lJ9BG6aj42fsme7U5Vdd16Ktzz3cig3uiQxxZGFurMOT+9S7W7fs9DYN0zhZj8rLeiyEQqmfUmxF2MLt03nMLFcy/0c+qe9Ie5v215Ztm+3lkcNt5uxZ3mak/sICX0qM05maWetXbYF8rKAlEYpMTv6j40gmohNJJ4a1EZ55tre9OvZt70BPmzHHFi1daTv27LdFi5fbK6+O8Y7Aa2PH+NxJGtRUdkmGTUydo7KKiotMQDhCiUGngrnofAGDqSpMJ2GBTxb6XLdpsy1attwtAbbv3mPfrV5jd99zr5vQM0rKHHFGYr/4YopX0Fhk0OjEDLr7E0/a8JeG2ZYtm2o61d7Bq6NiJIz9+vWxhx/u4pYYPBesgk80KlBiYFpM4RUFMCQ5p+CigU4jNbZ0pg83OVLg8TyZmXn4l1x6uXeoNm7aYjt27vYR4k2bt9uAoSPs9/91nn23eovt2HvYdu47YivXbHQlBtM+Vq5c7Ysczpzxte3ZtdveeG2MzZr+FT0cKzh6OKXEqLVESKwREksM0uHAoYM+Ref6Nm3tR//yE7v8iqvsgQcfcdPlZ57vY0/36u0WOL369LfLr77G3nrvfZs951u33NiwaaOt37jBR/ap9KiwqNyig5WOP+chD8EHrjSmWA9j1KhXbNy4t3wxwZrGfVGJd3iwgJg/f2GNjCKfLPLKO3SC2egUYlHw0ENUkNs8HPANxQXHOI+FKWGPJcGdHe+2F3r3dUsMFBjvvT/B04BpFTD+7ruV3smn4/HJJxPt9ddft/vvv987UHSkWFcFWeOIBQpKjJB54hxyHzKQrpimTZvmHcVvvpnr8SMeKDEIOx3v3fv32TPPv2Bduj5qS1estiK+XFOemJqz4B8m54SPBgkdz5j6gBKDtPaFV6vK3RoFzTj/cfdXv/m1fTFlsish+PrMdhRiO3fb/gOHfNSb6VsTv/jcOtx+m61Ys9oX9yxiId74ok1JsS88unX7Nvv1r39tM2fOdMUdaRGNg6QyT1I7KnlkhOkgKINI79GjX7XuTz59zDQSOnPXX3ej/e73/+lKtcce7+GKU8zp2Z9/oY+9NuZ1e/+DD/38j3/6L2t/Sweb8NGHrpSDHco55Jtz9vjK0b79B23oi8M8z3068QubPmO2Wx7BkQ9Z0IY9fCTfpxXdfXdHe7BLZ3v88W524YXnuyXWO++8Y1OmfOnrz7BmB9Ng6JSiWKMzSEORNE/S+ti4w4CygoEVOvFYYjCdhCkpdN5rAlsdaBY2pv2NkvHTiZ95vtu1Z7fnGdIaxTFlLosVxmKEzMePuf61Cq2wPkvCQ1mPn0zjYdoG6/EwpS02pkIhx3wJ48EuD7tFHIvdsj4RigSChxI6URIiZbVTttLnlO/xXLzzycRPXUG4bftOTxOUdXn51V+8qWBq10G3Aps1e64tWrzUp3odOpzjUxuxkqLsYTrXhx9+6Ou6nHfeefbhhPftSPWIOBYZWOTBn3zGhuIzFKMoCq+++lpX3FHOhFUKdWC0Q3meNZ4ee+wxX+uFsi0arCHHIeMNHfGbMPAMR8pGyouhQ1/yaW/keSzKWFwVqxiskf70X3+1IYOHuUUO+XzpspV2/wMPW8+nnnMuodjyNWsamU6Cv1E3cYwNBTsNeeLEjtxypKHfs2dPe+mll/zRKK8zy/Hacuz7io24l5b/8Pd0HyPOlEPEGWXU+eef74tzM12C6ah00i6//HK79NJL7e6777Zu3br5Ok3/9m//5pam70/4wKZN/8qV3cu+W27sTJtjIIU96cwxXSFp2xBv8iA7/od8RJkf8sB1wsSGdeePfvQjL8P5T3i9fVCjJAxl4bHH4Jl2O+0+0s903Blfz/I8/PkXUzzvUqaQ76Z9NcOuuPJqGzhoiD9Hmc87lJEMTlxyycU2ZcoXXq+kZYE4ZtZpx6Z7tDsT+YcDnJK2QdJhJ5xs5OUbb7zRF/jmuWCSxC3cadoxwhz5DzfJ45S1KE5Rjl915XVepyeWZskXPCIukXb1HdPck/Ae+8t7xImdjbhxjtxgBfn0009724l2EOnNvVAo8m5jW4Qr3A+mtCloizIlmemwWD0uXrzUBxpY4wfl1dtvv+3TUMeNG+dtWmQQi+S+fXvb888/Z716PevpwjTRF154wZUaEZ6w2on/DR2j3OQZFCWULVgdsRg54Y44RNgbcivzXpp/XefxPCjh0K/fAB8sYyonZTzX2RHF9B7vNXYMyxSm4lGeJGVBMqiZtAFoBzA9M/kCD+7hH3UvZTxtnKlTpvv6VwxeUBcRjkj7dJwaC8upuJ9Z7mf+j3xS35EcThts6fJldvW119hzz/eybTu21zRzaGul9Is113kvKR1ORaxOr5taE6PZvOsr/BOHySRkvOr6JBmdW7DIMzsj/e++95FN/nKWzZg13zZv22t5hWV2KKfAaGCiUMAMe8mypT4iSEaNuV+Ys6OBjEokOnSRCUKJQSOYxQGZpjDhk0/tw08n2seTPnPz+fc+/MjenfChDRs5yr+MwaKGP/v5L+yCCy/2CrnTvfd5B4DObJcuXYzRjCeffNIeeOABu7/zffZwl4d8PufRo4lVAmFIKygi49EJ6Nmzu4+6HjrEHNGkMcIoQVQoaJBhxfxo1h+g0uF/KDegSScSRQoadhaEY4v4hpvhJ4UUlRZrMtCR/tOf/+LTZGisM5XhnXfft/c+/MTuefBR+2//52fWd8hIG//BJHviqeftxg632zl/ONf+8tfzvcP+yCOPWs/uPWzr5i22e/s2/6xBcV6OWVV5o0oMTOv5bGr3Hk/ZkKEv+ZQKLDLWrN1oCxcts+Wr1trchUts8/ZdNu6d9+2cP/6XTflquk367As3w//ok49typdT3UQvKisq6rBwiXSPeMMBmaDyioqX92jIsy4DlUuM9tLp4HzMmNfdUgGFFc+xYZVx5ZVXW9++/V0BwjWUGXQIWVciFgmlIAzFRXSumGIQSox333/PHujyoHeqsPSBQYdbbvPOMWmByT/TBHr2fNpefHGYW71QCdER6dy5s09hwDySeKLAiHgnstP4dBJkIDHhbuPWCZgZMlUC8/3NW7b5eiOr16+zRx573PPC6vWbbO/BI7Zq9XqbO2+RW0v17jPAp7lgFpw0hhJrDJ9mwOrv1Z+1oqvJnG524v9vv/qlfTtvrvtBx5QpRXSMWDAQbpjtfzN/nv345z9zCww+tcoinygyyL+sJYEyhOMf/vAH/9JM5JfIF1EZk9bR8KHCf/nlkfb735/jC5o+9dQz9sLz/bwDh1JgyuSvbNLEyfb62PF2Q9ub7eURr/iaAMgklhKsEbNk6XJbs3a9K15QOF11zdU2ddqXHheUF5QrxIFwElcqyqgsUdawvgTT4fjKCx1oOoYoDddv2GoFhWWWl19ie/cd8vnaS5cttLlzv/EpQyzoimwxck7Hc8f2Pfbi0Jc9Hrt373bZDBlgtDLiH+UF/9kpb3EHJQbWGHv3HHT3WAeBzyUfOnjUjhzOs4OHjrplyM5de3yaEx141okgrWmEJvt4mzrlC9u8aYNbZGDWTgcKyY/ymHxHuCiz2FgIeNnSldb+5tvs+V59Pe+QdihgeC/KTNihKELps2nzVmca0zqca7WdS+StzCO+saPIwHyUtOna7VFXGn78yURXFE2ZOs0+/GiiTfjwU7c0wAINpRXrgHR56BF/9q67O3l9c0+nzv7/ppuwxLnFfvazn9kvfvELXw8JxUUocoiDW6ZUT5uhHImyA6UksseUMzou5GeU93EOHyxESJ8LL7zwmKkkUcaRb9miHKvvmE7/yBvkA/I4Fi5YjaGAZAoR8rRo4TK3jLn/voe8oYuSMrGIvN0XWg7lJUyZYtPYdBLSmz3CQZipy+jg0KGn4R3hQrm4YcMGX6QX67LkvcQaI12Ppeuy9HWYf393TGfsJ9KJuKCgQUFx5513+lQJOiCMQGOl8NVXX3kHj5FnzM0xO8fSrkfPp428R+eecg45Zg0o8jM76Y4fWEKlZS8sMkIukjxfq4DgPzvvsqMU//GPf+xhDFhJu6z2nUjL9DGeTV/jPNxHPijPmSrKotWs+4TykLKd8hBlxdPPPGe/+e3v7euZsz2vorjki1esx4SVHtPWSFfSOqm7k7KFQavvp3emDCQdMuKCnLFzDhfCSV5gTSjyMovKshF2tqS+yHTvxP5H+zN4JB3ExNoNSzeUhqwzRkcy7TfxoryM9+o7prm7A3X8kL4Rp/hyFpYQWEHecccdPp02mLgsVVvywuh4NsKALOIH58g1ylfWtmHNpXvuuden2DIQxCAcCjvasSiOaMPQdsailHe6detqjz32qLeFaRP/y7/8iy8azrQjwk742KIubyx8wSfiwnsMdjDowYAj14Mtz57oFu7Xd8S9GJylDvjggw/t0ksv93Yd9xA1drxO78cbDngg03xc4IMPPnCFFPFJytSw9K6dyovihA0F2rvvTPC1v76eMcfbE26BWR0mOEUeibgdb5hO5nPp8r2u88byfwxirFy9yv78l3PtoUceNgZhvE3AJ+OlxDiZydVa3aqv0E/iS+FJARgm/GhsBw4c7B1BGpazZs+zR7r1tAcffsLefGuCbd6225atWOujQigxqPgYyUeYabSXlPI9cQq6ZC5YWsgjE3hFWFVrjbF2/TobMGSotbvlVrv1zo7W6f4HrPODXeyJnk/56POd93Syv5x3vl106WX2y9/+zq/zhRLMv7+cNt3NvhmlZ2oBJs98tpARdDrENMzoUNLJjLBEZUw4uMb/AQP6WefOnbzxHlYEicKDwi1pFFA5UPEwXzgqIyhS4FBo0fi5+OKL7YorrvDOAFxxO/w4JgzMj64e0d6ybav5Fz8OHXZLlOd69/EvUDzVq7e1aX+H/c+f/NJeGDjchowYa+Pf+9hGjXnTzr/oMm/of/75ZB9FmPX1TLfEwCa9ik5mCfNbkwYo32em404Hg0YYBQiFCxYUaEbZv5ox3eYtmG833nSzrwvAqCtf6XjyqWft/oe6WtfHu/vaKL/49e/svi6PGJ0JOhiY4g8YONi++eab6hHopCKFCwU8DNPxJi1o/FBA0yGAW1Lol/n6CHQeYqNTQQWE8iC+OBKNEBQaN97Yzp59tpePmFJBZVpieCXgHagytz6g844VAp15rH+mfz3D7r2vs3+NghFeOgV0EvkyBQqy5d+t9HUXWMjzH/+41L94El8pQa4wY0ce5s+fn5j1s3BcUYHLW8hWNKJCDmplMGmcElemk1CxMlKCJp6KlsYHpvSMvqPAwAKGaTykA/xvubWjdbjlTru+TTv787l/tx//+KfuDoq0xK9EgUVck3Tnc1a1X6VhHRDWsplT/blcvkIUnXwUGoy4o9RYuXaN/bf/+UPbunOH23Xwmdec/LyajilyxKKYv/nNb1wGatMuMYfmf4xWkB/YsFSCJxYY5FPizVQSppBs2bzDTenXrd1kixctt/YdbrchQ4cb639MnvKVf51h1OgxPvWJxvfCRUtcofbS8GG2c/euGuUFU9SQ88hjUWnSeKfhjhLj9js6GpYOdAxZZ4B1YN5+Z4K9/8Entv9AjuUXlHiHj4V/+QwwI2cozVA0+ZdIqsw2b9pujzz8mH/2GZlgi8Z9YnJNIyqZlkY5AgPKXOScT6vyhRUsh1avWm9MKWG9D6YVoNTBwqPro4/ZE0/28PxGeYtc8oUmPiNM4zMaoE/17G5fTZtq8YlIL4Orar8mQB6r7YBXul9M12ABzbnfLvTwkF/YCDf5FDmC3959B1yhhvKHRgcdOpSvNEb2Hzxgh44crll3hDwW82CRNxQXzr6ywt/5buUKu+CiC+3Ci/5hLJ5KGUKc2t7Y3q2/+OoOFged7n3A+vUf7NNnWMgZpS5rxKD4+OTTScZI4/Dhw72Bjdk7axsQdy9rK5NOZZLXEisMyoawukApiaKTKVhhccG0Jqy3qvtPfg9rL5RzrNmDcofyDEakYTRUyW8oBPhPurIliqDazhjXqCPIBzHKjIKENUhYe4aFi2NhU748NXzYKBs6ZLhPqWFx5WHDR9l7739k+w8c8XwATz5tnptX4EesVVDWcR0lEUeUixzTW9KwTsLHKCidGDoSxIed+KGcZXQYk+9kSyx4kIkowyjP+c8xyjeO3I9nopxL+38qzgkzW+QrzkOOo96GPWbyrF1Eef3FF1/4IqY8BxPcoFOJcpVz0pI0v/LKK93qk6lllBOUHSjwKCuRG5RiPI87vhgkdX3GjkyQ7yLvh59c55ydbfTo0b72CuGMa1E/cj/8iXvEKeQNmSLMbGk55B3yKuU56yZ99PGndtHFl7jFIf/Jy9R5c+ctcCUGloiU+ZSPw18eabfcdqvLNgt2k9ZRJpDW1HOkMXIQO8+k0z85T9KD+NM+gj2sQxYJLwqkDh06uAKNOASvJD7wTeQsZIr/tCtwn7BwnXOUDqFA5hr34lncStKgvGbNoeKiChs54jW74vJrjI4kW6Q/ZThuwpgwIl8RLtzhuXCT/+z1bbwb90kr/rOgNmvP9OrVy62BeBd/0jIR1+LdutznHTbcDKZMr2YgDYsHypi3xr/nlnZYkPJ1NY4owVEeIeco8VasWG7btm3xhcm3bmU9tDU+zQcrN9YFwoKC+LOFvBHW8D9kEbkMGY3wRLyCGe0lprKiMIy4Ef5wAz9oX1Ofhvtpv7jG87HxHu4QPq7jD+GIjbxKu4o6ICxAaVdSB4dSgWep10lG6gLus+EXe4Qz3OQ/e4SZ9i+Dp5SbTMWJwQDkkMEk5JLBUvxDYY7V3aSJU+yujp1t2pczjU/J84W26L9QF2GpSVzSfgXDCFuE51Qd0+U6+SHyHPmKPfIZ8Uv6S0mZQJsJNpSXtCVnzf7G/vLXv9sbb473OsvrqKISL1NRsvIMlrKUP5xTNrnFZ8oSra44BhuOLXWTJUazU6ZxJUZ4wcgUX1/o3r2nTZr0uW3fsceO5hbZzDkLbchLo63H08/biNFj7annXrBbb+voiyHScaBjjDBT8CeCnEwl4fN/XI/9mExQrcRA9GgEL17+nY/wT58126eNMHWE89lz5xlKDD7xyqdXr7ruehs7brzRycZEkq+j0MimcKAQYj0BOr/MLafRSsFGJRuVXWZYqIyxIGE6CUqMvXt3+/94Jwpk3KHwZj48DQ7OKaSj44ImFkuQv/3tb/b44zSQsf6g4mxYieGjO1Zl6zdvsfziEl8TZP7SpTZz7lz7et4C6z1omF12/c02cuw79v6nk23SlBnWf8gwu+Afl9lDjz5uI0aO9nUgnn36Gfvwgwm2e+cuKy8usuL86gVOmdtevbgOHVo6JaSXM1+6xJ565mlf4BCLDJQat91+p1vXfDt3vnf0mEoy+KWX7bU3xluXro/Zv/7qt/bJZ5N9JHz6jJm2YOFiHxlmBC8qFgpaCrCkwE3SH7lAPoJryBz8GBmk8Eb+6NilyyPSEKUaCydifUEFwD5nzreuxHj66WddiUGaU0lhiUHHMOmQMJUi+Txe2hoBpQ4KDNb1QDPs1gi5LIZZ5Sa1ffr2dxN6OshYYuAei3uykCR+5+TkumklIwp8hpJ5zDT0ovOKjFGoI1fIXVQEIXsco/CFExVg+/a32LffznP34XDeeRf4l1JQFrW9ub3d1OEW/0rQsJGv+NSet97+wDvbH0z41G6/4x77w3/+2VavXutY8Q/OYYnRkBKDOYrMTQzrCxq1Me0CpQZrYfzT//f/2sGcI/5pVawxqiXa30OWUGLSKCEPRKWfrmzJO8SXa6Q3o47nnvtXX5ATE08sbVhcko77E4/3NBa0ZZSCeaN33d3ZWA8A6wvWgbmzIyPy91nffgPcQoCvJzFSSueYDhzyTXxQ0kTHjjKGOBEf0hgLG6aiPPDgQ15Z5uYVuSKD8u6F3gPs3s5dbOqXXydfhsBaqiDPra8YxUJ55u3GqsRi4ttvFvgoF191IO6e9jWK3KQRTaIQdzq87HRUGH3nqx8oyP7yl7/514X42tCY196099/7yL80xJQaRk7HjH3D40pHHqsIlLfz5i1weURWsASaP3ee7dq53f33UWBfkT9p4DM1hI38SeOMYE778ms77+8XGWuMIOPcw3osNzfHv2fPlEDeQ0GF8gIrJTrL5HcsxUaOHuVlx92d7rGhL71oy1csq7H4CWVZojA0H8EmDZh6Rn5jLRLW9sACAzcxaX+k6+M2e848W71mg1vb8DUO0oOpTaQXOx13OpJ0wFi7gWl9NMSTz20nCytGHmNUnEU6qReYJsNaL5QJKDspM1D+cp2GIopJGvZ8HQiFGs/QkH3++d6uuCK9yKc0rDnHPywY6CywmG3//v19QUbKMTaeZUMeuEZdQCcARRiKDGSBBjQKPMJFWGjE8nlVrG9YHwa5wjIDi8e+/Qb59E2shVhwlqmcdDwpf1ECDRo81L8W5XJevVgxsp+oNWo79dRX5EPC9NFHH7mlAXIbeZX7dK6wNmJNDOo+yrGoOznScI06DdZciz3q90iD5OgoTtlP1M/EIRqy1M1c5z9pQPnDwAOLZ7IAMKb8pCUckrQo8g4VChzShw4ISjLkYcnSFf41GCyisNpau26TK9E2b97qccIf94vOdIYCI5lekuS7CBsvET78JWwwRz7o/LDQMn7TAeN58mSSZ4s9rDzLO1xL3w+4hAO32ZJ2T5lPGaEjQblOXnqye0+3+kShkZuXLBCLAh+rNJSEXMPSi+coa3CHdKRcoBNGGm/fvtWwWKWOSe9p2eA55IK8QJlP2fL+++/7yD9K7Gg3ERcsgtq2beuWGMSLeLARX9ynXkUOvU7LGBQhbOkOVcge13iPcPBekk5VvmgwU0losqLEGPfmu3bP3ff71EC+CET9DmM48h4yQhwIZ/An7SINCG/sHuh6fvAfd9lwm0/qskg8UzuirRjxDidwl3c41reFu1Hm0IFGlliUlSlPdJYZEGCdKyzQaCOzE37SlrDgfhJXOp4MIlXaipVLrdO9Hd0SJ9ZpiXAQf7b4H0euwWj9+vU1FkXcizhE/GknMOhBGOPdiEe4sXDhQrdqjvIyfZ9niC/vptOF+KAY4R5+EZakD0B+SaYbv/HGOB8Qo61IclD+8wztR8p9jkwL5RP3KClxJ8KPv7Hhd/gPQ6wwSUusX5iOh3KI++SZvPwjnl+wNKLe/mbOfJs1c6717zfE2t7Q3h7q0s16PdfHPyNP+4dyp3fvvsZUQ8oD4nimtijT08eoB8hj9J8i3/NM5D+eYUNy+erhgIFDfdCIfkUoVlFY0O7kSBkVCgzaaFz3dmgj+SvSgWNL3aTEaHbK1CoRQsCSY63DVCgLqqeQYN7Mpwt9lIp6GfPT4grbsfuADRvxql1w8eX2u//4o3/ujfnzNJboNERlh9sIM1r7OE9ngDjnvehkMCpeVFbunSPWxWBnjQw69p0fetCuuO4aGzV2rC1ZudKVGOPeedeWrVxlg158ybr3eMZeG/OmT32gocGICVo8RrbYk8ZC0pg/Nv61XCi4Bw0aYF27PuyWGISRa3w2kwYrjQoaPhRWjF5hws1G5UMBw0g65pAs9sjoIA1BKj/fUkqMJGMn/tLA9IVtKJCrO4ZHmaeck2NTZs20PkOHWO/BQ+2KNjfa//M//q917tLN7rn/Eet4bxe76vob7Z9/+L/tto73eAMWU28Wv2SeI5UYicYK+4X5iRIHf0hHdjr1+E0nb9OWzd6BZzSVe2vWrbU77+poffv3884L0xnmLVpqi5et8nU4xr39gV3T5kabNPlLm79giX01fZaP2LAA5qefTqqZwkHlUFuoJPGlQRGaWkzVMe2l0UhnhE48XwF54IEuvhZLdLRwhwpmwIBBbnrNyGgoMSjgWVgRhRtz1+msUDE9+uhj7g4dFi/gPN5LLe2KAAAgAElEQVTIaHHNVIp1G9baqFdGGx2wTydN9IWGKDDpHNHYW7xkmY/uewd5525XjKAcoQOLGTidDhrDgwYN8oqYjilrYFCgIzvReELeSHN2rqflLwpfZITpJCxQiTURIwY0kC+44CK3NqDQX7h0mX23ep2t27TVtu3cZ7v2HrIdO/fZxk3b7UhOgfXtN9huaNPOp+PgHv6ze/5zO4xKK60qszIr56OcfjxakG+//O1vbM68uZZLh58RTEYjCgp9kV3yI589ZhHPn/7iX62kotx27Nltew8esH2HDhrrYBzOOeLsUGSec845zoL8RoODPb1Fw4/8xBz0Nm3ausUUcWVknMp7QP8h9uorr9sbr79lCxcs9UUnL7r4Mnvx5VFWUFLuX0dCHhctW+Fr5Xwzf4HNXbjIDh3NtVIWCa6OQxyZ9oLijk41ch95gIU9sdzo1Pleryxp3JPuKEMGDxnm07SYxoKygM4nik0WDL3rrrucMZ1eHENRyloSjKYzWkVZ4A1q/zY6HVksiZIRU0YhWauHkTeUnHfeeZfL9C9/+Wu3SmHkvfcL/X3UDKsMrFCwyCD9V6xa6WFj3RLKXNYDYvFT5D4sl1icMszZqypLraK8uObTgknDNGk8k38o6/mE7f/47//bp0mRV2gsYlGwZs0qW73mO5s+Y6qNff0VXy+GT2zf3fk+u6bNDV7+3nH3PXbtDW3s6uuvs3a3dLA+A/rbgqULraC00GWrpLK05khaYL1DGffehxPsV7/7rQ0Z9pKxxtHh3DxfwJlPBl906RW2cu0GT8NSpnfwlYTiMm/wkDejI0ZDh0YQo3l86ppV+GnoEXe+PIFZf+0nEhMJPHQ41zrccocvVMxXPlhL6KOPJ7l1Q7fHuruS4MKLLrX/839/bAsWLvUvguzctc8uu/xKn35A+UQepXMwcOBAGzJkiKcjnX0WlKXspxyDYWxp+acuoP5gXjlrMJAHaDxjMUi5iXJ2xXdrXHHBivUomPik8LCXRhqWKXyV5JlnX/Bw3tPpfh9AwFrsd78/x375q9/4mjDkR+Q7LO2irCc80elAPqnDqLdY4A6rQeQ27vMsymgsMRjFJdx0HqPcohyLMpzyDNmO8i3KuMxyLnic6mPEgXKVtghHOh9YTdBh7/bYE16eUrYjTyjlGATJ5StXRSU1ikLWnmG6BVZwWEGxXg4KzTfHvWtYgCEvpAfWcrSRoqz7viVGmcshYUFhQprTqWL6CmnAlrSZko4f6xEwdYkOGG4S9tjIs7HRsULxy+2kM5p0FrhPJyzKAxR0KNtXrlpXk5dKKsy+nDHLbr3zbi9DeZNrh47m29dz5tqqdRvtcG6BfTTxc7u78wM+BQV5RWGxdu1qW758qU2c+Ik99NCDvggn6Y88UL5wjM6M1zs1VhJJyCmrsLzD4hDFa4yCE4/p07/29a34YlG6LwILFMjIIG6HrCFjseNXXA85JTyhfMMSjLYOaU67kK/9YHnneaXC7LUx4+yBB7vanG/mu5KbZ6KuoH6j7Ue+Jv1QYJJmpA9H9qjHOTa0EZdId9ykPLnhhht8agVywZYuM8KtujrQcS+OyH7IP+uL/PnPDGis9tsoMahHWLyZL37RTiKo+BXvJf4m7XbqLBTYn0780O5/oJNbTYYsRp6KTnX4GeEnfjFIQX0JL9xOs+E/ljesN0MZHm6GHwQaNyZNmuRWdrRng3P6Gc6TcCfKYtIIWWUgkXYl9+BMWxJlMFM0sXQcO2acrwE1b+4iX0Qcy0fKXNob8Hn7rffdshLrSiy58Yc9HQfCyH/28If0RZHBlBwsuBjcol5CJsk/pDdrqF1xxVXeVkNxccXl19p/nPMnt8YYOOBFe2X0WF+8nHVaUKpjFU8c4IxfHGENf84j/iEHp+IY+Sx9JL+RHyPvR77jGmUC7eBkL/L+GNOeb7ypg08LxpqQtcfiq1vU55S/7LTBGKg4cPCwW22So4Izx7q2xu7X9c7pviYlRrOJ13bWQ9iSY+IwGZTMx2go8/5ZJJPOIJUlAsboT05+kW3dsdf6D37Rzvnjn+0//utcHwH68KNP3JzYTVhTQkYlkmSw2gqGTIC/kRlQYNDgosJg9DQ6TVgjoMTACuOBhx+xK6+/1gYPf8m27dljcxcv9jUZRo8Zaxu2bPV1NPiCBqN4WIbwGULmDzN3/sjhfK+pEuGvZRD+p1nQqebLEp063e1mdatWrfC1NKiw6XAx2kbhRCGJEgNFBYUIhQmj8TfffLMvCsYCSTRY2Ig/ezSo8ZfMH/4SfypYGveY6hdVVFgBlXZlhX09f54NHjnCRr853jrc1cn+70/+1aZMn2Mz/n/23sLJjizJ8v4H1tbG1my+od3t7e3una4uBhVJVaUSlFRiZmYpxSnGFDMzMzOkmJmZMYWpTFFKSpZS/tnv3OeZr9RVUz3W3bM9thVmoXjv5dOLiBt+/bofP+6+96CtWr/JRo2fbPm/KWSr1m1Q+1ly1engwk7RuoSEBKHhLAY6RwS4YKyjjVyemwMcABsU32nYuJHaZp46c1rFLafNmivwasz4KdagcQsjnaRqzTpyChhzIjgUwoSmR0QXMcARZ3zY/Lm70oOdsHPndlWIjo2N1XhCJf3kk08tf/6vFJ3Xf2SkIh0U6JxRs2ZtIdP8Pp/DWqAwJIU8MZAw9JBbQLjWrduqoBW/EwwSZI06GJk63ku8a4ePHlEqBZFmUg+g0BJlxuCdO2+BTZw0RdF+OpN88UV++/rrggJN6ITBXrFiRaHuUNkxcHKfayQCxHuUvBtYPg7+PVe+XCMLNkwMovPcHx1nqPexdl28ItB3Eh/YhSsUuT1jR46fsUNHT8mwJvXh3PkrKr7bpnWsxh/j0OceDryceBg4PwFiwLRIzcxQAhitdJMePxGQQVHdC1eu2sq1a+