw5plnNr8kX/jpnPt4BwYWDWkDsQ/COB2eH0LMUmb+vX3KKae0mQ4Dv3Ij+j1rGI877ri25AaEDUkM0kcQdptmkEGbAa1PPOOMM9omGsiSGXFY8lP7mtr/BPy5DgGRhuuEyzMMzA95t3m/geuPfOQjk9vc5jatvlhm4J37GMj61bzL+jEwsDUYhHFOSGMIUsl7wphKr9NDvJAuZ4dZw2in4FqQBpf0NksYgT3xRsvoWh597en0nfXI7hnk231/p3Fwd/2rQjrspMG9pjUwsGhIXY19EMbpSBmlH0tZmCkxE+HQbP1E1i5aikPjaOrY0Tn+1IIMQvqJ9BvsSJ2zGG2IcS6jo3h8lNbfBvLLXyRhmcmffosmMh+34D7wk7jYE2ZgfqjlrNwDbhQSt771rVtbu9rVrtY2S331q19d0g57t9Uc2DoMwjgn9B1PKndPGPOVWyu//56akvYT/rUgDS7phTBay5h8xE9PGHupyDVTuHzJv+Utb2lffqa9fQ1COt+cw/iVr3xlqfMmfafQpzUwsEiodZQ5COPyUD4pg9qP2clsLaF1hjb6mV5UfiS/ALRxzjFdZlMQR/Gk3PUfppf1KQ95yEPaZj3rF615zP0QwEoO098wk5/c4y5M/HBP/mOHah+YPfqyDthDGI2R/gDkzE7jpncGebcDW49BGOeE2iBgOcIIGgDRAfJn/YbfBzpiYi3oO0WE0caTShhzbyXC2IObhlk7XkdeOPaHlsB0E8Loyy9aSDseHWvxu7/7uy1MpHbI09IaGFgk1HrKHIRxedT23JeHNdv6MUtUrHmmMcoB2/pAh3b7OHb+IuL49a9/vfWD+hNrHB3ObQ2bf3c7Jkd8EKIYrVP6Tnlhl4dKJrOh0P30RbleSQbmg1q+tZzZK2E84IADJm9961vbuOX9xk/sA1uLQRjnhNogIBV8GmFMZ6fzI3b5+T/qWqeka0MCm16iYQxyb72EUeearznpWJtk/aKB0y+95FGclTBaw2jBu/DC9FI77IGBRURtE8xBGJdHLaeIPg1SNjah6Jf0D4ijjS+0jDbBII/6DMtw/O7vNa95TftP9LOf/ezJUUcd1f4sJayNLeJW5vpJJPDb3/52005aDykNfVF9H65pOq211lchoXZapy8CcQoTcT0wX6SexB6w94TRBkqbo9yr73Zg6zEI45xQGwSkc5q2hjEdFXCjnfPLrLVOSSfu4NOf/nT7LdZ6NYzxE+SaKX/5un/c4x7XBs4HPOABba1S/BkkLHSnYdTpc0/HTNwPOe7TGhhYJKifqaPMQRino7bjWg6ZlSDAH7sZCod4P+lJT2qk0ZmtCCPiSPNobbQPUlORjuOxXtHfWvJBmvRoD53FeOKJJ7a1kM5/veCCCyYXXXRRey8hhXZWf/CDH5y84AUvmDztaU9r6+EQELurQ2rFSdIP78nvc6uQMo89YK+E0a8f3/CGN7RxE7zT+E/dGtg6DMI4J9QGAancPWGM+GLWyTLf8573NO3dRnZJg69xU9J2liX+dII6XuefIYxxi5+Eh4TRqSKZIG86ap20/Jsq4o8b0w5FHbeO318YuMlbOmHPF4I8MLDIUHdJ7IMwTkeeXRnVcsh1yhBcKy99kDXODvR2liLSqD9BHB03RrjRRPr5gDDiYeqP9ENmOh772Me2pTuWyDzwgQ+cHH300ZO73/3ubVctMsmfndQ2yyAeN73pTdvMjcPCX/7yl7d/Wou3ijz2+R6YPVLe0NebuunFe7PhiZYYUheghhvYGgzCOCfUBgEqOkybkk4jSAOwsPvAAw9cF2FMeKbd0dYKWV/ILeJeCKNzGJMe90i9dj9kURpEh22qyG5HnXTizvNlDaMppYQJahoDA4uMWleZgzBOR9p3LSsfhbED4sZfrkGZmUZ++tOf3tYx6g/zL+iUsX/ef+tb31qKs4ZHOP18wNKbY445pp3JSINoWtvHspkOsx/80UD6QKbVtD7c2mvvkjayzxd7lYH5oJZxbT+u67E6NM02WU4jjANbj0EY54Q0hiAd6zTCWE2Nh4ZxrWsY+U+HDOLQEe6zzz5N24fgJX6drrUgpqT9Vgvcq1LhOp0/SIsgg3ZJ14O706G/6EUvauuR7GyD3B8Y2Emo9ZY5CON09OUUKJcM7mYgUkb6KmsPaQgdu+Pj1akKIYrWNbLTHJ566qlt53Ttg9KfOWbFRy/tonjEaWaFm77PrwGFNeths4zZFtrGJzzhCY2EWBtJeynuvMOa/4H5QlmnvGu5s9cpacsTTEnngPeB7cUgjHNCbRAQQjdLwsi/DjjQMfuq1jmK398U0nFH+DeVo2MNyatS4Vp+hOM3nf75558/uepVr9rOWEtHyw+8+MUvblPSCONy8Q4MLDpqvWUOwjgdfdtOudWyS9+hrGxMsSYRGXQAN22g2Qrlah2jD1HLcRyhkxMYKhIv8kfDqJ+kgXLUjpmZaBD1QznE22YZeTAF7ZeCpjkdHK5/la/0YYl7YP6o5V3LnX0QxsXFIIxzQm0QEEI1a8LoixuQxUwf2yxjWpi2T0dZiSF/diLSMMatSkWuaxxMU946ZWejpbPN81mkPgjjwE5HrbfMQRhXRy0v5ZI+Qx+lb0LY3vjGN7ZTIA499NBWjjliR7naEeu3f6985SsbWUT4MnuijNPXgYO7neGIYPozlmN5/INfv3Tf+953cu6557aP58BmG2kjlDbTZJpT/iIV09wGZodavrWc2QdhXFwMwjgn1AYBsyaMiV+nHNIGrjU4nbC/rrgm0iembkwDHXHEEc1/4olU5Fr8GRR1/DpzGsasYeQvzzc0jAO7A2q9ZQ7COB21jGqZAbJnWtg5jM7SozW8+c1v3kgerSKxbtGfYGgLndWYX40Kq1yVb+LM1DY3f3/R/1j+Yme1eJ3naOf1wx/+8PYffX1VxCYYGs0b3OAGTbuIcIqv5nuaDMwHtXxrObMPwri4GIRxTqgNAkKoZkkYM1AxXRObWhzcrSO1CJybzlfnmC99GkaEMWGqVMStdtrsjqmw2NxuxPiJNmGsYRzYHVDrLXMQxunQ7ivqtaNt/vAP/7BtbLnVrW412W+//drMh49ZZPFKV7pS0/Y5Z1GfhwTSCqavhNp3pI/RjzkWh4ZRnDSWr33ta9s0Nze7oV3nsG7T1894xjPaukgaTIQk8Xp3EW6RgfmilnMtb/ZBGBcXgzDOCbVBwDwJo44UKUQGwVe9cxxp+3Su7qdTzJT0WgkjCF8HRoTROY85VoekMx+EcWB3QK23zEEYp0PZeP6UVcriBz/4weRd73pX6yP233//RhKzC5rYeOLvLdYd2gldz1nMNHTMKiCNP//zP5/c8573bMTiD/7gDxqhoDW00U/c/hCjr/NP+xNOOKERVpv0rL92NiP/4hNXFennWQbmh1rOtbzZB2FcXAzCOCfUBgHp7GZFGPkTJ0KY8OkA7UD079b8UolbkCnpte6SBmQQsobI/2FNA5kSip88X6akHdwN0+IdGFh01HrLHIRxeSiD9BHKQnkhdGY4QhaVW3ZA0wrqg/xYIH0Kcpc4Uu75AAZpcBc/f44cM41tmtn/pgGpsDbRphkHdP/whz+cXHjhhW1t4957792OannZy17W+i/rKdN3RpL3yMD8UMu4ljX7IIyLi0EY54TaICCEataEEZjpUHWCjoswZfze9753SfMH7KZ8aBjtkubeS0Wu05FnzY/1QQbNaBhBfuClL33p0p9eYFq8AwOLjlpvmYMwLg/9Q8oAyVNeppdNA4cwZic0u9kJZycifelbgF150jaKQ1+WeNPXxT/C56BuG++ctci//umd73xnO7wbMUQYbXSxKcaaa5pHH9KOFbMp5nvf+16LC4SfJgPzQS3fWs7sgzAuLgZhnBPSINIY0uGFMOpAg/hh6iARRouz1zIlnQ5VR2oKhzi2wmG4OssMaDHrwd3CJI+RinodO9OmF7sREUYQp86anHTSSW1K2u8Nk7fl0Kc3MLAoUDdrnd9TCWNto7299h/6nYC7fs5h2gZ8JDHaRX2DTS+3ve1t27FfPm59xCrDfJBWuFbG0UQmTcfzvOMd72jT3nY7S5+7d/LmN7+5HS1mNuWzn/1sWx7j14DOZjRVbRf2Rz/60ZZH6RJhqwzMF7Wca3mzV8LoCKSzzz67Ecb6nlIfBrYWgzDOCanYBEIY/Y95FoQREi4NKXZrguw8pOWTbu4BcucL29ET3HupqNexMythzHMFjtXxWy87HvmtjXxgYKeg1lnmIIw/Dc+N5AEix551h/o5v3S77nWvO7n0pS/dNriYedDvIY6miP2Vxc5p/Z3d0ZUUktih9mNMfh2VQ4sIIZI0nJbkIJSAjFpPya+zGmk+vUsbcuS19k9VBuaLWs61vNkrYTTT5kcROSIpba2GH9g6DMI4J6RCp1KHWG2UMMbPNNSve+GdX2bqxfRwndYBX92PfOQj26+yIHmMVNTr2JmVMIqfWwYL/5k2QCCM4LkzqPbxDwwsKtTVWufHlPS/QXmkPaeM0s5d21RiY5x/OBv4TR0/7nGPa30OjdFee+3VSCPZd999299aTF9bb6icoSdzrgk795S5NPVBCGPtB7nlOmFCPsF9SPzVXt0G5oNaxrWs2Sth9ItcO95DGDPeQOrAwNZhEMY5IQ2idmxQCWMqfjX5X6+GsXakOkXkTYNzXIUGxt19Uglj3KpU1OvYmZUwJlzuZw3j6aefvjSIkJqHgYFFR62rzEEY/z+UhWfWz+S5syQF9G92PlsnbbOJPsjROs5i/KM/+qM2LXyHO9yhTUvn0G79hX/f2/XslIUvfvGLS/FV4geupV8RIshf7hPXzMTBX/Lvun9veefpqwbmh5R17AF7PyUdDaP34r0lbA03sDUYhHFOSIVOp5ROLoRRR5kKX03+17OGMXaiQ5ROCOOzn/3sds0f4ceUzW/+5m/ObEoapGHQ0KgRRRpGJtS0+/gHBhYVtb4yB2H8/1AWnjfPHeLo2rTyK17xinZ8jd+GWsPoDMSUD7+OufnABz7QtI+mGy1fqcTR314cvE1DaWo54Wq64BoRhJh5X/GT/rCiuiVfFUkncQ3MB8o3ZVzLmr3XMFqTanzx3vLO+vc6sDUYhHFOSIOonSXMgjDGX+3Y2NOx0iI6ENf0cBpZzKxhpGHkxn+VinodO7MSRuSUmy8/sIPasRbWT3KPTMNy7gMD241ab5l7KmFcqe169hx9Y8fxq171qkYWEb6zzjqrrS9M+aSfYLp28LYzEx11oy+MpHz96g9xSL8inL4rEC+IS7x5B0krdtAvcouZOKc9G7fIwPxQy7iWNXuvYXzd617XNijlnUM+Ega2FoMwzglpELXTgllrGBN/tdtRhjA+73nPa+nmnjA5h9EuaQ2QW5WKeh07s9cwQqZ4zjvvvLbQ3eCRIzb6eAcGFh213jL3VMJYny19CDBDzJy5aOex8nnyk5/ctIPZdMKffiADvP5IXyGso3HsWr7c5S7XZiUQBP2iA77trkYUvvvd7y6lmbwwiXjMaujvbGKxW7pqG6Ulbe+oEoy8s0pAAuGS3sD8UMu5ljd7JYyWKthNT3udMdS7y7g2sLUYhHFOSINIpU5lr4Qx92rD4baeTS81bKAT9WeDTEnXe77SEcZZbXqR39zTKedPLzmHMfdrXAMDi45aZ5lDw/hvRAv0Z//8z/88+ZM/+ZPW5n/1V3+1/bvecTUInPsR0Dfoe8THjmTaRe33ovm3NIJArnjFK7b1jOecc07bQJN4al+jH/WHl9NOO21yyimntHMXHbNDcylf1kwirvrQaBSl6xmmEcVA/PWZB+aDWs61vNkrYfQxYc29eub9ub87t7dFxyCMc0IaRDonX7oqus5UY0AYoTaA2BHG1Q7uDpJOtdMiIqW+3tPJx49OWwOkYazpRoJp1zFDGHX2gQ5dg7ZA+QpXuMLFjtVJ+jW+gYFFRq2vzN2VMOYZPUMlUtWeHar80AwyuTnr0AHc/hplM8tXv/rVdkJDwkYD6Zroe77+9a83UkkT6SxGaxiVqfWLjtpxwLbDuJ3jmvIl0kw5Mx2R40gey19uf/vbt39IO9LLkhgk0wdr1lHymxkQz5s4B7YPffuqdoTx8MMPbx8R++yzTxtn1DX1aby37cUgjHNCbQT5wnVtLcZNbnKT1lFqANzSEcY+S8KYTjJ+ENdoGPtwuYZp1zE16BBGDZhbGrJF7bSbiCMCKf0+DwMDi45aX5m7O2Fk1udIu45WB9KekUX/ZLZW0V9UaBi/8IUvLGkT9WvRCmY62nTxpz/96XaAtl3SiKHNLsrTxzNNUnZJ+/GANZGZTpZ+zZ/4/VbQbwGvfe1rt3dhYwStJe2isP5TfZ3rXKcRWu7pn4LEObA9qOXf2wdhXFwMwjgnpBGkE81XOjLny3qrNIxxi5/1Esa4xZQ/DdrakhyrA56TdsHXvLxb0wT8kxrXwMCio9ZX5u5OGKE+b54rA3RIoL7FeYk2ztHsHXvssU2zyJ9whF9AFGkVaRRPPfXUVn4HH3xw+1i2bEUfaNrRxhcaR+uf/eYv2kBInMkPO1L4e7/3e027aK32+9///sm3v/3t1v+4T8P4pCc9qU1tP+IRj5h86lOfWiKfzMSdZxvYeuS9TrOvRBh3clvbHTAI45xQG4GOVkUn/jpw85vffMsJY9LYLGFk9hpGcYcY+7r3fDa91E6+xjUwsOio9ZW5JxDGCs8UAR+8/iBlXeGv/dqvtbbvzFVlAOJBEFMe+hmaQjMND3zgAydXv/rVlw7sRhJtbOFmaYw4bYARbhqJE3f6F6Y+1PE9juDRTx5//PHtA9VxPf7oQhBQm+8sv/GLVGT0k5/8ZNtEI5+w3LMPzB/KPuXf26cRRh8d9UNiYHswCOOckEaQ6Whgt4bRkRG+sHVc/KQRxD5vwphjdfpwuYZp1zH7NYyew4CiM7foHGF0On/iiAwM7BTUOsvcEza99O3UcxHtOmcs3uMe95gcddRRkze84Q1tPaLnFyZEj11/oO9yaLflKVe+8pUbSUQWlZ81zpblnHDCCU07mOnnlGPiCgGF3JMXhNCRPM7os/YR8bSrGjF997vf3X7/ZyralPQRRxzR/jTj3NmTTz65LZkRV0jjwPag1rXe3hNGM1mDMC4GBmGcE9IIkDdAFFPZra/RGNLZxj32WRLGuCeNEMYc3A0Jl2uYdh2zEsZ06OCeDvmQQw5pi80TR2RgYKeg1lnm7kwY63PWZ0GqTCnbcXzSSSdN7na3u01++Zd/efKud72rafnS9lMGMU0dnnvuue2Xfz/3cz+3pFVk0jLa9OecRlpF8QMiqG8CZvKUD27xRoTRRyKu1lDaJCOta17zmpPHPOYxLb824SCq/6+9O3H+75rvOD7TzpQiVaW1jaISIZKidlOlokXQSJBax1JLYqldkKZU7bEnIR0hWk3SiDKCCCLTEUuCSCsqllhGMSoyY/wDn87jtK+vd24/3+9vyff7+X6+n9/7OXPmnHvuuedu577v657t3vSmNx33Szegs88+e4yuTt7yarYH96CWuxpeTzAqjzVds3haMG4R9SGIaLRsMlsG04sncTFcCW+FYGTM+YxtmqTrfuPCvOX4VTDKg7Fn2L0o9GG8y13uslsTdzfNslLLLX+VBaPjr+caX6uBPoUnnXTSGIWsZUSzr4F7Xt62i2gEOxA+85nPjEm8TZlDKP7Gb/zGaIZWI6jP4llnnTVsRfo7EokRh6lZdAzJX96Jg1pE0/IQgQbg+Be1JmriwoAYgpHYsG9O7aNa0ppn9tcsHvch93IabsG4vLRg3CLyEDBKCnqMKcFIUPnihjRVuAlvpmCMUY/BtU6/HlNhxHBmu+SDaVx8+XmgM+gF9fwYcs1N0ybpptlJ1HLLX2XB6BzquUIcYXjOOefMjj322NlLX/rSIczU0FVhGBsC1yEiTLOxWkQtGT4uXTfCjWg0fY7/TFtfayohj3rtIS77FE9kOjb/nNYFxn047rjjxohptY4Gubzuda8btZmEqkE2RmCLTx7cTr9vO5l6j6fhFozLSwvGLSAPAGdEX2D0OCP4GNAYR9RtCMZDDjlkrwQjiEL9CPNrQMSQO56jjz56duSRR479VwO9nkP1p4IR2Y+O8V3D2Ox0arnlr3ofxukz6ry8oH0AXnLJJcMWmRonVNEYbJN8iLqrrrpq1DT64xR7RiimiXq//fYbrRxnnHHGSBtbNO9aJk/5x86o+dQHkpj1RxitJj6y2baLL7541DhqjjaK2gesqXzM05g/x6zCPdvJuAe5r9NwFYymW5onGJvtoQXjFpAHIE5BZ6Ai2ozo8+JBHoCanmA8+OCDN0Uw2jcjy8ALc29729vWxJ511VhP3TRv/u4IxlNOOWWkjWuanUQtt/x9TTA6JzZDFxY2I4gj8PK813OveYi3rQ9U8yAaMKOJ2kAUvwF0HQ1aMZtC+hVy8pf39HiynHRqC4844oiRx5/8yZ+M6XqIwhNPPHF22WWXDTFJQD7nOc8ZtaNqHk2xo7k6x5xzaBZP7uO8cAvG5aUF4xaQByCFO0IxBso0D76yK0nL/9CHPjQEoyaXXVH3E78KRgbY/q1j6PlGEjKy+ig5Jo4RneemefPnCUZp0YKxWQVqueWv+qCX6TPqnKaCygubPQm7Ovear0F/Ju7WuqLpWE0jG+fjWU2kfOVV86v7TzjiVdcevwQkQjU3c35NmMm7TzvttNmznvWs0VfyggsuGMLUejZ1p9+vVaCWjWm4BePy0oJxC8gDwMXQxUhZ1lxLMFaDmAeBv5mC0T5iZIUdhxrMm93sZqOfUYx08pnnUP0WjM2qU8stf1UFY84z5xosxzbETc+1hivik6dtDGghCH2g+uWfCbf14WbjCDkTbs/LP8s1rooGtsY/hs8///whCk3zk+btyy+/fHbppZfOrrzyylGD+b3vfW/UPBKnSdNsHykf88ItGJeXFoxbQB4AjtGDWr58nROMOmPXr/U8CPzNFIweMsYx6xyP/PUhasHYNPOp5Za/LwvGimV2K3YN0+2lsT5p8qK3nV/4GSVtIIp+jWoYCUbYrtrJUI9BOMfGtw/pE86+0qoTxEUoJv/pfprF4X5w88ItGJeXFoxbQB6AFO4YtBgxI4i9eGrhT5i/mYIx+4wBdyxGPvpt1s9+9rNhQOOSF1fjUP0qGBOfl0MEYw96aXYytdzyV1kwziPnX+0GW5LnHDlv6abXwLK0qV2E7U34bVox/RhNtq1vo8E00mebHNP02Ai+QDwE29jW+unxqdVMPjkO8dVvFo97Uu9zDbdgXF5aMG4BeQDiYsRi2NS+pQ9jHoCafjMHvcRI2rcwRzB66ZnSwvFwyWeeQ/V3JRjvete7DsGImkfT7BRqueWv+qCXSs6dq+cmzH4451ybkPSVbJvt9C0kGE2ife1rX3t24IEHjgn+TZFj/bzticzE1/XEYdbF9uS45GVby1ln2TbWG4wjTbN9uA+5n9NwC8blpQXjFpAHgIsRi+ECMVXnYYwft5nT6swz8PL3ey6/5Krbz2OaN38qGLmcXwvGZhWo5Za/rwpGOMdqv+CcaxqIq9dC2Es+9oddSg2jCbzZOH0aDYgJtkn6St1/9pE0EZsRgVlffS7p63bN9uAe1PtRwy0Yl5dtF4zzCsCyFgrHFbc7SBdDxcXo+arWhxH5DVbWW/aj/D2ZuDskXAXj1HhK47ddv/d7vzf6MGbfU2p8tg2f/vSnx6AZv+SSxnrHzvf3hkzcHcM/L/9FUfc9PY4ce8JZz8/5TLfBvLhmtUh5yL32IWTCexNP3+hGNxr/KjYXYMpJsz55jtTw+TtLBOP+++8//u+shhGuJQfb9HVdXeqzFRLnT2L6uapUmQrGZnvZ8YJxo7R7ks/usrt5Spe0+QJOHxxf1b6eLMeYxjgymJqMCUb/RN0V9XgS3kzBaLsYck6ch9fUGH4XZl/BeXqx3vnOdx7nuAzUc8v55NymXJO4ZrWYlhHlWg1jC8a9R1Mwwaj2yAczG2SORHYIrmO1U83qUp+v6nMtGJeXpWySTgHayaTwM4Bp+ohPTNU+jPripH+NF5B5Ev0XdXcHvYSEN7uGsSIfU1jc/OY3H9NjfPOb37zasWu6U8OYUdK7S/a3J9vsDfJ3DtP9JL669Y5lq4+x2X7c43qfWzDuHfUasksEowm2Ne1f61rXGtfUlDeQtq/lvkF9vqrPRTDOa5Jutpfuw7gHpGDvDin8mpizDIVec60XT4yjuNqfxihpfzBYhhrGHFfS8P3ui2DkPvvZz46RiPJ3HgSjfe9KMCb/kOWNtrkmzNvXruiX177LtIxEMBI6EYyr2odxM3F9QgTjn/7pn47aI4LgqKOOml1xxRX/l+J/n7ndeTabnc08G5y4FozLy7YIxhSMaYHZW2p+1W0me5p30kVwqUXMi4Vg9KcDNYjWJ431HMG4LE3SnG0Z/oRNlHvrW996dotb3GJ24YUXrr0UnKMXawTjnlD3t9nkuGveNS7nlvimUQ5qWZhXw9iCcdfU6+jjOTWMEYyPeMQjxrUN9Tnt67q6TJ+vII447Cbp5WThgjEFpRaY6TJq3EauMi9us6j7nLopdV2MHlGYPowEo4eBqGJECS2kplGTNMG4LE3SU8Nt0Mstb3nLUcNIMAYvz/VqGHe1n+q2imn+Oa8IRs49iACOj608rmb5SHnIfW/BuPfk+rB1Rkn7LWkEo1/7sRmQzvVO+n7mVpf6bNX7LNyCcXnZdsHIMRBx8+I2cqHmx4Vp/J66kOXp/mva6rK+vlAiRgjC61//+rM3vOENYznCJH6dVmde3lMXEt7sJukI3aAPYwSjKRDknTz+67/+a+zbSPCc+9TV/QlvtP6aIr/gXIhzx5X9Jj7kmOF+1ePbzONqlhv3OveeTzAaJa1lwLQ63Ydx98n1Mejlve997+y+973vuI4EIzHAZrjGuZb8ZrWpz1fKR+J60Mvysu2CMQYiLgVoGr8r56VfXeKn+9tTF4TnHVc93qmzvm4L4usrX/nKGNQSUUXESJMHgqA86KCDZl/96lfXjmMjFxLe7BrGnEcEFMH4+7//+0Mwfu5znxvrkr8Xq0Evzg3z7ou0nLwSFh+XdZtBBuRwXlgmD87EvfblLxP+LyvOft0L52m9+eHq8U2Pa7OOsVk+Umbcd34Eo9G9LRh3H9eHg+fpPe95z+z+97//GPCSPow/+tGPxjX0zPFbGKw+9fnKMxZHMJp6qfswLh/b1ocxBoK4SZwCoXmC2Pj2t7891qe51j9I3/a2t83e/OY3j2ZQL3gGiCCQ17nnnju+VIWTP6STR4yRddWI7QrpOdg+hZsvzwz4SP4RKM5l+iBwuOSSS8afXJxPjiPp+RsNeqn5oC7Hd0wmz37Vq161ln98aQhGzWp72iRtWTgTd+vD6EEOrsF3v/vdse9TTz11XAtxyH38xS9+MfKQl3vjuHLd+HWQUPa7p2Tb7DuGxojuxz/+8eP4I9Jf8pKXzJ7//OePZccA6SMg85/bXD+kzO7t8TXLifIwdXCfa5M0wfiiF71oCEbrkq75FfX68V0nz5Q+jIceeuj404uZIjLoxfPlea3b1GeuWR1SNnKv8wzFnrLP97znPcfH2X777Td77GMfOwZXxu7WctIslm0RjFA43HhGgSMUxPm36G/91m/NnvGMZ4z1XuREBgFldN2xxx47u81tbjN71rOetSYurH/yk588++u//uuRlxd+BEgK4VQ88G1fC+88B9tme8jT9qmBMlm1Y3Cs4okM8XWfarIgHaF2j3vcY3bCCSeMuJxnUMPot1m1j9S840Jdjr9IwWjENMQ7T7UFd7/73WdvectbRrxtcg+thxcHl7B/WpusnKCbdyx7S/Jynx2D+/WABzxgiESoHTU1kI8Nad2H3Ldsy7e9Y48Aznk0q4f7PXXuuY9RNkYz2U1vetO1Pox5NpurU69dwp71f/zHfxy/BiS8icYjjzxyfGQGtit2uVldUia4+o6D94saRt0WbnzjG48yYqAlpJEW7HC2mcdG65q9Y1sFo4ISYQfhY445ZoycU1CIx9T6mAz6Oc95zjBAfsvlTyNEmDyIETVHj370o8eygpQ8LRMLtoP8LGe9QrWRq+kg74g7hk0/xOte97rD/cVf/MXsuOOOG03BRIivoi984QtrYjHG0wNh4ms1jMi1yHp9GA16UYMhzrocT3WYhrFIwfj5z39+7Rpbr4ZY7akXqmtlHeeYbEdgqi1+2cteNnvuc587xL+mB1+Txx9//NjGi4Wf+7g7zj74Oe4ca+570qi91j9GDbbr7BzU+FqP3AO1Hp/61KdGnOP50pe+NL5wcz7SZ5tmdVEe3Gf/XVfDSDCyPc973vNml19++VinvDRXJ89gcJ18sHn2NUkTjGoYH/OYxww7lOcK/NjYZjWZlg/3PLbaO1MttPKh8uhJT3rS7Itf/OJI3x8T28u2C0aFJCLhyiuvHELGKFx98P72b/92xOt3pibo5S9/+XhpE47mQ/vxj3888rD+2c9+9hCayU+8woWITsvirc/y7mI7pLA6fjVixAZx60Wi+txxMYY3uclNZre61a3G9DMPechDZk94whPGl9JHP/rR0fHbw/DWt7515OX4cswgZPRhlP+8F5LlqUs8Ft0knesJQuuOd7zj6Nj+pje9aYh4fb98MboeXrb+Yx2R6LoJux7uH+GvCUJTFd8LZSOXNPZT4+Jcd7XSypay4yVvwJFuDSeddNK4N8qMe6BWW+2uPo22dX4nn3zyuHZGc1566aXjHFOecl2a1SUvMZNLq2H0bHvefex84xvfmPt8Nr+yH65frg8RqEnaKGl20jPv96JaaPIMwjWt2zU7l13dQ+tzvyHs/e/9oXxc73rXG+8E/RpTkQDbdflYPNsuGKEgIMbE6GA1bIyyAiItEZIaxqOPPnqIDUZcHmrwvODzb2Mkb7V0+j3a5ulPf/rsxS9+8fA1aROZ8tzISaepW81n4vR54z/4wQ+e3ete9xrHohO3As4QEkHiMqLSC4ZgeuhDHzqExwc/+MEhmv7hH/5hiNY8BAyq8yMqDzjggNlFF1207kORByYucVikYBSeCsa73OUuo8lds/Sf/dmfjYdfMxSxSEDnWnn5ulbXuc51xvLrXve6UWNpOiEDg5y/mr2N3Je//OW18MUXX3y1dZxa3jSbu77O2b6IdsejzOX4dQNQVtRY3+lOdxpC1peuf90qj75ykTI577o1q4X77H57YR1xxBHj+fZMa+XoPozrE/vh+rBx7Joaxne84x3j2YqdZCfYw/xP2jOa90HXMu58dvVsKB+c9xOnkuTv//7vR8uTMqLlLr+a9SEvPx8W2a5ZLAsTjNOCU40JXy2h2iG1dF7SBI1mWy9464kQIo3hIeK89NUwqin6+c9/PmqH1EqBgVebJC2XFzwinPYW28sTjl2tJ8ETkein+hmhrNnKABaiivHjHIfj9T9VfRhjTOE4PQxqGG9wgxvMPvCBD4z92Wa9B0981sVfpGDUDzDXxDr9kTRJ+8+040g8EXbeeeeNvor+H/uKV7xifDmmpsF1U0toH7keOfeNHHKs1Vlne9e03n99LNUUEeQEo/KTF5OR60SuPpVqtPWZJew//vGPjz607otjk2+uZ7OzUVbmkXIEtikfs8qqGQb0g23BuD71+oEt8AH4xCc+ccyukOfeKFjP/emnnz7sEfKs9jO2ukzLh3uvn6IuXT4iVCrko4ImoA1UpBgf0M/b9rFQwVhvtDDD4AXsi5LTt0yB0dSjltGy2iGGwwvci16zIKPjha+ZkSgjvBQo8ck7fowPUSAf+xEfYyS8kYO0ETEQJkgJP7WPvoCMCiaWvvOd74zjIgTtiwCUj+XsUy2cGrcTTzxxLOf8w9lnnz2M6WmnnTa2yUtpelyoy/EXXcOYePv4wQ9+MOaQfNjDHjZEovPK9sjXodoG11AtMRHnZaIJ27XZrJqFHH+auhyLe6eZmUBV4/uTn/xkrCMKUsPouqg51mStNuSNb3zjqBl97WtfO9LmWtYy0exMUkampExD2TBYQyuB59KgFy0V3SS9Pq4J59lj+3yYuWam4yICXMf0Y3Q9fUDrs67LiOfKNs3qkvLBluqS4GcWKnzYWbZZuUgZ4XykqeH37opojB1G8otrtoZtF4wRENBsnBe4Zma1dP4MII0aKwVJLZC+gGeeeeYQAJp1FSYCTMd0hobgUKvE8Mhbwaq1TKjhXZHjtk0Ny9PLJEYR4lALc7bLuRpxqca0DupJfpb1C9TPzgCN6TWLC3U5/iIFoxeBc08aAlBt3OGHHz6Ec647F9GOxEccRnwlH8s5ho1c8uam8fbFuaa5L/ZnfkvXRjNjrj8BG8HonvoIUNvojzXC+qS++tWvvtr9zbE2OxdlZUotV1BGPDNqnL3E1Exrkv7Wt761Vu6aq5Pn0LXTbUQLkBYj1y+CkR+nNokg12+dfeyPsdUlZYNjd/Ub//M///PxzotQTPnQrSvlRVcQczJqqVIZMc0rz2yNazaXbWuS9sKNQMqNjsDIzbZsPeOh5soLXj81NXvWy0MaA08Yb0JJPkie1SVf7ppQ83FsEQ81X+H19msksXmmDHqxPqIpgorw9XAQw5Bm3j4gDtbD8XgINYvrC5L4pIOXn/ztJ3lO861xU9998NIkGonHQDgS/Grn1N65T/afvOyr7q+G99bNI+tyznzXRdmKy3EFcWqtXTPGSJ/ZzPlJSOrPaER8kL5ZXVKGOOX6nHPOGVMy6Xbi2TFy8xOf+MQQN54j3WP4eZaz7aqTc5z60IKgRUjNInsRIWA6HR//GeyWv75ohjTpv/7FZjHQ8sC5tuwKn/Ohm2V+u+V1nom6nOdEtx++2UQMTFTpowxwBCLfR4TnTRlJf3fjAXx80AHeo/LjKyfyUzZSLlJONnJqN5NOWGWBMpz3ZnN1tk0w5iXOd3MY2hhbJF6aUPMQn2Zcfm6wPLzMpZUHf+quKfPyXM/NI4JRDZY0OUfi2LIO4Grv/BXBOdTzmGJdtk9eroF+IGpoc12kC5shGPVDqn0Ykz/f9CMG92Tao7p93HR5b908si7HlHBcjle86+VDQzOHEdOaRnSuNpekJnIY5c1QWXZtU5u83v6bnU/KkLLieTQdjA8hLy8vM/10vbhe//rXjw8LU2RptjbISsd9XSvUtuumssrOh7pzdc45b85HvP7KBi6qoU9tUZqhuSoGEq/vthakV77yleODWrcQLTHCrjHf9dYNyfPIhrZbfue+cTXsHnpP5GMi5UNZ4VImCEcfGRGUWhmf9rSnjVYi3YtSLvgpG/zpMcxztpOWE1ZB0KzPtgvGCBovYnGpubEu2xBSqYm03perl3bECJf8UiOJ6T43k+y3krhd7bfWMMKxI4JRDaG+PkaGOZesDzX/7E+aXEvXh5HWhJq4mkcEoy8r8cmjUuOmviZztYuO0QPmuCP27c8ocjWMXrQbHftWkWOPcwz1PIUdJ7/WFOo/5SXoXLzw3CcIO2fr5l3PZvWo5cfHhEEvPsKIHC8yHfH333//0cdVrRhfk6p+VvpSq4HcF5x+5Wad8FHlQ/GpT33qeJk/7nGPGzMkuEaaGiMCIgwSjigQxxEGusuo7detRtcdtf2csDi2jRN23dstv3O/8pzk/unr7l7XsqAMZEAUcSgufwXirPPseffY3od98pO/cmK8Q91vwlOXbeRjG+9kwpH9r9qk+RXbKhjdkLywc5NSa5jlvNSzPT8v6xqXAQ1YxEvdPue53UHVt9oKX0SOMccdn2D01fXOd75znMs037qcsOuVsGp1DxLBmGtQr8VmCcb0YZRHjpN4NJr9gQ984DiOul8kj63Gfjj7j6txjpcTJrA1Q7uGtewoU6lNdG+sk0Z6LOpcmsVTy4oaaLWHXix5adUXWEQP5+VX16dWZFVdzjPnmnBEQGoRE5aGKOC7btJNr9n0ekqbNMk3zrp2y+tyv4Rzz3IvE6dcpJxYV8P8TMNmueaTcpTlmie/uqSJS3w9Pu80rXK1EqG5OgsTjFNijPlexIQGP/ERT1lfX9bCSHokPaSTx0bYLtvuDdk+5zCP9fYxFYxVECOCUfMosp95+5qeJ5HjWqrt0KyT9TXdZjVJe8CExbv+WU8wHnbYYaNJenp8SbPV2E/2VcOYt4zcB9dQrRKUMedQy13OqZa5ZrVIGeF8NGhe9RFkRK9yz/cMaUJVSyLMv+ENb7jmxNXlVXS6auh/5twTdt7C1rs+Xuxeyl78wlleTwD4u4ftbnnLW46aHzWLPoDVKKoRSo0SZ1275XW5Z8K5d+L0sbfsWTI5d4RbahmF8xGRD4XUNPLVMNo++SfP7Kf6CVeX+KxT46grxPvf//7xHmDr277/f7ZcMMboTkm8ly/nBjHMNc6Ni3PzEp80hKFthK1Pul3d6Oybuyasl4c4xxSBMUVTZya2Rs4pECteSPowIvlN04XEJQ3B6E8x6w168fLbW8HI1UEvpj2SR62dM9rdtDr6Atb91jxRw1uJ/dTzTBiO2bETiSk/BDssS8uH62pdymqzuqSsBP0RzRVoaiXPlZoIvlp87jWvec1Yx5mAni9u1Z1zd74JZ1nfTiOe/VDBCznCkE8QRAxwEQtqljQ33u9+9xs/VTDtGFv1yU9+cnbBBReMefr8rpPNybK/grRbbueeuVf1fokz4EV5IdpSO6gs1A+J1DZy0nBEp7JljmNloe5LWcn+avx6zsC1+H7MYBAb6rPf/IptE4yhirs0K3tJeylbFhaXl7m8xHHIMj9pQtJcEzY69vXWTY9xylQwhmynKdc0Lvowipu6KeJsF2GjNswclh7GXI+IOWk3c9CL5mlknf35K47/au+qSbqGtxLHUM8zyxXLrl+OyfVyLnxOs2TItrWsNavFtKwIK88ZhenFYmSl5TqaN86yloQat4ou10HYOWfZKFjLXtzmylUDqfYoQnFaY5Rm6Nvd7nZDKBpMY5aF6XNa70tsWrO85H6FhPk+1N1nv241/2KEIbHIRURGSFqn1lpfWVM1uf/y4ec5Tdw8xE/XTctQzaf5/2y7YMT0BtVl4ZCw/Gr6+uLOvup214RdHXvIeU7Tz4ufNklPUZOl9o5gtH69PIMHL6RJ+oUvfOHs+OOPXxNBrlG2u6aCsQ56EXYvcj/4Br2oYdzOJundxfHFIWUp16Xi3IgGLNt5NJuL+5t7nA8xVLuTNLWsWJ+yhKRZVQfnPL1GrgG75OPVvHk+INmLiMQ0O8YXf+CBB44fIRhkJu/YLPlx2V+zs8h949dnQ5g9VSvobz+6IhCJKRO176J4ZcRcqGYs8AGfMlfLRQ3XfcG6uj7kHVmf3fXS7utsWx/GfY1aAFPDSDAmrhZuRpYgMw/jRoXWOoUcCn3CDK1RnaYdEJZ3jC5MlEowqh2JUd6I6YOnhtHx6WNkGhHb1zz0YfSCMJBkuq5pVomU733VhXlxQTeOj33sY2M0ta42aZLOoBe/39QHjb3y/3f2Jq5ZXZQVHxVm09A8bWS9rk5+tZsPiwhHZcSoe4PP1GbbrpaPjcpfs3m0YFwQtTBvpmCEbYWJxjTre7DMUybO+vUE49Qo1/3NOzakSVqNQQvGZl8m5Xtfdbsig8f0Z9ZPTJ9GH5ppghY2JY/WlMsuu2ykl29tNWlWj5SfvFt0PyAaNU+bkk2XKtPc+H/7gx70oDFVk5pF3R3gXVbLX/Krcc3m04JxQdTCvJmCkWFNGg+RfDhNwr7Y8iXGzROM0/zn7a8eG/zdpQVj0zTrkee+Pvvsmg/ZQw89dK0GybyVBhv40K1Ue4WaX82z2XnkHua9krB3FUF40UUXjW5TZ5xxxuy0004bg1IMOstAQ+VCpUgleXLN1tGCcUHUwryZgjH9OOAh4gg1f6LQ7KM/o7yrATa6zPQXU8EoPG9/9dhAMGo6MOilBWPTNFM88+wG34ueHWKbzjrrrNl973vftX5pj3/849dqjaTjYi+q3Ul+ybPZuUzvpfcSlzgfD375mwFUEYrSCkcsrvdB0WwdLRgXRC3Mm90kzRgHcfJ63/veN0aXecDqg4kqGLMubh7T+K5hbJoG855vy+wKe1PXqUEyz52BC/4lrS/jIx7xiNkPfvCDsS5CQLiKASTP2Ktm51LvZd5PSIVHRVrlwTsuojL3v6YVF9dsHS0YF0QtzJstGPPgyEONI0cwavLxtRbDnX1UwZh1cZUsZ7ukacHYNA3mPd+W2Yw4NoZNMvhFkzTBmPn1HvWoR43pd2oeEQaV7Ceu2bnkHqZs1DLCeZ/xU7OYdxT41m9UPpqtowXjgqiFeSv6MNZ0HrDDDz98dCyXVx647OPDH/7w+BPDRjWMwraDNJxlvklzCcYeJd00zTzqcx8bQwSoYbzPfe4zahf1Y/R3DfaQbanNjbBds5qkfKRmOWVFOaiCULywOLWMylDSVpLfvHXN5tGCcUHUwrzZNYweoqBG0Ze82fB9xZuvqgo/zBOMU8QnX9vnQebMrt+CsWma3YUNYJvUMOrDmFHSRx111GiSDtLFTlWb2KweeS/wvV/q/RbnXVOp6adlQ1xcs3W0YFwQtTBXwRg8MFlP5BGM+Zf0roiw8xDJg2DU7MMgRyx6+CL8CEZ/XtChePqQQlzixdUvO45gzD91Ccak5cufYDRKuwVj0zSBHTE/bBWMj3zkI68mGBF70XajaZaLFowLogqn3RWM5ibbFYTg1LASbqYjMHN+OhVHOOKcc84ZfRgJxsTX40v6mq+wvNR+mi/ttre97exWt7rV+NPLVDD6W0MLxqZpQuxHC8am2bm0YFwQVThNm6S5KuiqYMz69Vwl/UE0/ZjklEFO7aN4go7LrwHTJD2PxMtTHo6PWISZ+e9973sP0TitYeQiGDMJ7/Q4m6ZZXebZJ+EqGPVhNItDBOM0bdM0y0cLxgVRDeieCMZdQaDZlh9xiFNPPXV2vetdby2OTzTyjZLWJL07ghEJ+ze0WkOjpPVfdIwXXnjh2no+14KxafZtps+9MMGoD6O/d0xrGGv6ul3TNMtDC8YFUQ3iek3SYU8EY8hoabWLRKHRiAyyvAjFNF1zqWFMk3TiuUD4Ja7WMuL8888fU+rox/i5z33u/wlGfRj93qmbpJumARvQgrFpdjYtGBdENYibPejFdhFt8uE++MEPjlHSBKR1yV94XpN0PT4kHJ/gBKOvD6S/vNzmNrcZgrHmzbVgbJpmSga9VMFoHkb2ELETsUlN0ywXLRi3mGoEYwh9Ud/97ndfE4zSpI+hsFHOeyIY1QAi+fM1SesnFKFH1Im3rEmaYPzpT3869/iQ+GynhpEvXpO0AS+m1tEkndrHCMcWjE2zb5Dnu7pKjScYtXxMp