yjT/PZlh3bbeLUKTZ+8iSbMmO6DR0+TNF42DvkO1Koi+iJL/gcuQ43cHjPzmIPyEdhTAAqQAzAIbpk4Ljv3XPQDh08pnoAGJa0+4V9cvXmbZs9f5Ehj5Onz7IBQ4bKsW7fqbNt2LJVtTpwlgEuuB+0DQVIATAYA/gjMlxzXikNYtKUyaqFgnFLDjidSKBTkxpFQeMqVWuqyCtO8ooVy+So0pUIRwH5wzCibsXkyVMFQBGVh40TAAMMZmj9gW7JMyaahayQYz5o0CAVlaTI2EcffSLQjXvHoKLVKuAIF0s0aNiI4apZ8+x5qq7//IVLKqg8auQ4UaCpIyPV+5o827RILQwo05n2MhujMqRY8BwYfxwgWhZXr1bbPnj/EzkWfEYEi+Kl1atXtWrVK1nNWlWsavVK1qpNaytVrrwVLlZcTKBps2bbzr37bP/hQ3by7Bk7dOyonT5/zu4/TLS07HRLf5lhgBiAZRmvMsMziDyLZatWWtOYFnbw6BGlzVG8mS5UgCM16zZQ0Vo67+BYUbw2LeuVjBueEfv9xCSj8DEOKMAxOcjQ04lqeiFP6oHQYpt5xv2yUfME9g5ARaPGze3Djz61evUbW8lS5ZSuBDBAfSGKyN69l6Tvz523yD786BO1diZvnFQi9BQ1FXDw2aFsf/XVVyoCicGKse3bm6+5TpwL1hOAEIBZAFhaGpMW16B+EytTuoLVrlXfataoaxXKV5HjgdNMag3g2rDhowVk4EzD0Cnw1TdGrRCoujhqyLevK/7arwd9w3zkugBc6A5AFxKo/Q5s8DfmMMY2AG3YwpoNKIph6g6l6zHXbxx/bG318/+1j+gV1hx/5pyPYqzoUNhs0Jhhb2Ik46jOnjPPmjRtrnQ07BzSJyhsTYtldEDlKtUkL6TrVa1W2ypXqanUvSJFvxfYReck5h1jyjnfBDEAEtmxEdAN0Pf9+twJZE66YwtAli9fPoEc3IuDHQAR1HpCrwN8AeTD4GK9Y51l89cOduCosiaSDhnXZ4A9ePRUO3PrWsId1dqithK1ro6fPifwkNbdC5YstykzZotx+eXX3yrFl9bCdGJp2rSxUeT4668LWL58H9vEieMlC6xxvrPG+zrHEZkA6GEaApSyVhN4oNgkn8nBTMtQigOMNAIE6FffGdsfs9+iZc9fc+Sc6F8HV/RZUKWaG8wJUgQBNZMfpti9+w9t2vQ5al2/ddtuRYxPnzkndtitO7fV3jwUuxyjVCTSR2EZcF2++ToertM/zTv65zx7D2zxGhsSVi9sBF8j/XddlvkVyZYUfN5vvvmKc/CbbBSdhhVJiogArdcmEOMPb70nBx37kM9hHPgWqP8B+HEQ49TpY3bu/CkxcPh9ronr41pdtyHHXF+0PON0s8YR1GCdf/P6+f+w56iJAVuBjd/le+xs/AZFm/Pnz/+Dmj3+d30pMjb+/wAxCIxRK4n/y5xDz5GmSp0t2lcDErSMaWvvvfuRUXOILlCVK1VXYVeCQNSHKl2qvP32N7+3bwsWFTuYS+Ic/hz93Lz3cefIGHDdrEswMZAVrgmdCaMR9hHstmFDR6nWV/z6LTZk8EirUb2uLVq43K5cvmnXrt5SC/lbCfc01/HBfGw4B6/Zef0ftfl89vnFe7fl3b5lbWCu//FcJDXEbOWq9epySQCBtF2YGbAsYV2yluO/nDt/UaUJaCGPrj56/FgIcv/CxPiPetR/y+fJc+CjhcyvGKWCcmUBgaKPIwqVFpSfxR5qD5Fg0goaNGlqQ0eOsknTpouKXat2XUPoiA6ysfgoShn5cSY2gh69uPlkcBDDneqsnNdKpUi4e0/dL1q3j1UNgLWbNti12wmWkZNjK9evt/zffmtTZ8+2+8mP5aiwMO/ad9CGDR9jDRo2s0qVawhZX7duqz177kg5Ez8sqlzLm9eDYUaL0FKlSlhcXC9r2LC+1apVw8qXLytDDwCjR48eUro4r0Thib5jmJBj26BBAylOp35FK55o48YBDcaA+1ZRxLRUUfVRAUnPn9mDZyl25uoVO3LurJ2/cd2GjBxjRYqXVFeYpMcphvExbtJUK/p9KUVP5ixYbIuWrZSDN3PuAlHvARaoZ0HhQwcp3LjFqce15X1w8EP+NIDGuQvnrVGTxmJiEP2F8t2tVx8bNHSUDRs5Tu1eCxYubnPmL7H9B44oSgUjgwKgOKMYTsiA61gW1uDUBconzwB5OHTogIzk3r17K7UAJ75fvwGi0UHlY2ORZQHBUKOSP0YOVG82Pj9w4JA6DMCQcBADYw8Qg/SPW7dCb/OQkx+ceXfq0zJSxSLw+yelB3o2Y0ZnFgxYgBne9+zZ2woVKiKGB+g4USOc7vj4eNHDcQLYuDfkiEUrlwURkTk38KPnHwsRO2MEdZmiW0So2DBcOSfGNx2A+g8eojoYjZrFWJPmrQUmVapUy4oUKWVr122yJk1bWtcuPZVKhWEYthwjbcZBDFgYbzIx3vvoQzmjMDEALabMmGnTZ8+xcZMmG+BAr779rFylivY/fv2/1KGELiXNW7W0uP79rEu3rtapS2c7f/GCFhwi0hTD8/viGtzo8M84Mjcw3Fmg0TUY5bBw2rXtaM2atlSUgjSKNavjbd/+wwYTY/T4SQJwhowYrZogPeL6qYYMrX8p+nv89BnpAtgiABdJjx/lpr4E8AKgNNRDIcXh6bMnNn3mNGvctJE6DUyfOcM6dOpo3Xv2sB27dqqAJpFYaPpHjx619u1D3Qr04/Fjp9X69dzZS0p3IeUAUADA0KN/GILZL9OUlsFn7uASmTp79qwMM6LwM2bMso8/zmdNmzYXxdTZY9CaSS+g8w7FsMaMGy2wGNOFKDFpJTBXAK5WrlirNKKsjEw576EmBiyM4ERxfsacDQOWiuj8P/KkATIA6eiEg9PEvNy6dbNt3hJvu3ZvtYOH9wnY7NmnrzVpEaOUP9g5dJCiLsqjlKeqkwJoBHiBfDmAQa8SARqvAsMOKAmwFmbPrXt39RvJT54KiCpWspQcq8vXE+xe0iMxjogYb96+SymL1C8BWMRxR7e1btNO9HPSA2C/ATIfPnTAvKCpFzXlntEjRH4AAAAxFixcqroqsMh27Nxru3bvF6usY6duamFKIU2AjCZNY1TvB7ANtgJgNTTo69evixrPEYe/fPnyMlg5F2spxj6bO6e8R0cAXNGGGJYD8kTAgB39Qroc8k5xQcA88vPZqVVCOgnRdIrOcl337ifb1WsJRk0o6hGRkgPbQKy+N+piRJu67uSwJgOo0FYTRiHv2V1GkE+K/JEig10AHRom0r17d7Rfu3bFAPnv3LmldRTd5js6kD1az2kw/or/+HVzZKxd5xBMIE2BMaLzBs4paaeMCelR1H76tlARsa34bOOmLfbFlwWsfWxHpVLA3AAAWL1mg23Zsse279hrGzdtt+EjxlqJkmUFOKLD3ImKTiVhnQfAAEjkOkij4JkHsJsC1Mm5UX3ATeSDguB0R8ERI1WJzwlGsNaQ2kv77Vmz5ogKj9wAaMhJjcg4wIWDGFwXazBATdlylTS35i9eZtNnz7N+g4ZanQaNrXrtegIOOTZs2sJq1KlvpctXshJlyus130H/wx6i0GO3bl2Ubvv5558K1Ni3b4+edbRD43YVMoBM8D7il6pQNYAd6crYlmwOwsBspDh7XjpkqEuAzOIYeirLmymbsqMineQ4J7aFyx//5/r1q2qnDUsJ8BMZYM6vj99iK1dusAULVlirVh2t6HclrXmLNpF0xWaGXdukWVMVNsUpJo2Q4BX2CgUueX7Mb5z56LXt58Sc+0FHsFHLCHAUsAHZZfe/8drn64850NHniQYU+BzgAECMa9T4vjbbu+eQFfymiG3ftlvpag4ecT7+P0G8x48fWsKta5aUTHeye3bh4ml7/CRJtky0XuN6uD427t31XfQ1YR//9re/zWWD8D3fGDf0z+eff67gKZ/7nPV7Zs7wG3QRYs743zlv9G/5b/qR9BkCit99950AZ54dgHCpkuWseLFSWu+KfVdSIAVt27GZRgwfI/bnhvgt0rkUEwdAbtSwmebXz4EY6E6uj2tnnScgvHv3boEZXJfbgvwdNib2A7bD+XNXbNrU2dasaRsbN3aqLV2yyhbMXyqmyPx5i5V2EvypkG7NM3jz3t987+Pwlz3m+Y/R85q5hm3PZ7dvEzS9qCOpZlevXtYawfq4Zu1Ga9wkxkqWKm9xfQba1GmzbfachUYxelKDa9aqp0BCnbr1VXiYpg3Uylq4eJFS3rlH33/svvxv/zFj8WNX8POf/cLE+Pkx+plv5AnhTxkXKCIUHsotGoQgakGUh0KT9Ro1tlHjxtu1hFv28GmK0aqLyt3UUMDRwvmMRnc9OhB+m4meh9RpwYmwMDC+cDH5Tdqp4pSQ/48TBVX8bvIDe/Q8RSDG3MWLrXrdurZ20yZLfvLMnqVlWkoqqScZ9vDRM9u5a7/FduhqZcpWsqFDx4pyj+JzI4sjk4+d17qOyPuxY0db7dqguMts4cL5tnr1SouPXyekHEobhgXIKkYrBcIwkFiEADdwQllsUVQsCpzTlfu/BWJQHG/Hnt22Kn6dLV231mYtXmRT5821YePHWdzQIdZjQH8rUbaC5fuigDVp0cq69OhtsZ27WbGSZfRZ3YZNrEyFynLsBg4doVolFH6kECeO34kzZ0XRYglhjN1p5z3sF3ZeA6YAqlBgtW79ejZ46BA5+XSAOHz8lNJJduw+YEtXrLVSZSvZ6nWblJe9dt1Go0Ul3QSg1xIhOnLkWJSR4pGxUC/FZYBICUYa4xro+omKaFPMkugzyhujjA1DjVQZ0i0A2tgcxChTppw6OxDRR94AMUgnoeI/tTXYuD8ceQoOssPIwLkncsn9P3z8SOOCget55hSLpWCt2C1nz6u6d58+/QSiEFlCznH6WFiQC4xNDKbk5Acy+DH06VTCfbrsIWvR88+VL3KCkcv9kS/JPOQchQsXVYFRijrSWpX6Jxig1KSZv2i5LV++XoYYTAxAjJ49+mjcuTZ+m/N6HRAcSgcwcClhZeCEAmLs3r/PXmSkKz2Lec7eqVt3i2nT1nrE9VHKScu2bWzOgvmSVb5/4cplo4YK0arEpAd27MRxe/vtt+XwMwfYozfmhhsiLPq8Z6O44cqVqwUCUA8Cqqd3J6F3OkwMouWz5i0U5Zl0A1rMQnu+fuu22FgXr14TAHM/OcmuJdwUCwMgA0YGTjR3/pq0jqxUy37F+1eW9PCB9ejV3d5+9w8CL5D5iZMnGQV2mZPIBhECKvRT/4aIGc4sjIW1azaofgVgAF1JeG50WgmLaIgGAmKEwsZB50WPh48DKR3Uefm7v/tvAqyoTUFHFvKXqZp//16yIpe169axzVs3KW1HrKqXOWKObNm8Q9EkWrRRpPLQAWooPNeelZlqOa9COknQc6Ft9rRpMxR9ouYG5yEaxbV7TQwiRjA3yOF9kfpEwA8AH4WWa9Spa+cuXdadwaBAmtkZ67SsTDEvkDNADOSL18iafwfG2fP0NKUuAWgAWtOqGYYHoNni5ausbYfO0mX1GjW1arXqytECVMS5pAsW6w3dg8jVp6YDUS8HE729qjRdZK1hfrKhA0aOGidKKymHsAufPU/XEVorhRvphIJzSuRoffxmvUYf4BAis+h+djaeIcY4DgPRwuXLl0vn85k/a47IBJ+xPuAIwdyA5k0EEllC/hl7mFdeD+P5s3TRnh8mP1U+e2palop5njp9XhFkAguAGAA7rLukGEXrcF67nkfnB7kM0U5e49xwHaTAAMygg71dKK9x0ujwBS0bpsucObPEUmzbtrXVr1/XqlWrImd23bo1ubotWse9qec0YH/Ff3yd9efi40/6DsDA0GEj1IodthUBGdqK8lmlylWtV+8+al3MmMHC+75EKYFC1IigLSn1L4jWp6e/VseiF6lZtm79ZqtWvY7mJx0GWIs0xuj3yM6aD4DBzgaVHMcKxwyaOaA9R3aeBeNNasFvfvMb2RTUh2jRooVqJlSuXFUpGDD1APL/y3/5rwL8HbiPDho4gM3ayRrSslUb+65YSevQpbvmVqduPfUaEJjW6cw5UkdgdLKTJsqR1BJ07ZkLFyWrrGekk4wbN0aMDIpAwqgEpPg5EMPXM1qTw6bcunW71nSukbWd49Kly8XQYP3zooqs3zBpYD6Q4kaxSQIEvoYCznIN/p7r8IAJ8nj27GmbN2+O0mNhl1IMmRQsimHjVNWt29RKlqxo//RPv7Z//df3rfj3Zax0mQo2YOBQAabzFsxX3SzmLk4pjAmcUBxsnrfPK3/t739M1N3p52/YhwDePG+YqLB72ZBjZ2r4b6Bn2P+t33Z5R0fxPX6DawzOtWktwUGmA8uqlesEZND9i4AM9XDQXbRV7dwl