9VZTzDWbffWNU2zebRg3GJiuKogi2B861vfOpatj+iS5pe//OUQY7s76CU+Ih5PP/30YZQzcTcHaeu0Olln/xGFnLjkKx7yEj7vvPNGkzRnlLR9EqLZpvswNs2+QewFl2e9Pu9sQtZFMN7vfvcbH7PzBCMnfV2+Jq5pms2jBeM1ZJ5REhcjmho+MJ7wU/U//uM/nr3jHe9YM47SxcipYSTo3vve94745MXN21/ytT5hTT8Msu0jIuNrkr7JTW4yhGv2n/xD9qMJOj6Dj09/+tOzW9/61qMW9N/+7d9GnLxzfM985jNHDaPzqHmiHv+8c2maZrnIc5/nNbYiYjDPeGxPbFmIDWQj3vOe9wzb52OW04eRYEx6ft0+H9Ko/tSuNE2z9bRg3AIYOy5GjQGsRu773//+1UZJI+tSi6d/4Dvf+c6rGcbkG6bL9mGZf+aZZ46v+BhZxyAveZ999tmzm93sZrOrrrpqbX81L+myXeK8NJLu3HPPHaOkDzjggFHDmBeKfcjvhS984eyII46YXXnllWvbQ1jeNa5pmuUmdiXCL89vfHaBDTCLgv7XnI9F/adNwaVrCrugC8yb3/zm2V3vetfZr/3arw132GGHzT7/+c8PW2E76aTXysJZlo+4n//85+NYYkM44bjENU2zNbRg3AKqMWPgGFTE2KWG8ZRTThnrUosXY8cwEmT6MFYDmHzDNByDzs88jJqF4eue4QXBqHZQDWeOyTZc9hEDDNtKB8dq7kXbazZX28jQOw/b4KlPfer4NSCDX4/R+ppv0zTLTZ5pz38VjJzn+0c/+tHox6ybC3vG+aXpSSedNMInn3zyWNan2gfywx/+8PGxyjb5oPXR+fznP390z5HWNrZ917veNZw4y29/+9tH+F//9V9n//Ef/7Fmq2JTYlfatjTN1tGCcYuI8WLY0hScZYLxnve85+wtb3nLiEcEmTREGTGmhjGCTnz8Spb5NQ/TV5gYN7WCEa38M844Y/Y7v/M7s7/8y78ccdY7rqRNXLDfCEL+D3/4w9EH8w/+4A9mX/ziF/8v1f/WjqpZePGLXzx74AMfOGoF6jHza75N0yw3sSn1OY4d+M///M9hozQrm8j/oIMOmt3udreb3eEOd5gdeOCBwze5v7jb3/72I87fp9glglEN47Wuda3RF9p6abOtvPiHHHLIiD/44INnf/iHfzhGWL/pTW8aH8KOo2maxdGCcYuo4khzTYwbX5+dO97xjrPDDz98iC9GmaiU3nrpGVE1jLsSjOI4WJdagPe9732za1/72qOZiHFHhKuv9P3222/26Ec/ehje7DvUPOu2CROFRx999Mj/Va961RC41mX9McccM2oS1EA4nuQ1ZXouTdMsF3lGq+959qybLeHJT37y7PrXv/4QgIRgnOXE/fqv//oQh/m7C1//RfGcdP1Obb0AAAv+SURBVPEzejouy1l/wxvecHR50YS9nl1pmmZraMG4xcTAEn4RT0QcsXad61xnduKJJ440DHAMIGPIMGaUdBCeLiO1ALAPywQj40wcZt9En7Dmoxvf+Mazpz/96aNW0L7F2788+TmW7IOIrQNfvvzlL4/8fe1HLMpL+mc/+9mjD6Om9eRdjzvMi2uaZvnIs5pnmX3Q9/AFL3jBqAk0ib8WB4PhfOyap1XTs64rwunCwtfdRhrhDJ4TZ73puqS3nLjkxz3gAQ8YTdX6X+c44iy3TWmaraMF4xaTWj0IR9AZOOJL2xQTJtBOOjV+H/3oR4eY1HenGsKEQ8Lyiy+OSPP1z8Bqdpa3bUHwnXDCCaOG8atf/eqIs048lzz5nG3TxxL6QYr/7//+75G/3w9mWgxcccUVY541tac6vFfBGBdquGma5WVqh/C9731v/CBAK8NLXvKS2Utf+tLZ3/zN38xe9rKXzV7+8pcPd/zxxw933HHHjWW+NOJe8YpXjDjL4uXBr2kSzrIP4UsvvXTthwTVTe1L0zSbSwvGLSbGNViOONQ/h2h8wxvesGbw1Mr90R/90Wjm+cQnPjEEV0Qml3TgW599RBiKU4v5uMc9bvzt5UUvetGI0+fok5/85Fr+vtKTt/VcmBpeaaRNvLDpeTQVHXnkkbNPfepTswsuuGDUmBKSH//4x9eaqnPc0+Nvmma5qbamPvvQNeXHP/7x7Lvf/e7s8ssvn339618fM0D4aPz2t789+853vjPC/CwTmfxvfetba74PTunkYT0n/Te/+c0Rlq9lafX/NsiuaZrF04Jxi4kIi6izzPBqvv3Yxz42ps/RPKymUc2cwSRq/4499ti1ibXV/DGSEVviIBxBJmx9jLn03/jGN8Z8i7/92789OovrfL7//vsPsaizurQ5vtQucsKIsE2eyL4d/9e+9rXZne9853H8mqU0LWlSMm2G2kV5ySNCMS5Y3zTNziO2ArEh7ASX510toHXC0oqvtsA66fOhC744Nih2hy8tF3vSNM3iacG4xcSwRnwxiBFkDCDhRsTpA6TPjlGERhymmVfabBuDCYJQvvnaVqNomXHNVDq2Nfn3E57whNmTnvSk2V/91V+NKW9MYaF2APKLMbct33IlBjrHnvX2o9bS1Dom8L7kkkvGlDvylC7Gn28bfsJN0+xcPMNx7FJshGdfH2zdbMy7yAmrieSEfQin5tAsC1/5yldGDaIpeqTX3UU6rS3SGjwn/+yj7rtpmsXRgnGLYUxBKAViKl/PMPk1p1mX4GJII64061YRV/PLvIpIfklnfdKKY8gtc9aJIxr5Ne8IPftMOn6wn3rs0iNx8WteyV+4LjdNs/OIzYjzTHve2RitDibnft7znjdGM5tiS5cYYU4/RXEGxj3lKU8Z3VkMAHzGM56xto30BtNIKy8fovYTwRgb1jTNYmnBuMVUcZXaPIhn+DKyOAILfMvSxEhGHEprG3lZJ17tYl0n3lc5o+pr3XI1uDVf5JjEJT5x/LggXPPIC4NDzkM8l+2Tf82raZqdRZ5nz3a1F+Zd/dCHPjS7293uNvo2mxIn0+oIV2eaHdPkWM/X1zrT7WS9ORrl9S//8i9rNoZf7WjTNIujBeMCYOhi4OJXQxtRhQhJiI/4QhVoiU/aqTElHIM8q8CTBuKQ7XIcyYsLwtkeWeZXMSvPTL9T03A5DuGmaXYmnnPOc8wPBKPBbn5KYJYHMyjoL32DG9xg/ChAX2pdbjjxlk0flrC+27axXljcve51r9lZZ5017EhsXfYZ+9U0zWJowbgAItDA2DF+4ggrRjfiTnyMoP6BCUuT9Nn+4osvHgNlDGwRr3n5IQ95yJh2QnrG1cCTCEECznbIfrIsT+nmGeLEob4gkkddjnDM9nzOdpw0nHDTNDsTz3xcnm2wMUY+v/rVrx79pbmnPe1pV3PmfuXrS229pmjLfOv4z3zmM0fYzwFe85rXDFsX+4HYlKZpFksLxgURg1cNneV8NVeRVcVbauqynPRE4n3uc5/xH1bhf/qnfxojlf32L2mC5RhbeWd9jomTv/gIzBxnPV5IJ32Os+YlzrEgAlW8bbjkm3NpmmZnkmfa8++5zzNt2fQ3JvX+whe+MLvooovGwJaEib8vfelLw7csHZdlaRNvG/+N/tnPfra2P/uqH79N0yyOFoxbDFGFKrwipELCMb5gFEOM49R/5StfOaa1UZP4d3/3d7P73//+a+vEZYSiUYvVyKqNtB/75ecYpfOrQv0ejdI2qhG246Tn8nIItk8cv4rIadrpctM0Ow/PcX2W2QfLsWU+HMWxLxybwLEVXOxPlqXls1NJl+2TN5I/rGuaZnG0YFxyGEtEfMVwMsj+suB3XBdeeOHskY985PhzgngG9/Wvf/2Ye/Ee97jH+P2WpmpGmBg87LDDxlQW8vSbQF/yeOhDHzr+D62zud96mRMyBjxG2zbC1XA3TbNvEnu0HrEXPlJ1s+Hr6yjMt8xmCfN1z4kQbEHYNMtFC8YlJyJxapgZU8025nA89dRThzAk/sD4mhDc1BTnnXfemEz7wQ9+8BCM/pRgNOI555wz8jBH49lnnz3mc9T08/a3v31s648t5kojFqWLQIxo3NWLommafZfYLHbFHK3sycknnzx797vfPf6Rf8opp4w5aC2L9xtUdujf//3fx0eqbVswNs1y0YJxBxBxxve1TsT5EtfBXJO0aSkOPvjg0YzMyKpx/M3f/M3RTC0t4WjkomZqzc6msvDbQZjQ+7TTThvT8BCUBtHc9ra3Hb/9g/3JMzWMcU3TNKHaBGEfleyGPojmV/RjAiOfjZ42atroaKOgjZAW/t3f/d3ZHe5wh/Fvab8XbJpm+WjBuOQwvsTaFHFEo4ltr3vd645fCaY5mmAkItNEbbShpuvPfOYzoynIunPPPXfk7X/T5jmDtH7sf6c73WnMpyavGH5h+0ztYn1BNE2zb1PtgTCb4QNU7aLuMmyO+Rjjm2sxy+Zg5Jt655hjjhn/lM72TdMsDy0Yl5yINFSjnFo/U9nol+g3Wgws0aepWl/E1772tWPbo446anbIIYeM2kPOXGeaqgnOJz7xiaNZKMbZtv4F/ZGPfGQ0DVXByLfcorFpmsp6gtGfX4hAXWd0mznooINGbaKPXLWLN7rRjdbmZ9S3+p//+Z9H15jk0zTN8tCCccmpYpFAjGgj9jLvIWGHpL3iiitmt7jFLcYcZoz2c5/73Nmhhx461vs3qy97k+Fqnn7Qgx40e//73z+2k7cmpNvf/vajyVr+2e+0drGNedM0odoDYbaCPSH+DM5ji/RTNEejJmpzLZoSjDP3Inf66aevdatpmmb5aMG45BBq1Y9hngq2iEXiUbPzEUccMYSfX2sdcMAB49+tDLEBMQa6aKL2xa8/0fnnnz+EpVrEyy67bEwAbj601DrKO2IR/On+m6ZpQmyEFg+/LjW911VXXTU+WPVR5AyqMwhP2EeudLE5bWOaZvlowbhDiCFNTV8EYjWqBB8IQ5Pn6kDua/5d73rXGPAi3nbCJ5xwwvjKP/PMM9f6J6q1BONdf/dXxSLamDdNg921A7E9yDaxIzWPtJZ0LWPTLB8tGFcIhpdRJv4YXEKwGmfr4qxnnAlR4Zou27fRbpqmaZoGLRhXjCoaORCG+XIHIUkoRhxWgZjlCMumaZqmaZoWjCsGERjRyBGGEYGpTQypgayC0TbJg2uapmmapmnBuIJE7EX8EYa1eToCMaIybioQp8tN0zRN0+ybtGBcMYg8LiIQxGEEI5fl1DxGLFbXNE3TNE0TWjCuGBF8EYyEYcLTJmnLWcel5pHforFpmqZpmtCCcUWpNYWEYR30QhRGOE4FZq1xbJqmaZqmQQvGfYSIwioEsxw3xfqmaZqmaZoWjE3TNE3TNM2GtGBsmqZpmqZpNqQFY9M0TdM0TbMhLRibpmmapmmaDWnB2DRN0zRN02xIC8amaZqmaZpmQ1owNk3TNE3TNBvSgrFpmqZpmqbZkBaMTdM0TdM0zYa0YGyapmmapmk2pAVj0zRN0zRNsyEtGJumaZqmaZoNacHYNE3TNE3TbEgLxqZpmqZpmmYDZrP/ARQnAypc/pwBAAAAAElFTkSuQmCC</raw>
</picture>
</region>
<region id="6" left="306" top="837" width="444" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Dica: Use R1 de 240 ou 270R e um potenciômetro em R2,
mas não deixe pino flutuando no R2</p>
</text>
</region>
<region id="7" top="882" color="#000000" bgColor="#ffffff">
<area single="true" collapsed="true" />
</region>
<region id="8" left="0" top="900" width="279" height="31" color="#000000" bgColor="#ffffff" fontSize="14">
<text lang="por">
<p>Dados do transformador:</p>
</text>
</region>
<region id="9" left="36" top="927" width="99" height="30" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
<math>
<input>
<e type="operand">f.rede</e>
<e type="operand">60</e>
<e type="operand" style="unit">Hz</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
</math>
</region>
<region id="10" left="378" top="936" width="372" height="220" color="#000000" bgColor="#ffffff">
<picture>
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</picture>
</region>
<region id="11" left="36" top="963" width="104" height="30" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
<math>
<input>
<e type="operand">V.sec.ac</e>
<e type="operand">15</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
</math>
</region>
<region id="12" left="36" top="999" width="197" height="30" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
<math>
<input>
<e type="operand">Corrente.nominal.total</e>
<e type="operand">2</e>
<e type="operand" style="unit">A</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
</math>
</region>
<region id="13" left="36" top="1035" width="237" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">V.pico</e>
<e type="operand">V.sec.ac</e>
<e type="operand">2</e>
<e type="function" args="1">sqrt</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">21.2132</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="14" left="36" top="1080" width="283" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">V.barramento</e>
<e type="operand">V.pico</e>
<e type="operand">0.7</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">-</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">20.5132</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="15" left="36" top="1116" width="297" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Relacao.transformacao</e>
<e type="operand">V.sec.ac</e>
<e type="operand">127</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">/</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">0.1181</e>
</result>
</math>
</region>
<region id="16" left="36" top="1197" width="365" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Considerando 10 espiras no primário (10:x),
temos no secundário:</p>
</text>
</region>
<region id="17" left="414" top="1197" width="251" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">10</e>
<e type="operand">Relacao.transformacao</e>
<e type="operator" args="2">*</e>
</input>
<result action="numeric">
<e type="operand">1.1811</e>
</result>
</math>
</region>
<region id="18" left="36" top="1242" width="315" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>No LTspice é por indutância, ou seja,
considerando 10^2=100H no primário
temos no secudário: </p>
</text>
</region>
<region id="19" left="414" top="1251" width="265" height="41" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">10</e>
<e type="operand">Relacao.transformacao</e>
<e type="operator" args="2">*</e>
<e type="bracket">(</e>
<e type="operand">2</e>
<e type="operator" args="2">^</e>
</input>
<result action="numeric">
<e type="operand">1.395</e>
</result>
</math>
</region>
<region id="20" left="0" top="1431" width="395" height="31" color="#000000" bgColor="#ffffff" fontSize="14">
<text lang="por">
<p>Dados do regulador linear (78xx):</p>
</text>
</region>
<region id="21" left="45" top="1476" width="609" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Com esse trafo o máximo que podemos ter na saída (depois do regulador) é:</p>
</text>
</region>
<region id="22" left="63" top="1503" width="422" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">V.cc.maximo.possivel.saida</e>