1po0bWCNm9RXLYxRo4cqrRAbhvU6+h78+jj6565reQ8bhK4mfm++5nF9DmLASmMc+Jv/hv8uYABpl3QR4ju+8T0fCz9yn2y8R7fBICtdurRq4ADSrl+3Sesq98xOS3HYFzAfKcrNzlrLXKZYNyByrZr1BHAgnz8HYnDu6OfGc+QeHbDE12AMkWNYPQQfOnboaj179LVyZSvb5599Y40axljvXv0trvcA6xM3wGBZEtzBF2N8eMbsLgu85r6jdZ+P0V/+mOc/otuZWz7nmW979+5WADgmprmYWrC1qC0Iqx09VvDb7+zzzwuqblvbdp2sc5eeYg5T3wzG66LFy9WZjG6HFO0mQMORGmcqTv0LiPGXf6T/+X4xTwhd4Ydj3p0wGVgMfVHhL9CUl69YZZ27drF2HTvY7Pnz7OrNG4q+yXBNz1TtAOiXveP6qoOECtE8TVXxJOjWbEw2Bw38/AIPIiAGTgOO5ObtO4wWquRfz124yE6dO2+JDx9ZGiADjvbLLBs4fKh16dXLLt+8GTGOX+tIugusi/SMV3bpUoKtWbPZduw4YI8ehyJqTDo3tHjt793gAi0dNGiANWnSSEWriD5BsQuLZKiUzMLARjEmJic0SxBvaGssTChxlJdvrnAVFYwycHwMMDRxlsZOnGBtO3Ww2B7drd/wYdZz0EBr1r6dfVmksH1cIL+i8ExsJjlV+ddv2mwLly6TAYJTi7EPA+P4mfN24uwFO3X+st28+8CSn74QyEP+OEYaBhxVf3mt95EuJThGsDBw6GFi1KhV3Ro2bmDLVy6TY0cR1159Blqjpi2tXMVqlu/zr6xxs1aiOBOtbNO2g+qjEI2GIk09FQx0jBN3VrlnxhzDg53xRhH7QkTRL5wpChph0LMB3iuKmpahdr8AHBSmYsMwIiperNj3cvQAMfiM6JS3WCW6rN8hQpqdIeCCKHxeesFrKcnA1AgdFzBccQq89gBH7oX0FBxFctc5L+1PAbFWr16t3HKiVZ06dVBNFRQ4Uavt27dKhlzuXNb8+XPv7MgJEZ66desLwGHcMODIHYZWRyE/Ukmoh3Hj9j27n/TEkh9TwDbVkpOf26XLN0R3JqpAHjRzmN/kvM48+bdAjANHDqueBLUwKK5LCsnZi5fs5p27Yjj87q3f24o1qy35yWMBA0TfKfIJ6MWO7ED9+93vficmBgst+sTvj/cYJT4feCbMJe6TZ4YjR1chnGoKedI/nbQKDItjx0/b/AVLVJeFe9++e59t3blHx227dtu6jZts9vwF0hvde/eykWPHKLUBh1k6KhvQKpNkGsvOYR6QXpJlN29dsy7dOtrH+T6wlq1jbPXaVfbwcbKlpr+wxKT7OrKA7juw34YPH64dfcg105oU9kOP7nEqpophvmPHrtwxR86zX6IHiMiHdBLGAD2IfkBX4DRSB6RAga/trbfeVv0TDBs6hSxbukrnIBpD3ZDRY8fY7bu3ckFHIoqwCGiPSoEw/k/RosVs3JjxlvTgvmpDkEby6mW6osHoXgA3orl0QRk3dpLGGcoq1FoKSzJv2PhukE8626RrzCjaSjoJoDLAUeYrxvaVgAtACcYaBgwyxk4KCUCGvwfEAFDiO3ycKYAAACAASURBVKT70KIX0AN2X5Hi36sbFSwgap1QPJg2zjhX8Zu32fLV6xQZx+GkfsGJk6dVG4ScWZhwgAqMJ3qGmhjs1MSAkRHuI7ADqZNExxNSSFz/cVT++0tT149KlasbaSUUb/TisYw185/nx+ZyjdGKvkcHvPXWW4os8ny5FuTcN3QczvSAAQPkxFJbw38LA5V5zthzRK4o6gkDh7kADRqgCiOPLi0wRQCMYYrAxqAgKjWLyCOmYK0z7rgvtLzPT+ahn5Nxorgo6SIwCGkVDuMCpiGRYdJLYLaQ1kCBaoCMVq1irE2bVmpBPnr0SJs8eaLNnz9XrYcxYl2/Sd/8X2BiuJ7hyObGPToHkOvS5auqp0JNFRgrMEdJGwEMI90CGWCNpFht4SLfKeWE7wJ6TJ02y44dP2P4SeyQbFasXGcVK1VXJwGEidPq3FFrfDSIgTzA5gLkJZpP4T9SkkjnadasmcXExIgVQ30S6gR4qhIgHQ4mDj51d+gqQaDgV7/6tWoyoTsBLRy44N6x4QDzOS5ZskydSFaviReL7eTZCwImSCdJuJtot+49UKtugkGwWqmF8Tw9Szuv7z54KJAYmcEJO3hwv8XGthOQAcsBKQNUcHvKj6xz7MgD+oQ1nAK2BBdopU1aCQALAQeYYbAOly9fKV1HzQzYaSNHjtaaSwoX4B+s2H79+tj+/Xt/AFyEOR7sW87FNfAZNgZsoZUrl6v21YxZM/XcacUdv2GrWDVz5y61Dh162Ntvf2zVqtVThJh0ZAIypK1hk8JWRc8w31138zyZ+64D3pQ/n/vRx2idgI5gDlL/hDkIy4sxRldE24/8f+Ytu8t29G+++Zr/z3l8rnN9ko/0l9Yhtqt9VaCQtWjexho2aGowHUNXrPZiXXXo0N56x3W3OXNn2Lz5M234iEG2ZOl8u5lwVc+e6+K3o6+D80VvrvuYfzjrtL6GrcbGd/3/8j3SSQoWLKhxRKe++VuMOQAGepO/s/H/fRx5/eb/4X4JjFHAl3kGAMb6ADiMTsUfeZD4SCk1NarX0fylTgZzmCPgMd1Bdu/ab98VLaH6VKz3fwqIwXl83BkrdA/gC9eEPCKXACyAxiuWr7Eli1fYqpXrrU/cQKtXt6ktWbzazp65ZIcPnVA6LQDLxQtX5YPBzILdEX5LQ5E7luHdX/vfH/qPzGvuB92PHU/dwG3bttjcubNt9uyZtmjRAgV/lyxZJLu2cJHvbfjw8Xb8+Hk7c+aKnT132Xbs3Gfz5i8Ws/DGzTtaf1nHKOaJPYlfhF+oNe0XEOOv/YD/M/z+D4UwT/GHa3ekk8WPBQXFB61v1KgxKnzYZ0B/23Ngv5wYjFaitjgIRNJwfCh+iHMNDZMc01mz51vCrXuKbj1T1d8MGfUIv5+bRQ4jC0ceJzJ+4wYxMJauXGWHjh0XeJH92pReAlUZrgbR33pNGtmYCePtfvJDdfLgO0QFqaeBoUpUjWjJ05Q0FTzE4EMJMumiF1c3uLgeXrMPGzZECCLUOhZEFkImqitwRovPSCfBYYUGCL2RhZzf5rv8Hv8XAMTvNVf55zh6H54HoAG1GBLu3rGDx4/a5ZvX7dyVK7Zs/TqbMHOGla5S2YqXKWMHjx5TWgjRNzqxUMwwfvMWW7ths+oDUJ+kTWwnGf0YHhTDwxjhyDMCvMC843woBwxcdpQFR/7GzrUQUaewJ0BG3/59rGXrVjZgyHCbOmOutevQ1b4o8K1SSZatXCfjetPm7aJiw9iAiQNFnnxXopdsLDYoulc5YWwYEzd8+bsvSihpIjWkT/D/uR6qh2OoYZABjkC5j041AUj49tvCESo/RkAAMbp27S52BgYSW3C0Q1oFd/4i7bkcVWo57N67R4VNN27eZHTpWLVmtSjrcX37KJWgS9fuinp9+WUBRc3btYu1kiVLW/HiJRQxw/gnmgIANmXKJFu4aK7NnjPdli5baJcun1NE2+ULGXGZ4MjYsLOoY8zQMpNCTmw4NtwbBjc08otXb9iJ0xds38FjtmvvIYMVAyWWDiWTJs+wP7z9vrVq2U41QUJEJMiYZF7OZV4qSS4TIzXF3v3wAwPEgJUB5IGzyVVSkyYtK9tWrFlr//1//cpWr18n51PgBVBAFG2d+Xvg0EH79a9/rcg01++GCQZN9AZtmgUemuGWLduUEkQxU6JzbqTPmD5HtQJgZiAPRMgBNmn1S/vl5q3aiplC21lq5nTvHWcUmmzRupUNHDpEbYJxkgM4RS0MWgvngRgwMhKT7tqSZQtt1Jjhtu/AXrXdJcXk2YsUyR6FSkkrWb12ja3fEC+2CcY4zg5ySboHjIzY9p0lf9RiwYjhvnneWdmhvTFHdAbyjNGFvsMYQd+R9sT9kUYE24bIC4AwAAkOe726jWzQ4KF2/eYNybC3jKVzAB1bYK3gYFN8rGXL1jZk0GC7cztBdTBgYbzWnAt6D+OJ9m/odFKWcJaJPJETDAMEIIkNY5r5CghDOgxjhzHvbAmALYqoBhkJawGygI524II5BoDBkRoZ/J3nwf9hJ3WJOhqwi/6/f/4Xo6gnYLWA6DTAjdN288596TBy+UeNHquUAIruUhcDIJYCrBjI7O4A4MkDGNORJETE3fAN4C1MDOpH8Gd0IusF6xMsDMDKuvUaqSYK6RtffV1QLCBydUlFILUOQ5XnxxbmWMg/pxYMNTnY0Gc8ZzewkQeKaJILTWSR32C9BbQlwovBTf44KSY4eADBdOmB6kxhOYrLfvrZFyreWa58RaPVbKhTFYqhIRM43Oh2T8/kGtF5vEfu2Hwewnqj+DOOYaNGjeRIE/EH1IARAKjRp08fUbH79u2rrjfQhInC37hxzR4+SrRnzx/b05SHOmZkvrCc11lh/6OaGJGT/wccGHdfS1ivffwZa8YL4xgGBoEAIvKkCtJ5iucPAMTfdu3eKyYGjAz+D+BH1Wo1bMLEaaqfkJmFzJgtXLTMALxweFibckEMfugHTAycswCmXbpy2YqX+F5dwHBgATXYKUB48uRpFacFvCBAAhsGJw6HjOvnNfoF24zCl//4j/+sFBP0ETvnx9HiNUcBrY+fiiH2+Rf5lTrz9EWqbCTmGDuAOOAFqVvsV27cUuFuAGJSuJasWG2wNZijALnYM6QTrVq1QqkHgBohEBEYrdhX7Oi+aDuL++d5wEQBFAPAwcEltQr2CWAOehBWwv/+379VSgnBiubNY9RiHFCN2hvDRwyWg33xEqBToLC7vcU5o88d1taQ2gmrDKYgQCzdjR4+Ci2KKdrL2gmjplDh4ta0WSs7eeq8TZ8xRylE5OcDbiEfQaeHThfcC3redT2i7es4x5/akE1+h53fgN1H6+aSJUsKtKLuEr+J3PLdaBnm85/7beY33/Pr4Xf4DTYKe9ar29iaNI5RwWycaNYa72pF3QiYNrBr7t2nUHiyJT+8Z1nZFLx9JhnmuvlN1yP8Lp/55uf29+g76nIgw2x814cHOQX8pSOX61H+P/4H32NOMR4UNqd+EOPB/XP083D0a8F+YuO30K90PoNlxoatAXihzkK0L71+S92/ihT9Xi3NSVel6Om69ZuUSkInIooqF/jqWxVVRoFyLvY3nwHv2ZmjXDe6lR2WHfLO2sTnMDLY0fms1Vev3FQ6yYH9R23woBHqTjJ1yiyjRsb0aXPEFIGNgf3DekAa2oQJ42QzBb+COwuyguxH25Q//lpD8Wf880P/0ecb8w8dgH2TlJQo5jG+E2NOahItvCmETpAT4IIg80vIamZKQ8euAzimRg36mfmG3mU8xQyPAF8+zm+Ov9/Qz/3dv/d/8/hLOslfYPR50Ex6JhUbk5JJj2Jgw7BG+FhUET6cMxYcaHir1q21h88eW2p2ut1Nvm93ku7ZrcQ7diuR473cPOfYzl3sm8JFrHT5CnIsiJLiIB0+esBOnjqifLvQcpUoX+gUgfEFXRkjknzo2/eTxB7ACX+WmmVUqSeCl/z0oR0+esiKlSpuy1YsVWcEOgyQ64iBwGtSIVhwiQrjjOOgHjx8SBR/nAmMrRAhZeIH4IJJyMTnCOpL5AmjgbFiTMK4he/oe9lpVq5cGRs3fpQWdn4vM9JOMTUtJeKsuxPDWAejF/oyG5OVSRyiZrQ7xdlKtxeZqZaS9kzG/YAhg61Og/rWsm07+7zAVzZ4+CjrP3iYxfUbrPoUpBWQxwoLguKD77z7vuqTeKs9OhdwDipry6F4TYvRtNzUAv7GuPu18N4NYxym5StX2LIVy+34yRPKI8XAuXjlptGZpHS5yiqwSG0OFobEB4/U0YPKwrAAiDCDgCNLMiAzAA+g89MlIjvP4H0dGBEY2uxEVnEyuDd+l9HiuqBSc20UXAQgg+Kv689+pXSPkqXKiGZO2hPODUcqypPPzGvGmQ1Fi+HlzxqqKaADUUbYN7AnqLjeuHFDRSQBtDDqoSOTiz9h4lSj0N/GTduUj1+iZGk5A7TMcqrr/Xu37N7dm9ofP0q0jPRnioYH+QjgDcYW18AR2WL+sfCx6FLkkfbAGKFQzEk1qFqtlnXv0ce69+pnTZq3tUpVa1mxEmWtYpWaMrwaNGyqQoVcD4YhYBBGZO55xEIITjyMBFgISizJybRnL57Y+x++ZwcPH5CckGaDE49sAADgCNG9pVCRwrZh00bbun2b0kdAyGnPy3NgfHl+UG/f++B9yYwogBHwyN0oZEHyn5UltgZRSFI0iP7iQHEkKolDRWsxHCgYNR9+/JFqIMyaN9fmL16ilBYYWxSVhDXEjoNJYVFeI7+wDrgGxpa5RSoJaSQcQ2pJToRpkWonTh2XrsDQBeCjSxKyCCi3bPlK27N3vzqBXL2ZoOgcTAQc2ytXryudLrZDJ0V0xXZiQCK61Z0o3mucIp1RcOapIdK7X1/VFFm8fJk1bd7Mxk2aqPaj128FoBLmG50xqIVCDRzS5ih0CQNi685dRrvpuD79LOX5MxnoFy6RonDGkh/ez51vAiFeZxqOJoV0iZBQDV4AI+3mkp9as6atbPSoCbkOGXoP9hm6Et0F4EPKUIkypXWNFPKEjXf24gU7cuyogL+Tp09F9JkJGPV7Rn8iRzjVyAFyw3tqeuBEkob40cf5bNz4iQInqFvBfKeAJUDCzYS7RgoFxS8BOCnkC/BFbQCKUEOtJ3ILC4s5o/NqTnlLv+Bg8DkGfUhJq6+5hY5njjEepK/hOOI8IYfMQ+SPmjo8a3J1Bw8fIdYDYDm6Dn8VGVu5epV99c3XoYVsVEcud7CY6zx/1qcr1y7bkxTmTY7duZdgc+bNtBYtm1qjJg2tS7fORl0WWDfUMYBOS+0OwK33P/zAOnTprMK61BQBcCSQwPlZPxhfmGacix3H0Z1nDE7+BvuMFLqjx49Yx84ddD7WSVreMn9YR0mnYyeFhpojgEfMiaBLAI/SLS2dVJznkR3AD4A67MiMO7DBsAzONbaGb3we7RD4ez7zz/ns37P595lzb9o3yDPrB/YFhXtpqcw6SccfnFrAC9g2gGNr1q438rFhuLCW4PCyvlBUGpDPb2PevAUqxMpnnBM9w+734MfweUiruppwzb78Jr+tiV+vuYIMObBCBJgNoJ58/pQnT5USpmcZCaK4s0fnCVJOAECYX9wf9x+tb3gN+wdZHjBooOr/kN51J/G+rd2wUcEiCrRjU8CwpN5Vj979tb60atvRvi9V3t5+72P78JMvlLaKvfUk5aGlZQD+37VUHNuc0L4bO84BW1JnMjNeiP2F7qAmCDJDZ4Y+/eKsavUq1n9gP6tVp6bVrltLcj9oyECbNmO6ZJLaP2vXr5Muh0rOfvnqJbt7L8FuJlyxh4/uix2GvHFe5C0ERyiiHBhBYQ4EpxnnVs8/kkKK7mHOoKs3bNxsbdt1FLupa7de1j62s9HSGYYbhXQpFv8g6bGCYugXxpjniR7h+frGZ/zNZdA/573LAdLMmsqRneAJdcdgOE+YNFGFk7G5KDAe/V2ul/e5v/Mz84JzIv/sXBdyACCAY/71N4Vt9pwFcuK5L1hGyD5rPOcBdoalir5PeY6OemnXb16x+w/u5LKRGUv26M0/c/njyPlhKANiyB6J3DdOqo8B9Wcoosw1UOSR7mAUX0b/wDIjjfP3b70rJ5d7cTsdJx6dFq1fee36jnRI7DqK0PJ/mCew10h/7td/iA0dMVb18n73+3dlV9Ws01AFe7GnatVuYDPnLBRTh5TpPXsPKd0w3O8P9Spyxn0CTNDenFQj6rqsWLFKzGAYlKxV2HMEHikST32tvv0GWf8BQwSUkUqBfVehYlUxBCk8TQHn1m1irVv33rKHSRmcMWOabdq8XunKwX9C/hy8CL5MsLHz7Gt/r3koZtQfy6g/R5ffN2XY/x7mFPo5MKsYa9YEf9YcCSSwMT9gAgPgdOjQSexibCiCDu5voI8psAxIBdsMRiJzld/hWYe26NnqrshvIv8/fW15V/m3/OoXEOPPfDquaPmZNxUd73EwiBYRTYJaSts4HDgEDKNq1vzZdujEEdu+d6fNXTzfJs+caiPGjbIR48bY+KmTbdCIYdY4prmVKFfOWnfoYL3697cqtWqJRVCmQnmrW7+Wdekaa4uXzLNr1y9qAWJy4TSx4zRQgJLaC1TKPk17wZPn7PCx03bo2EmBEcdPHrPJUydZ4aKFbMCg/jZqzEjrFddTbAEWyH4D+ioFomnzJtYutq1Vq1HVKlWpqIXzyNEDKlSkhS4SNWIRdEcPo53X3DuoJ4opemPS4gC/SH0qB6FuvZo2fcZkodT8Js4CtHGMO8+DD50JsoRsYxARxUGB8xpljkHPwoGThWP1IPmerVy9wlq0bG7tO8Tapi2bVWjsf/7q1zIwpkyfY2MnTLVxE6eJfUEVcSr9jp8wRdEjFgXy/4iuEb2AtkxNBgyA5EeJlpb5TA4sxQ1ZtORYUFmdLgvpeQssiwptVnHq+B7Kh8gNbT1pr1umfBU9IyI5R4+d0sJPyzqMAhBwcn5B4QGEyKW+dft6BLjIzDV2GTN2f/6MCwbjiDHjrWef/mrnm5aZYyn0bDfTwgvLp0PHzrmF2bhujG1oweTKe5SWDiM4SD169tYC6U40zzB64SNCc/78WdHgoKju3r3TDh8+aCdOHFNEgvxbaHJQAHFYYRZR0ZzKyuMnTLK69RoYBmXIJ7+psX6QeMeuXD5n16/RajHZcnLSBGREgxgY+WEBDJ0iWAgppFe2bFmbPXuuomnIHqkLpLAAUg0cNNwGDR1jQ0eMtw6de9knnxWwfgOH2YaNW9UOksghDklCwo1coIZzsJARSYGFwP7yNR07MFiYdw5ivGP7D+6TLD5++kgOFk4WYAbAQP6vCsjITLh9y3rF9VY3D3daAR8BMIgGz547xwp8/ZVa9iJbkvWI84qO8aiQL/xEoaGUQqUlB5/K3bAzDh8+rPQszx/9tnAhsWNgK1Hzgp1IPu1hcbDu3r9nXBvXwWLHYso5eO0b9+MgBiAO73HoKO6KXuG+FixaKHliHlFnANAM45ZikAOHDlOVfmr1UEi0eavWVrl6DVG1P/7kUxs7boLkj0iSb9ib7ET8BfTAcsjKlAO6dkO8iqMuWLLYtu/eZa3bt1MaDE4GXTtoV9qzT5yADgopT5gyXZ2hYJ09eZ5mQ0eOsUrVqit3Hz3CWXlepMA5SAto6CAGuhY9QM0WvsPG8JC6U6d2QxszeqJSGQACAB8Z+5Mnj9vBQ3tt247NGptPv/zCGjdvpoKusZ07qb1q9Zo1rFad2jZm3FjJCkaIjzuv2dm4Pge9eF4Uy61Xv6FAIiLdgBiwCWBEYMiS8kG+LIW/uveIU8SudOmyaknbpEkzGUbUwnn77XeNGh8YQXkgBmwIHIgw/uEYHAoYDxjWtEclfQvAmsKgUNYBI6H1U7eAGkekIbABEgFmARp17t5DNUF4DqTU8Le58+dZmXJlI+BNAMOZe6wXrnOYJzwnwAR0Pg5CeuYLu33vhp06C+B+2M5fPGMJt2/a1etX7OChIwLRKECI4UtHoP1HDtijZ49V44V0HRguyK//JiAFQC2sQIxNNzy1dgnIy5EzO3P2DGvbvo3Sp5yJxzzCyVJKStZLnbttu1h16+DZoSvRI0Rmc14D4KTbqxxA8RRLz3xsL1+lSrcLxACwdvpv5BlE+178zY1VDXDESEVu2P3/+t/+vUd+G4PYdQC2D2A2HadYPwD+qPHFvARI4DVMGzr+rFi5WukkjP+z56nqVgU4TFtk9ApRXpw2UjwAndH9bDK8fwLEYI3jWd28f9PyFyxgS1ctEyMCMJI1jOAG5B7o7KRbwPJ8/PCRhe46Ly0tNUXBJmw0drobkXJCsICN8WJj7LgOrs/nIAAdupEUOWTmzIXzNmzUSKteu45Vrl7LYjt115o+csxkGzV2is2cs9gmT5stgJyU0Rat2tvy1Wvs2o2rklmXW18/tIZjR0XWc0ALdsAM2jtnZ6UZTtf+A7uteUwTGz12hJ04dVT7hUtn7fzFc0qTI31v0ZKFAjdOnz0lxxp5RC6Rb3RZesZTe5GKo/vQnr94LDkMjlxw4pA91nfsOMbE5Ymx4RnwO6xLrBOACBSlZg3fvmOXAhStWrdXpwQc6N5xA1RX7cTJcwJVA8MlRL6RK9+QtZ+S2ehr4JyupwENtu/cYeUrVrCZs2cJ0O43oL+1bd9OoA0gOvOSp8r18n2/F3/Wfn4/+jVw5PrYkQWfC7BlKWgM2wD7BWcS0A6djJ3nQDgd20ipxF4EvJg+c4rFdmwrW5J1wTe/N95zzuijr/PYggUKFBBbmRRd2mpeunzdaLVJIfjJU2YYbAh03PIVa2THjhg5Vp2XALFx4v/5X36lecn5HMRwvcazxpZym47nzmts3qlTJ6u2HeySRUsWqytVjdoNrF7DZtamfWerXqu+fZTvSxsyfIzkf8bsBQIvqDN28MhJW7lmg9Kmz5wP7b7DuKObQnDIj7BKSSWnLh7BF9JzYE5UqFBJ6Z2wS0mZIvA1bvxkpQRiT5BGAVudtKWdu/YJsN+z96AdPHTMTp+5YCdOnpVtTRoxgD+2KIVWmUvYdAImogKC4T12DYw49DPgV3ivv/2FQAzuO3p3ueT5ox/d/oEBTbFwOm4RZAAgR6aRZd/xMShiTC04gk7Iq4Q+53WESRkMh5dZwZb7KdmX8P0n+OcXEOPPfEgISLTy9UUedJ+FGHojSofoEwYcizRIPhH1EaNG2teFvrWmrWKsUYtmVq1OLavVoJ7VrF/XmrVuaV1797S+gwfa10UKWZESxW3FujV29vJFmzRjmnXv09uGjR4uZbhi5WI7dvyQqGq++LCw4EwQIaFgW6VqNdW6s3b9RqqWTVSgXccu1q1Hd2vQqL599sWnVr5iOevdp5d179nN6jWoa2XKlRaYAcI/cPAAGWfrN6wTW2Pv/j22ZNliO3P2hOivfl4WXaKTrhhdITqIQZSOjUWAaEdQnLT4S5WTUL1GZZsxc4peo1TceAMY4RwYkXzG99esWRVJc3kdAQxCFI8FiigajuPxk0ds3ITRFtuxvRGZgEHCAk5xsXff+0BgzuVrt2zPgcPWtWec0QqNvu5EFIjYES3C0abAJOATuZa0Apw0aYJNmz7JFi6eZydOHxHCDtLuUQEMOaJRd+8lCYwgPxhjjog2rBac1fXxG1UgdMLkGdaybax9mO9zsSUoHkpEC3ZEw0ZNFFUlsg5lnf7gUJKnTZuilArGhfz6cAxRFF6D/LNzHeTDAWLAxCDqzA5wAuODhY+o7bDhI0MVfii0ZoqYUcUYEINcZxZnFkze08UAYIPvvbkIRS+E0N4w0qHD8RrnA0ePnfcAe0TqoCHSDorIMJR/ouQwHwCOZs4kj3eaDegfZzEtGlu/vj3twP5dlpb2WJT+4FgGJN/PjeyxCDAHAQsBMbyQE4sBKV3UiWCRv3rtll25ftfu3H9om7bu0gK8bsNWRTBwPDDSuU/kDkAOeWbPlUelUwTgIjAxWEyy5fjCxIBxg7zxGzjcvMbxYgyLFS+haC1/I+pcv2EDa9EyRsACrAdkKelhsoAOnLnA/gnrETIOlIL+cWMHIwddhEOAHuJIa09kl/fQLnmNgUC7YlKbiBSTxkLRTvZL164qtQwGFgbhqDGjBWYwZ6MNOF5zXkAL7hcHkiPvAwMqU+BPhYqV1ZEGo5auNNVr1FHLZmiQpUqXt3KVKosVBSuC1AeOpLdQwb7gt4Vt4aIlmoukM0Vv+BeAlmKFwCrKzLATZ05bv0EDDSAAp4L2toADQ0YMF0BDkV/+vm7jBjt++pTOFdOmvcVv2m6PU9JUN6Jx85ZGtxDmrhvHOLEBlPXIjBsxeUaPyx7XiGFO3i2V2vv3G2yJ9wNlnW5LsPCqVq1stWpXs2YtGluNWjXt7//pH9WlhrojXCsphhiIW7ZtFfuN586GzmS+ccSw4Sg47dVLGTMUT6VlK9FX5irUfjogEZ0hzQPHjkKE9JQHROrRs48iW7BzYF9Qe4TuQLAlMBZJe6QQoIMY2NTMH8aePbwPLA3mK/Ur0E0A9RzpwkGRZgr2QX3FiaToIvMS+QHIJUpIlwZSahh32hDzizgBAM71GtQPzyHKqGb+Md6KXkVqDyF3AA8woAAxMl+mWmoGzKdQt4Vis2fPn5F+ofAkIDVO1g0c0aw0FUt98uKpPXicZImPHqg4LcwO0qD4bQxMZ5txbjfsA7sqU84oa+SwEUNza6zgwGBYSk9GQHaYCHT0oGYE8sVvwTLEeXz2/JElP7wjZxLwIi39SUS3A2xgPAcnUsLgQF6k3TZ6ANlg5zUON3PejWHN1R+Jauu3fuYf1y/8trMW+C/oEyjLFPCEoQcDg7WG+2V9ALCsVr2mGFfU/6ImBqkE6FXmF/oPNh4btgAyQTFE0h+8aCH34jou+l74DH1DatXzrOdWqFhhm79kgdJfaSMPaMd5uBaKzNJ+00e6xwAAIABJREFUlI4xD5OSLeXpY8tIf26J92+rfhD3xHgBYnz88cdii3It6NPoe3fbjutl/jH3kDldQ3qa9Obeg4dUU+jA4RN24fINu3A5wQ4cPmWnzl6yRUtXWbMYCjr3U1oXYB02GqA3EfrnqbDcnmt3e4ojtg4ABq9DPZ4MARl0t5g8ZbwYR2fPw9hKE6DMbwSAIrS+Xhe/VmsLzg3jgePP3EOuKTAcLWfYEh4symWBRIEYrueQBcmU5RgOOr8HiIpNy5wlGAFDh2PjJs3kPHJunEtax0+fMVdMU/QJOzqTIxu/zfPw17zP28JclB1IqgvpdGJNBX0yfOQIq1CponQnc4/Uwpq1a6ldOWmMfOY2WvT6+cNz5J0t+vNoWUQ+kIFp02cLxJi/YJEASjq0YOfRYn7bju02dfo0ASpz5s22BYvm2+y5s2zs+DFWsnRx+/Dj92zVqlU/COwxppyHzc+NnmeTzOXQTW6M0ksBjmGWwWYdMHCwmFAEpGA8/eM//YtsR4Ds4t+XVGcKCtFidzRrHqMUOhgjnA+7xp8rRwBbjowxR/QtAC6BJ4JnrVu3FIgMi5D0yw1bttveg0fUUnj46HFiMtNemPRr2N8csalJraKdO116YIZzl2FN41U4n4MY2C4wTehYRTCGtFgK09JpDUDDUzQBjgDHYBfyLOiGRcFg7Els7+s3bmsnXRzWDHV4ADsOHzmhuaCBjbDsODfXwc5r9z3cD+G979LF0sd5ejf81g//5Rn6/sO/RM4cSRH7wXmVwhX0Ht8Keof3r7VGw0QhTYz0b2xKZgf2oDN3YcwXLlxYvibgrOSH9frlK8vOzDLACxgZv4AYP/ZE/h/9zI0Fbh/lhtCCgEGDGjlypAAM8mGJCrNYo6T4OwoXI3v+0sUWv3Wrrdu80bbt2WW7Duyzo6dP2oVrV+z42dPWvE0ra9i8qR0+edwyX7+yhPu31Rb1aWqK6IepaU+FJGLoMMlwsHAkUPDkXFNtnm4acxcusYVLVygnE8N907adtnnrFrEqylUoa1u2bRbFEJohr6HGzp0/R8bfg+REOWYYdo+ePNRrIlsYYCyuTGocSo8coAijjU0UrjMxuH8Mh4DsvxJN++q1i/bo8QOrWq2iTZk6QffjCznKNDgRIf+YSUnxQqjQMB0yMkMFfIx1JjST+dyFs7Zm3WprF9taRQbnLZhrRCJwIPkOnTFIFbmTmGx3Ex9JCf/mX/+g2hfUu8B5JUeaNnEsSpwT4Gny5Mlq+UrdjiFDBtn4iWNs977t9vDxAxkj/DY7IAhIb++4/qJWAkrAYohp1VLtxVq3baPoFe1dP/40vwCMX/3m/1j9xs1UnwD2BR1qtm7boYWC6CWAmHfrIM2CRYVnHSjHgYHh44+B58gsIASLC+AILXNPn79kq9ZutB179gvkwsFkEWb83AjFIK1YqYpAi2eR3GboiLAw+g8YJHYH94m8uwIGPGB3gx/wYs+eXUal/eXLlyrnl0WQ7jQUBcPxCekpPYxoDeNTqnRZe/ud92Rwdu3aVS15Bw8eaH3ieljXLh1s8qSxdu7sCXv1CgAsW/LG+YmK+nWE16HAJakVRIEpaArVnx3nKyXluRB5uu68hDVjproYn+cvqJbCnstPNAWZoT5L9GLPOCPvRM5yo2evcSp/CGIAVjmIwRFaK4wEKvXjYOKgMk8ZS+pEYIARScIh5W/kG0+aMlmGWDA8gxHKs+V/aYGK6F0WLDe0OMJ0oac69QKQHXJlcSIBMIhu0JkDI2v0+HEW06a1de7ezVq1a6v6F6S6fFkgv5UsXcpOnTmt8/CbvvHajVg5E69JK2FBDe2NmYOkRACQAXwBppIXT+QKAwIaKnUSaDt78uw5u3H7jrqgUISS9BJasOIAEbnFGWEB57lh7LLJiWZhJi6S80qdOeYtWmhde/awlWvXCJiBeUHqGMV9Ex8mK02DVBlaxAJ6nD5/QcDlqLGTbPe+wzZ42Ghr0bqdnj+sBSJqoqZTE0FgdaDWoutcN/kRHSVwK2JwUsAs3ydfqCYGbAaun3xe8m979+5pEyaOsVVrVqrVWfFSJZVOwvVevHpFO8+dyCHPGdng/Bix0RtzD5kinWLOvLmKgK6LXy+dzzwmVQPKLLpIpSzMxD4ickXkDqoxBXqpEQOtm2uErkrLZbo2UBOE9wBIeaBFADG4Dp4HMsBGgVaiPzB+6BBCNBtHlHQu9GblypXVTtLvAQeYCBIskfOXr4iBQ7okr5Ey7ql02TLWtXu3AFSJYhtSKsJaEIxN5CzsAbgloh32bAEZsPBwDgG0Wa/QN8hk/IYtcqgB7a7fvmEnz52yTds326r1q235GlL+lqr4MjVdnqdSdDrPqEe/YdQH6ctRDaCly5cI8N+0ZaPmAHMakIJnKLZIWoYce5hd6DlYIIDZ1MTYsnWDrVy11JYtX6j9+IkDEccy9QcgBjLmjk20HPAM3O7wz/keuoG/+f5vGdP+/37siEOJ/Plv8h3Ypdu2bRMYA1sK5h6gImsN8gZYQY2U6jVqqT4GAYGvv/lW6y7AOoGBQoWLil3Ib7sNRR0TQAwCQHzO/ub1+3v0DiyI9Jx0K176ez07ZIfWwleu3pSTzPHc+ctGvSUKEm7bstUWLphnixbOtZkzpticOXM0LwEs6PpAQUR3oLlPzu8br/kbtgtjgT5mflLriDQkah3xbXbYjqkZr+zgkdNKKRkxeoJasC5duUYd6PgOrDdk6+mzR0opAXAjnQR5RcfATkW/EBSCfWGvs8XA4DPADAJIsR3a2NDhgwSChO5Q2QJBvMA2bFTsIHT9iVMn5ezgxIe1Jckys6hrkpIbZeY90WbOwTXkOm1RDh5yyDjwzND3ADHIOG0bOc+4CePFMn32PFXyAWhHJBw9hmM5ZOhIax/bRZ/BkkHvsKPbHa/wcf+hzEY5mDkhoOVgPs+Cjl6kaFNzi+ABeoH1G2CF64JRyWeAHlyL61XkifP82Mbf2Pg718ScYufecbRpSf3Bh/lUfwkbD5kHLCAgwVreoFFDpbbE9e1t7DCc6dz1+z/8TnY3LDVft9+8Bp+/Lo8c2Zkjn332mWru9OxN0DEEvUhvojU0tiUBAGqQ0QUOMAWwAfYntWiWLFsqIJUACToMewl7XY47KXIREMP/5rYVgSeCZ3RQun//roBm5juyTIo69fPodFalRk0Vsg0yTtAsXQkaCXfvqQMgnbgodqsuXNIrgYXAefxcjDn3j15jrJENatdQlJa5TCoJADs1H/ABCMbBMKT7DeyMVavXq2g56SUwDincTOAEhkqZshXVIYu1nWfKuo3dmnfuIGdB37L+hno0mgvI3R+l9gWg4sfkx+X3zWfr32XMGWffuYZgR4fyBMG+DnYPBXxpGf7FF/lVhJg1G7lnHUWu0UWsO6Sro8fwGRg75CsjLd1yUV0MqgjC+2/Jvl/j3/rxFybGX+AJsai5snOhA6w4duyYWtSRO4bCY8OI428smmPHj1MUijaG0GhZBNmZ3BT3xNDG+O7Wq6d1j+thl65fFuqflp2q6FFq1osIiJEip18gQsTYcycHIYdyhJNAgTeQURxZHPV7SckS+Jq1a9iIUcPtzr3bAj9YmKDfjp84TqyMQ0cOKuIQTYn3CBUT2hfa6LoVDlAwIXk9ZMgQ5ZF6Ogn3j2N45coli9+wxlatXqb0EOomEHnnb3kTO+RzsZ54sS8mMFWQ79xNUtcUL2rDUoRyxkEYMKivTZoy3nbv3ZEboaPwJAs8OaHvvf+hinClZb0SsPO7t95R2zPoqChnEG4o9+Q289x4zkSxydOj/R/Fmi5fvWBJj+4p4ofxLKeKWiTPU5XKQ1pCaJO60qjeTTFDgCPyNKF6Fy9VVr3jK1atYV8XKipqPe036ZhC1I57US2BZCqNY9QExyEsbKTPBPDCjQ1XvFwHO+PBQj56/ARFnqmiTs5ur74DbMuO3ToPEdtNm7eKbeFAEBE2HG1YPKSjoPNITXIQg9QSfluGTIQK58+a50bUEpCFHMo+fXpbly6d1FWEFlENG9YXOEGxNSKSCxYu1thAS8bhJXKyYMEC0dAZY6iLtxKuaU96cMcyM56rxSXH4FCGyCjn9UWBxYkaNER/ySGlcJs7ZIzhnj371IJq777Dqg/zPC1bhT0LFyth6zdtVZcC8i1x8ilMmph4T/KILAdwLixmgBYOXLCAMObMPYw68u0x7omA46xh5PObOO8sqIBcjKGcucwMOT0YHHXqwYIqq+dGOgkpBUS3PILE7/P/OBf6xnUPz4KNz5BVHEWcS6inABlEw4mOFylSREXPSPXACMLR/67E90q7oNXr8tWrbPHSJcot5lkEYycYFRgW0RvX4brGrw9Z4V6RX3JQiX5A7aYmA7UYoL8SLQHgI40k6fETGUIYO7ymHTRFV2nZh7Oje5XDjLyFCB1Gb2QdVlcOmBWkBixZsdzuJT1QwUsKJlOQdNqsmSqcqjSZjHQ5HXIg0jNszfrNNmL0JOvYpadoriPHTFRRPrpo6N4ihXsxQqKNLOQMOWC+8SR4jWPr+h9WQ758n9ngwUPVHSMAaGkq4Hf37m3VEkKfolsAMSjuSncRL/7q4+pABmMebXC4UYQTRKR11pzZAsGIhiJP/H8M+pmz5giYRP74DAOOAnvcH8+E6/J2khiJsC7i4vqqICpjjb5lrLHx3dnw5x+x7/U5RU3pfuTfxehkvrETNSNHl5Qu3vNbACPMC4Ai9C3UelKJKJLIe6j6zAE6HzCvGG92n38c0Tesb8gnHWYA2qFr37pzwy5fO2+Xrp6zg4f32fadWwTK0yWnRUwrI02J+Uf0skuP7tajT09r3znWmrVqbi3axFjLdq2Uetg8ppnSEO/ev6Nz84y5BuTAWRkAd6QETJg03mbMmm73HzD+aUobRG+QukjxWopzo+dIpQIYL1uugvXo1dN69uxuDRvVtfoNaltMyybWvUcng1l5+851S3n2MLdOQZ7h7JG9AOTxLNB1zHd3cji6TuDouxvU/vz+1GO0juE86ADA9BUrVtjadfECJlg3cAp4nqwXEyZOtqLfFdcax7rBesJ9E6nmexTXLV+hktLe0Fv8LnYRwDW1K7AP+PzNa/d74HPWcVpbZ73OFIixeMUSMZCITpMDTzcc6jHE9Rlg77//of3+978Xk5FaTTj/Xbp2EGuIYBPnI9BSrly53GGJdiL5Oxvn9znOfEIHI6/ILV1H1I7+yQtLevTMXqS/FBuDzmPVatZTVyDaKFN7hdo3R04etR27ttqmLfG2Zt1KW7t+la3fsMZgVWBT+Q4TAxCDPbSVfWmkV85fMNsGDe5np84cV70FABDkEeAChhCpJOgPnNkq1apqHYPhhz1I4VVYChTJXh+/yi5cPKO0JgXAskOtLc7PPOMufUffIf+MAXLmaxesMeoPdevRXSwEzsu8BUSlBgxgtOpoZeUY9P6WrdoppY1CjLS8RjmhaxykZqwZf3/efv4w4hFwRW3OQ9FdnDhsKtYr7guQhs8AOQDTWT+HDBtqV69fywVyuD7mDjvyxLne3FzeuRbul/vmNZ/jHBLQAbSAdYTNBuMIwJ4aV2vWrRWbEfCI1MpTZ04qSMixwNf5bfrMabIrOS/yxXWw+XX4kfOxSeZfvTKKhcJSRW55loCzMCphxBAkWbh4gRUuWkTpK9gh6CNYYdjsrNXoyf0HD+i9d8LhmfoY+2vXdf4eG2j8+LH2/ffFVKsMtg+/y1VTkJp1d8yEiVa6fDnDp6G204NHjyXvt+8n2r5DB61Jixjr1K2rfBzWY86hZxpZT9Hp6Fl/LowLY826RF04ai/RBQxZEbiO/ZTx0s6eu6S5TmoPdVeojwF4MXrMBKU0UYdlytSZYoJS0BkZRGf5M2VsfWPcfazD6wAGMxeCrIT3/C169/8fffy5v/uYc8ybW0HHci6uj984duyE0kdI+XznnfdUu4q5AiAHWI4eQt6R6RWr6EZUVfLB/0evJiU+sFs3Eyz5QZLYGMw3WBk/JffR9/C3/voXEOMv8IRc+fBTTDjfUHKu9FBEvGZS+oSBqk0VWSLjTGWc6dTMlwI0eE/RTYrRYVQNGDrQkp48IM5LKT0dsy0UX5KBkxsdDJPB6UWoZXZAEpwEfp/fZrGliB151z1795CSRQkS3XB0HUYGRdG69ehqJ0+DbIcUFZw2FCJsD88l4xqcYu/IJRMTBcjkJOretm1bOeKMBTmlpGTMmz/LNm5aZydPHVU6DO2+aCfE/2NnAqOs2LOzqJAfbujF80wr9l0pVb0GicWhUR5sFvUIUuz02RO278BuRSWgF0PZDBG6EDkgreTTzz9T5I+6FDXq1Lda9epL6eJEQbXDGCpY6FstfCiC6NzF8IzlsqomQqgHEFIxcOYw5og44SgQ8YTFwG8SYT105LDqoTRp1lSdH6hWTm4+ueHXEm7ZtFmzldsO9W/v/n2KrLpMIT/syBLjKsUaYeDkGbpRFOZXL7WwjZs02eo1amyDho20Vu06KCp0/dZdGdVEEKi9QcoIY8iOkUkqC3RQrh2nFOMUkIGFGxo4csX5WYi4Fjfyee58DhBF1f0DB/apZSAFP0kBAtDAeKc2AMX9oB4TOWZ8cFo6dOoo5kBwyiMG1OtsGXEAF+lpKQIyMOp8EeT8