<e type="operand">V.pico</e>
<e type="operand">0.7</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">-</e>
<e type="operand">2.5</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">-</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">18.0132</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="23" left="279" top="1539" width="470" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Obs.1: Nessa topologia é apenas quede 0,7V (e não 1,4V)
Obs.2: A tensão de entrada do reguladortem que ser maior
que sua saída. Aproximadamente 1,5V~2,5V</p>
</text>
</region>
<region id="24" left="45" top="1593" width="200" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Escolhemos o regulador:</p>
</text>
</region>
<region id="25" left="72" top="1620" width="123" height="30" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
<math>
<input>
<e type="operand">V.Regulador</e>
<e type="operand">15</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
</math>
</region>
<region id="26" left="0" top="1683" width="268" height="31" color="#000000" bgColor="#ffffff" fontSize="14">
<text lang="por">
<p>Precisa de dissipador?</p>
</text>
</region>
<region id="27" left="63" top="1710" width="352" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Corrente.por.canal</e>
<e type="operand">Corrente.nominal.total</e>
<e type="operand">2</e>
<e type="operator" args="2">/</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">1</e>
<e type="operand" style="unit">A</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="28" left="63" top="1764" width="507" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Perda.estimada</e>
<e type="operand">V.barramento</e>
<e type="operand">V.Regulador</e>
<e type="operator" args="2">-</e>
<e type="bracket">(</e>
<e type="operand">Corrente.por.canal</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">5.5132</e>
<e type="operand" style="unit">W</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="29" left="477" top="1818" width="284" height="248" color="#000000" bgColor="#ffffff">
<picture>
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</raw>
</picture>
</region>
<region id="30" left="9" top="1836" width="456" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Pelo gráfico até aprox.1W não precisa de dissipador--></p>
</text>
</region>
<region id="31" left="9" top="1962" width="361" height="31" color="#000000" bgColor="#ffffff" fontSize="14">
<text lang="por">
<p>Cálculo do capacitor de saída:</p>
</text>
</region>
<region id="32" left="63" top="1989" width="246" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">R.load</e>
<e type="operand">V.Regulador</e>
<e type="operand">Corrente.por.canal</e>
<e type="operator" args="2">/</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">15</e>
<e type="operand" style="unit">Ω</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="33" left="63" top="2043" width="106" height="24" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
<math>
<input>
<e type="operand">Ripple</e>
<e type="operand">10</e>
<e type="operand" style="unit">%</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
</math>
</region>
<region id="34" left="63" top="2079" width="372" height="47" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Capacitor.1</e>
<e type="operand">1</e>
<e type="operand">2</e>
<e type="operand">f.rede</e>
<e type="operator" args="2">*</e>
<e type="operand">R.load</e>
<e type="operator" args="2">*</e>
<e type="operand">Ripple</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">/</e>
<e type="operator" args="2">:</e>
</input>
<contract>
<e type="operand" style="unit">μF</e>
</contract>
<result action="numeric">
<e type="operand">5555.5556</e>
</result>
</math>
</region>
<region id="35" left="18" top="2151" width="708" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Ou pela regra prática (1.000uF para cada Amper de carga, utilizado normalmente quando
nem tem regulador), temos:</p>
</text>
</region>
<region id="36" left="72" top="2196" width="363" height="41" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Capacitor.2</e>
<e type="operand">1000</e>
<e type="operand" style="unit">μF</e>
<e type="operator" args="2">*</e>
<e type="operand" style="unit">A</e>
<e type="operator" args="2">/</e>
<e type="operand">Corrente.por.canal</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
<contract>
<e type="operand" style="unit">μF</e>
</contract>
<result action="numeric">
<e type="operand">1000</e>
</result>
</math>
</region>
<region id="37" left="18" top="2250" width="455" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Dessa maneira vamos ter um ripple, de aproximadamente:</p>
</text>
</region>
<region id="38" left="72" top="2286" width="354" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Ripple.2</e>
<e type="operand">1</e>
<e type="operand">2</e>
<e type="operand">f.rede</e>
<e type="operator" args="2">*</e>
<e type="operand">R.load</e>
<e type="operator" args="2">*</e>
<e type="operand">Capacitor.2</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">/</e>
<e type="operator" args="2">:</e>
</input>
<contract>
<e type="operand" style="unit">%</e>
</contract>
<result action="numeric">
<e type="operand">55.5556</e>
</result>
</math>
</region>
<region id="39" left="0" top="2358" width="233" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Escolhendo um capacitor de:</p>
</text>
</region>
<region id="40" left="72" top="2385" width="160" height="30" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
<math>
<input>
<e type="operand">Capacitor.3</e>
<e type="operand">4700</e>
<e type="operand" style="unit">μF</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
</math>
</region>
<region id="41" left="243" top="2385" width="545" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Obs.: Valores típicos nesse tipo de fonte: 4700uF, 2200uF, 1000uF</p>
</text>
</region>
<region id="42" left="72" top="2421" width="354" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Ripple.3</e>
<e type="operand">1</e>
<e type="operand">2</e>
<e type="operand">f.rede</e>
<e type="operator" args="2">*</e>
<e type="operand">R.load</e>
<e type="operator" args="2">*</e>
<e type="operand">Capacitor.3</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">/</e>
<e type="operator" args="2">:</e>
</input>
<contract>
<e type="operand" style="unit">%</e>
</contract>
<result action="numeric">
<e type="operand">11.8203</e>
</result>
</math>
</region>
<region id="43" left="36" top="2484" width="546" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Obs.1: Note que são 2 capacitores desses, uma para fonte positiva
e outro para fonte negativa.</p>
</text>
</region>
<region id="44" left="36" top="2529" width="715" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Obs.2: Muito cuidado na hora de montar a polaridade dos capacitores. Principalmente da
fonte negativa, na qual o terminal (+) do capacitor vai no terra (0V)
e o terminal (-) vai no -Vcc.</p>
</text>
</region>
<region id="45" left="36" top="2592" width="724" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>Obs.3: Cuide a tensão do capacitor também, ele tem que suportar a tensão do barramento.
Deixe uma margem de segurança acima (exemplo, uns 10~20%).</p>
</text>
</region>
<region id="46" left="72" top="2637" width="337" height="30" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">Tensão.Capacitor</e>
<e type="operand">1.2</e>
<e type="operand">V.barramento</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">24.6158</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="47" left="9" top="2889" width="735" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>A tensão máxima que a família 78xx suporta está entre 25~35V (datasheet fala em 35V, mas
alguns 7805 já apresentaram problemas acima de 25V) e precisa ao menos de 1,5~2,5V acima
da tensão nominal para garantir operação (datasheet pede até mais que isso): </p>
</text>
</region>
<region id="48" left="9" top="2952" width="749" height="146" color="#000000" bgColor="#ffffff">
<picture>
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</raw>
</picture>
</region>
<region id="49" left="9" top="3105" width="316" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">V.maxima.barramento</e>
<e type="operand">V.barramento</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">20.5132</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="50" left="342" top="3105" width="234" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>---> deve ser menor que 25V</p>
</text>
</region>
<region id="51" left="9" top="3132" width="442" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">V.minima.barramento</e>
<e type="operand">V.barramento</e>
<e type="operand">100</e>
<e type="operand" style="unit">%</e>
<e type="operator" args="2">*</e>
<e type="operand">Ripple.3</e>
<e type="operator" args="2">-</e>
<e type="bracket">(</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">:</e>
</input>
<result action="numeric">
<e type="operand">18.0885</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
<region id="52" left="459" top="3132" width="209" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
<text lang="por">
<p>---> deve ser maior que:</p>
</text>
</region>
<region id="53" left="495" top="3150" width="201" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
<math>
<input>
<e type="operand">V.Regulador</e>
<e type="operand">2.5</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
<e type="operator" args="2">+</e>
</input>
<result action="numeric">
<e type="operand">17.5</e>
<e type="operand" style="unit">V</e>
<e type="operator" args="2">*</e>
</result>
</math>
</region>
</regions>
</worksheet>