vhBwJAIMPbhmzZqqZk3+JAsfG04bThe0S1JKMrLNMl+aasSUKlfRlq1aq2giBjdGGSkeLN6AKTgvpMi4rOeBGAEFl0S8AWIgB4BijDEUfuY8kSmPjvN/oM87CIARRl4xBgJO2uChQxTZ4TXfZW5r7F+Hhdf1DzLBxsLFZ8gs9GxAC+pikFoCAEekk7oFMCww8MjlhomB0QFLgfQS0kkAOYjqaJGMVCxHp6G/chd5ZCDCJEFGdF05oV4F90uBN3J0cZqJwt2+k6gj405aQ6du3W3Hnr22e/8Bo6goLY7pDtS9Ry9FzCk2i7GBc8zmqQ0c0QkY0bfv3zNYGIAvdx8kipWBmti5d49qYsA0wWDiMzpAUT+DEQQsfvjkhU2dMd/e/SCfwcIhlSjrFUWCQ4cN9Ip0i6KFIRqNfLmMI/P+nqMbnBTILFSoiOpKAKC5zo/+bnA2nluR4sVUWBJGCcA114ksYHD6M9fNR54t89+Na3QyaRI4J7AykBmeF6MFiMH8xXnwwl8YcNBuSeEilYuODOQX09qYlCuAi379Boiyy5xhnLHvHMSIsvX0eZC3lwJr6HDE33kuDjbBQiFq9vXXBW316rWaez4PXV4A7u8nP7Q9Bw5GnlGGdG7RYt/J8QrORnCmWBNc5/D6/oNEOQvUburctZP1iutuvfv0sJ5xXS2uXw/r2r2TtWzdXLUqWMeInNJVol37TnI6kJsVa1cqir9+c7ztPbTPjp0+rvWQwrSMLeuJ6zd/fq7rAJEALjZv3aTvsnbCVgSo7t0nTsw7ulDBAAEARtdSCwLaNylDAAG0VF2+YrFt3bZRtVLu3L0RiYbDNAtFFjk/us6NYsY57Hm5+vyNeY98RAMAPl/9/7os/SlHn+f+3bDu0P4zXSAxawLPkfUOBgavSQGj28vgIcNULJq/4eB9U7CQXbx0ResLEeOateqIBeFzBpAe47t8+fKyE7iXN6/d7yF8HtJG01+mqSg5DBr0LIyviZOmCaxD91DEla5XABSBnr7LqOV1/kIoGgirhHMBeFPHhbHjmrhHNu7ZGUS8xg6gMwTMWoBogkN0IyE98+btRDt09JRt3rbbtu7Ya0tXrFUaL6mipEuNGjfW+g3ub737x9mg4QOtbftW1qZdS2vUpL7Va1Bbsjp/4Zzc1GACU+ywMBzAAFy4cP60jRo9zJYtX6QUEpigZ85R42yX7dqz00j3hUVEMU8i9B989KF16tJZ6wpsUFJFK1auZC1imlifvj3EBnJWLXaEAmKRTiUu88w7n3+Ml8YoM0Pzr2PnTmIEYFcBvKOLmLewWWEneBoRtgVd7WbMnKvi6WtWx6vtNwoL+851A+PuDhzP3K+Be49miABkoe9gYZB+xnXAwtA6RHvq7CyBnNRlqlq9mhw8dCr/h+vjHlzOXLY4t7/mefN3v1+ObMgf14f9AqsXe4gUKXbmASAO4Crn51rQ9dgK6Icz507bex+8q/Rs9Di/5fLFb/tnOlEEpOQ7XAudRfgussm1++8CXrEW8B42GOnhIYzFmhx2Up94zZgBzMZvXC97DPAd9oXbUIy123S8BljgudNBh242+fJ9bPPmzbF9+wLLI37zJtuwZbPNnj/PGjZtYtR4oh07qZFtYttrDQa4aNsh1goWKWwU12cUGRf06I+dl3tj577DeMP+ShGIQbcwWBisMQAYsDEoqDp8xBirU7ehunPcun1fNTAoKAsbi445J0+dU3HPylVq2JGjJ3V+fj/IV3jm/pzzzptn67gccOTv/n9dVvx5RR/9b36O6L+F13lj7bYsY85vcx6eOaAVrHPq+kyfPtOKFPlOTAyts1mZ8ilg3ANkXbtxXYXgST+HZbZ48WLVxhg7eox16tDRRo8cZefOnFUqSWZ6AIl/+tr++Gr/Fj/5BcT4M59K9AQMwheMDV6zu9KPpmjxms+hiUOBIneSSU2TDUAGjGsqtVMl/fT5c9agaUMbPmaEPU19Yhmv0i016zn1ji3bAu0Pxc51sMi4gYeCYMfIR5Hye0QM2O8kPlBUgIg/Sp8FjwJVILYoWsAJV3bQZCnkCVPj1p0ES3lOhDIoRb6vBTYqaiD0Hqp9lHHPvRIJpigmCz/FBsmVbtOmlRZhjDb+H79Vpkwpmz59qhRLUNRMaLOX2WZZmSHJFd/t0cMX9mm+/LZv72G1eQLcwOB2x5eFmN+EismRaAat61AUXBtMispVqxhtDXGi8n9T0JasWKnWsjhzNxJu2p59exVdAL1HoaJQWLhYZAKgwSKZZulZz3OZGIw5iyPGHM4PbWnZiYRSyJOoCE5685gWNnDwIDt8/IQM+Lj+A6xgkaJi4oBoQw8nIk+VbaLiRL4Yj+jFTs40YE+kkCrPHjnQAhR5SiC1GPoDhgy1dz/8yOo2bCSQBADjzIXLyqMETOM7Ts1EXrhnEF1AFNB8/kZ0A0OI636SEiLVLucuf35+rsVlILSuCvOBKDRpOFWqEIWLl4P1LEKLw7CgiCUOPEVAWTz5vyyy0QYcz9N3zuPXwH0ja1wDlPaePXuqDg00fiLObNDn589fqEKG1GggT5J8TeYe7ScLFilmK9euk6GN80cNk0FDBlulShWsb984tUPkvkgtAaRxEwGgAgONZ85r7un9Dz5SygpGGwsoEfCu3Xrb/gNH1U4Q9pAzX5Abfov5ynhD/eQ5YBASsYWWimMr2YqAGDi5bL7gIptsyCmfIS84SUWLFlXUCNmBpl26dGnRuDknLB1AjPqNG9mte3cFnMICI3+Yomg8b54Lv8nGwuqbFtrIPfNbzobiyFgwtlQEHzxkhOj7FJOkajgREiLhn36W3wp9V0w1LOo2bGCNmjVVpwiMH9JZmCekFSDDfo9+HcxBroW/ca1EAulMwnVgQDOWyC4AFHRixpG/MbaMG6+JCN+690BpJO9/9JmVKF3BKEBGepl+J5WUocAWcGeee49e9KPljyfo10dhWlIoMCLQSW7MuMEYnnaOJT9KspLlStm6TevFrkt/maH6DBikrmfRx75mINsu7xwxSP17ONRcNzuyQvQRPYJM8Rk6qEjRYqL4U3uG7hzk1uLcca3U3KH4K60ZiYgjL25I6llHjDd//g4sUTyR2h+1ataz9LRsRVYz0mnFGvQ2LWe//OJrI8WGz9RJ9XUAirgu1iSkirbD3B3rH87QZ198rqguusd1iR99DLi3nbt32ZBhg0XVHjNupM2dP8uWrlhoy1Yuss1bN4iJR/ctih1SB4N0joGDhkkfU8z28fMnKuzJkUKRKu6Zkar10EF9Pa8o6i/PAf3E2MPuIwDgTEXWUCKidPGCwg5ojaNDXSRSOwEySN8DuMRxJxoqFg/1O1TjKLThZc36ATAdYaNwbmRf8p+WpgJ4FJtmTSOFjGfmcspz891l0J/fn3JEp/jc+7HvM8/QSTiGrAlEoAHPAG5YQ5lrfD5l2lQr9n1x6VPe40izw5bz4ADyRjclivmRgsTGud+8bn/POATZf2klS5ewxUsXaU7DEiQHHkfmydPQoYExp14M58bRw2HH3vB7Y45S1JN2vP4Z53d95/MaEJdrQ69iwwDok2NPigTR327d4yymZTur36CpNW4SIyZardr17a0/vCcQi4KT1BIDqKCeFq2oSd2NBh4uXbkoefc1VPcJjT2y1r3OeWk3b1zT+knBacYA24zfbdWmpbqTkM6ADiUdq279evb7P7wlJsKMmbPFcoMZRPoiRbf37d9lV69e1prG/JJcR8k6sh9kLtgXvGZdJl2UlCjsAYB2cvEJ0iAPrF048qRFUnsJuUCXU2QeIIuir4xXl849bNvW3UYXGfQCetYZX4x9eNZoh2A/sO4HECOkTqP/cODQc02bN1OqBOdB/6E3OKIjYKixnpBqwtrKOsB1Mlc4T7ScuXz50eXQbT+OyAuygNzz+76z9jiAERhidzQPOD/XwzkBL78rXkwsPBjanMfXbs6FrPFZtPzxnrWb9HSCEax//J9gqzMmL5WGRErSxs3r7atvvsz9LNRqS1fxeb7Hd2CsAfjSOQ6GBetLtG7FjnKdhzzwmhafkydPtL/7u/9qpUuXtDp1aln9hvVU9D+mVQuj8P+3hQvaf/+f/6LAJzXoJk2ZKIYarJORo0fo+9QFwY9g5zxvrqHhWev2c3UZrAOCAaQ6xsS0UsFpPsPWYqQAjkjRIwUV1hcBFGrOoWcB8kndBUil6HWNmrUFqvH//PkjA+z+PpzdgWL0QEh58qODyC4j/rz8//nx5/7OvfrcchCDI/KFXiToNHPmTLFP5syZp9a91aq28tLtAAAgAElEQVTVsPXrN4jVCKMGtjApXMx1bFWKgr/zzjtqRIAujY2NtaaNm1iNatWtZ/cedujAwVw2hsu9X+9/xuMvIMaf/dSCcn1zIrpScGWAgnhTSbAI0sYR1B4E/+qNO3bx6g2D8n/izFkVqqNNYKnypW3E2OH2POOZpWW/sMycdIEYdMWQAxtpgcVkYGcSMEExMDiiyCl2hXF4+foNmz57jrXt0NkAMcLCk/QDA4zIkxtnKBoUUY1a1UWZhYEB6usGGwsKOwYXgIGj5Nwr1+EL3sCBA9XmkUJePrHWrl1tDx8lGjU9+L8YbDi348aNUc0LFAqLGhsLXEZ6qLKbnpZjtxIe2P/53du2fdsegRj+GIMyCcXSMFK4Lnd4wzFHkXQi9Rs2bZTj0yOut1WsWs3OX76kfdCwoUr1gQ5M+gfGJpOd60G5sPE6jHNYVFkc2FmoWNhwTsP+SvR5KIY4DrT/iu3YQdRHHEgo5BQhhGZXtmIFRZKJxrLoUViRSDhGAKkXAECk45DSwgKKASy5wviNMFeQQynFSGoDz59Fm5ay//r2O9atV2+lzJDDCOMDQxIaphb0SIVjFmTuA8cP4ILfYCfKC+iFwYIRwGeSsohxHRafwMLgGngfLfc4/exLliyyypUrqk4Giz7RMzeGaYXYLra9mBtuTEmOXmUqD5hcYAAN36PnFN/jPf+PiBuMAwp7Ml4sOiD5S5cuV2XnXr3i7MTJ00Lx6UqBlJ25cNE++fwL27Blq0AonFwMEdBtUmK++iq/dewYq2sDQOL+uG72nwIxYFzAxMFgW7xkhZhD3k3HGUSMtzvWAAaMK8Y2n2MUYnzhGPAdzsWz4Tv6P5HoK08CwyZ6Q0bi4+PVFQJWBos0YBhFnyZMmKDniQzG9e9nVWpUtwcYoOiLnFeKbMHEwEBFf/hv+5HzYGy5EaHreeUgTgAxAG6gdVMZnUKKY8dhTMzUsU/fgSo2RjtUWkWT+nH4+DG93rZrpxgwgFnIIPfrG8AMm18H50VGATM8+sdnjB3F1XBcYPfkRt4ihd34XRhAi5attIZNYqxJ89bqGNA2tott3LJT0UJnygDIRG/oJOZ/2EIkxeXQnR1aadNemGKebG4k+fc0N15lyfmoWa+WLVu93KhxxBPOzHHjNBTmA9Dw+eQ6lf/PnA/SF4pa4pxx78gI85O5DVCO/uJz7gPgjigsXSPGjB1v1Goi1W/8+PG2evVqtW8j5YgWkow1141Odf3H0Tf+pu212eBBw61mjbqW+iLTUp6m2pXLN+zE8TMGXZxOLZ99mt927dwXFMlrE9jBNRGl51dYmzjCykhJTVNLVE/l07VHHDjmNmPBOPAaXcv93bx1Q21Wb966pur/yY/vGzvtK2HJEYUEXCAnnHsnxQD9jKwz5sAnABgctb+i61CobxM9/tFGt64D1ldU5yGCAThWrkM5IpfcA8A29XAodEjNF649yEswZPU8SZmJCgJwn2/unJexRwYBa0eNGiUQqmHDhgLNKIjH33lW0bsb1P78/j1HzoXTxG/w26yDzEHmHQ4rOoIIOI4zAD0ADsA4ssh94sTSJQKnF32KoU0B2qtXr6rwK8AAY6EUlbVrxSLj+rj+N6/b3zMOPBueb+mypUSjd8aRBxBgQlLfhmKGOPZhPcvJbV3KbyHn3Nv7778v5hrn5TOuJ3q953OcTv4GOAng0aVrd+k3GB/otmnT59jceYttffwWO0oHuMPHpfcpakqrbNKecCofPkm0xylJovYzb33H3kKeuDffef4vKSYdCQwBYqSlhjpN/A17jXFgDuzYtV1BKRh2AGjoQHRApSqVlUIA25EuaTAHcPaxU1nLYBhiOyCDaBDpp0iU3K/DP+c9NRFOnTohUIC0aAI+BD68rTDnx+4ABIfxgR3DWoKjxWewXHEuS5YoaxMnTJOOIFCFeoGN4Wkl4VmjGcI1vQliMK8BsQFs+/Trq2tgrjlYjfzxHv1PvSBkgK5HrKvIJXLtc8XlKvqI/Lm841RiSwAUAihQ9wc2I4EO5J0d8JWaBIz5+IkTJOPUvuOcFFblvH3799N16Bqi7EnOE71x7mhwAzblt99+qw5QHkRD/1PIFdvzRRp2+0tbuXqZFfu+iAJswSYlkIldAYiSpRR0gAwYaxUqlDNapzK+PHueLXLg6XJ8zms+p50vLOn33nvHBgzoZ9jvGzbFK00GIA4W0Jhxo61UmZJispGSfuHSeaU1wfygJh0pd7SiRkey+3N12eMawnWEdYa5xkYaInXMJk2aYq1atRGIgaww39HjMGAAMb76uqD0KzoWthupPuykLW/Zul2vKTZObSIxj6OAC567b7zk93138MKPxI/4G99zefH/G330v0X/dvTfuX/mMPfPkffYCPgnyNfYsWOV8gaLkXSaI0eOWbFi39u+fQdkzzKHsZmRN7pdAuYx10jJg4VLUIJyBiePn7Czp8/Y9avXVNw4PTXtl8KeP3wQ/y+/c+X640cXTISUBQNlgKDyGuPj20LfWUfacU2Yav0HDFXksnadBqrOj+NSrUZ1K1qsiA0c3E+5vkT9AS8AC2jpSAVpjDl+n991xYdhgWPKtMTAgE596txZdQAgGt9nwEDbd+iwlDuMChZBok4YbuyuZFhcUUZ0LaEXOQXPoM8SQUSB+qICmMK1ABqECEfefXJddGahBzuUTTqVUHGYlk38H9qncj8pzx5Zu3Zt5ODisNPFhdoX0P8fJqdYytM0e/4sy7IyzTZv2mW//c1btmb1hmAYRyqcI4lhIQalTRctN/tlWi7Ywzixo7iJzBHBq1S9sk2aNlUGLdXqZ86dowWR6DfIPQbYmTNnJOQYbjiEbPwORbhCm81sIdwOBmAokAuMI4eBA42ZNnQYMix8GN44oeTAQ18uUaa0lSxbRnR+8vUxfFmIAZlY9IiWNmjQQDIDMktxRqK9p0+fFEIenn0e/Q7Hj+fO9WDMNGjSWLUPtu/eoxaG5OZ27dlLgAQRbCSF7/uij/HNjhz5ZwArsAIwFnLl6w0Ag+tgR+7Zw7MI8k60kb9RzI5in7RfpcI1kUoMICIYoMqkcNCile8zxswZDDdDyb/OVqV2bzfH7wGMcOS7HG/duinFD/BDpI+FEEo7vcZr1apjDRo0suPHT2rho4sDSwdMJVpyFvquqI7uFDOOgDfUbiEN5u2337J+/fro2mBjML8YJ444KRzZYXF88OHHyr0klQJaI229XqRmWVLyU3vyNFVtZfke942Rxe9g2JDKQc0WngvRTBwDGDlcE7+N3HBdHPOcaYlkrtPC59w3MoLhg0HOexwc0ksAMfj/RIwB8WrWrWO0WoWFQRobhhnpTg5iuDHnizEGlxZo9Et2YKFwbdA7YWLgRAAStWnbXnnRsJDYr99I0BHKNwXfmHec8/GzFKV6UCDv6MlgHMOgwNBE1rgfriF65xq4BwAJRp4dGWbnWg4cOijAkEXeQTf/PRwsarA0jWlt3Xr1sd37D6lDEd1Kmrdqa/sPHFEqGL/Dc/XNUyUwZsJY5Mm663p0+5Ytm6xlq2ZKpXK55CiZiYC76Fvyk78vU0JMjJS0ZwHAeJ0txwS9jFOMbk5OfiB9iXwzHxxEc9YcOttf87uMC+sHxjP1JbgP5IdCi+Rv48yTJoY8UCSZIpw4aBjndF+CxYS8/JyRz7gwJsOHj7RPP/3c5s1boH3gwMFGxKhv3/42Y8Ys1SSgwjwAUDD8AqgCsML8A8QAvCDlMSvnteSOwng8e3YMO3RJrj5w5z4yHxgj1iqMdQz07JywB/1MAdTQseF+YpJSlWAHwUxB9mBeABwJPHqdLSaMr3+5a2FEDzH27FwL6270uokE8n3G3+XQ9SRgH3IEmE3BVUAMnkcYv5Brj2yz8fvINu/znJjw3H2tZxxwLqAMU/PmH/7hH+zv//7vtU5QxDeAI/xW3pzRfI0y1HWyP/Ef/i+/hUz4xjqIzmLeQWXGQYU9SKclPmf35wcYjF5j3QNUpGgr7CnaQRPgoEsDspiQkCAnkfvn3l3+wlwL98NnQR8QVKDY7UsrXqKYWoni0CBTyDsABju1eOjSQDAA/cozynX6KNAZiaoDYlCslN8GAGbjvLxnPLl/3vN96g2xtpBySN2e+4kPtd+6TcvLp5aW/lK1ugCw0f2w8tBnYZ6ix7PF4HTwAjliZw4TJEK+XN45av3LdeRz9B45CUBeAEHC/w1dChh71hTGn2AMIA5MIMZFzlukHg1jzHPk6M84PN+wZrvuQu9wHcxDbKft27fKkSWFA+eddRxQCjYEgRrWDuwn0nHffvcdrWEw+6jBNHjoINWt4P917NDVKpT//9l7Ey8tiyzP/z+YM7+Z6T5n+jenu38909VdNT396+6yqrurLEutVa0qS8t931lULAXEDVRURPZNVEABERcQFVDZQfZ9Edn3fSchk0xyzzvnc+P95hP55PO+b0Li1sVzTrwRb+z3xo0bN25s19nIN8bYgf1HXNZjwgpPakpvejWj1pV8WpyCP3JnlHZ70O/oV9AksIMDYGZRAAUWR2sYT1G4MRaIxuJ+gjv9gSMmhG+99Za/qMP4yZFM4EQ5R/koUtiBhB/HtFHm0SeQmTAoeJChuLibSacr6HN3bGg8TZer/4SzU4nLk9nRDK+m/eE5XOgKz4OmUWhwv8rlv/mVK8vwgyfGhvi8hvPYE53t9ttv9TaV/KQxTLtn9R86YOcNiisutV++fKnvIIO/kh/lHis57Lvgfnvl5Y0X1fpLUbnyUbIQB8P9LX4pek4hTflNTYCcthAvYxFq0KAhxrFFxhzmBryAgwKDsQzl9O+uvMp3YMybv9CVFtz1Nn/BIpdFoH+ONhGHHUHQBXgFNozjM3rhiXIZrzDHjp50+mSHIW4S4x+UHIEv0H9k1G7p/839A9wa38AB8izzo+HDhzuNwSO5V4ryli5dbldeeZVNnz7Tx1HmCfQ95BlkRRalmGPce++9tmXLFufXXoe6en+RpKGu3ndhcJQEN2F84Bk+Jzd4+bZ853ditLql0p2v6X8NAnQQDEQKY2ALKU8locTo8FAn6/lSP+v29HN+iy5PlqGl5hZhtMc8z8SRD5iAC2l1MObwrCN5MrhIuBE4kCaCLMwbwv5w8iRrc397vxdh1Ftj/QWAIyXHfYWKgZQBEOFLwhs2/xkkYJRz5s72t8avue4PfrSE83TUadXqZbZj55bGm7Sl1KBTUifgpX48ucc2dpg/CgGYMP4VMLOG8CwraXm14pe//Ll3Qibrkyd/YhMnTrYJ70+0yZOm2gcTJtu770ywJ5/obn/23/7CPv1kujM0JhWB2YXLLnm5AuUIBjf48i2kuaMATKD79Ollt995mw0d/ortPrDH1Tcoe7hMdfHSJdarT29fReBSLC5F5CZpPjEmZ3ra3ohSiSeYrMFXOND6snWTC6x4lxuhlYsOEeIYPBEyGGxZh1z1xWq7+vo/2LU3XeeTuRounMptyWTyxSoHkwq2fPNMHAohLmwElxy7YILDxAmBTsyH9ncm3VDv5+UnfvKxzZgz246XlvlunP6Dh/gZRS6e024L6sPkmHQIANAPRhNmmCWr82xZw8/jtlCJQd2oo5g022Bh1igwmChjUBZxtIUJO/dlQEON/cYVGEGJESsyyC8IsqFf7d2720aNesPpbe7cuY3HKMazjfvhjsYODC715DwlE7nx73/gdylwr8L8xYvs3y78sV+yCA5oI4Qi2ot68NIKR6D69evTeNEn+AFXxGeSoskKE/b/84//5PcPzJo9z0aNHuvm0ykzbeKkKYY9afIUv9CUfj7u/fH21ttjHX5WqtCmIyDi//Nf/sJfMqJ9pJikPGhN7R3TJfSJcIYgjhIDpQVuhG8mCpdeeqmNHDnS0zP4sRPjhltuNvgBSjXujECJwuVgXBhJmQxyYcAPyouYz6SVGCgwMGzpRHiG9vXqDfXGIFCwqweFIcfmUGKgwKD/LVmx3IU/VrKkdAiTlmRCRn28Trkn9oQP2kM4QgGIUI1wjaKIMPIDZi5bROB8qW8/41lE7gjibDs7M+5p287vLqGOCPzsFvCb0E9xvAL+nnzgBH6OgUZoFZS4M2dNtQc7tLO582Y5b4SWRaso56B9+O72ndvsquuutpFvjbIvNq2zvYf22a79u33VauHiBa40/uCjCX4GmZUvLsslH299VnCiF3GY/MCr/ZhfXa3DzoQRupFQz70EXDCMgpUJH3yY1UV4J/TB5OGaa67xsYn/4B0YwbX4XlM73Jz+2GNP2H//7/+vn9vlzDLP4NHfOnbs7Oa//tc/834nzCH8MdlkN8yWHTv9IjjubQKDvFAC7dEPxGeaCpoB3+CAtg48KvekNLsYEOrrKqyyJtyFxH1ITB45bsM9INw1xNEm4Edhl1ZgsBND4yDpHMfRyjjtrAkd4eA9KFCShQDqpbpjwxcw3DXElmYuXKWP0E/hX9iBlkKfBt982LQNynPKVNvjhoZQZv/d3/2d/fmf/7n95V/+pf3whz/0HTWkpf1IL6N2Uxu0xKZO1E0f/5lMYZM/cDJWsluMyRtHEFkZR/Grvg4PZcs/fZBLDul3TPBQrqEIYDGHiRnj2ebNm708ytBH/SkPWzDwH5oIMkatXXnV77yvwIPhNexygy+pDrxIQ/2oA+3JbggM+fGxQ41FFu2cwg+4hTtsfZSNMofVcFLDH9i1J+UJ9ulKFCjwAvPjEz++8CKfQNM3mUAy6WSCJ6UFNOTKC1dAhgmV+Im3OX2dVyQqK6zydHnjrgynwyhtE5rL3c3EBZPcP4JSGRpEeUcdcUtuAg/ACFyhvRMeA44Zu7HhP4yDXNjN8Up2s8JPmZyjvGI1+FUuWB4/znksdMEEnx2t3LHGUZkt2zb7nWrIluyMvOyyK+z3V15jKD7Hjn3Hpk2b4avH0AD8J/D+sPsq0H+QpdkZAB9nt52eAoe/Y2gXKdHACfwPWYqjZyh32R1BnYPMqJZNbNoYnMTKFJSD0CqyGMejX3jhBYeXV1mQ01HKkb8r52bN9PumeJ2MxQjGU+idMYlXv9ixgdxA+RrbRItJLZq7WMjixTX6Xuh/YXcFPA+FBS/djJ/wrl108Y99vgCNoSwgDOO8sfa07Tuw2669/mp/KYuxi74ELYnmJKsxbhGGzbgFr/rss9muRCeu9yHu6avnONlRGzl6hF19zZV+kT7lUl6Qi4Ob+qDwkNKFPChffC2xA+zQJG3BBH7v3v02ePDLPrZwLHju3PnWp29/f8Fvz979zlNREHNkEFrH8MofixW89McLLe3aP+CXKq9ctcYVXBpXsENdgiIilMnCT5UveA0fNtJfGnv3nfft8zXrgxDj/DnwaNouNmo5+em/7MQ/6WfADp55eRC+Do3xOAR39iB3sDuJO6xuuukW++yzeb5jCbqWok50zvFz5gk8bc5ubfo0Oy+0+4KnVTF0EmiPumADsz7Rv/5/k+3zSoxWtw5EiOiVbZg8c0xCdzQQj10LPJ/FtnrOVPKCBe8Z894xBq0i2kWIE8P2QlaSYBR0fpgCDAkmETp92NodCxto6GCaXBKI1rdHr5fs9dGj7LMF823Lju0+aYBkpcBgAJXgho0CA8Ogi2DMTde8VsKukEt/folxcztPRfXq3cPeGzfW1q1f0/jcasBF6JwwQ5jD9OnTfQvm9u3bfbAE7TAvlBjE190VJ04c99dJOnV6xHr3fsm3bHKpTZcuj1u3rt3t6W7Puen6VHe78457bdWKz626knePc4fzUZrUMFmusUpu6/bjJDV2quy4bdu6wZYsnm9j3nzDnni8i/FSBuendx/gzepaO1lxwsoquQAwTAQ458yRDi5o44JItuYzsDLw0PHBPe1RVVvujDkMEDW2eesWP3/3Uq8+9sGHk31LKed0EbAk3MJ8yKG6ocbWrF9t97S729p1aGslp054+UHDHhQJMCdWqJiUc/Z506ZNvu0be9++fT6YUZ94QCZ/lYFAyQSRoytc2ohCg4uWmECyHS3EDFvSaXv+I1whoGNYIYI+mHBxOd7zPZ5rvD+FNswahORP24s5ayLHfwnkh48esrfeHmOdHu1o97W91y6+9Kd+xnLTpg2ejvSeR6MSA0VGna9EsTqlfKAzBqLFixf6wMwgwOQMZswg8MYbo/x5rlWr1viACP2xKsuFX20eaGuDXhlsvQf0sUt/9TP7ZPqnjgNwAfz0EerMIL5kySI30Cl+msR4W+YuY0R4Qnj567/5//zyUAbO666/0Q2vdXTs9Jg9/kQ3t7nwjyfSnu/xgityWLHhOA3CHwojtgf+wz/+H78XBToIVJcI54EOE8Wa2BmTHgYwjm+xE4OVJAYqdjf96le/8ucEEfa4EJKLtlBisBOD3SjjPpjgePnpJRe70EWZ4BEDj8HWx0TMheHG1c+wCwIhma3MTFYQbNnZwSWJ7ELiYjME3rvvvcte6tfLZs6d5Zcrvj3+Hb9gkba48eYb/HlnrU5KwIrpKtBG0xWEGB8cKeIyYW5yV59lkoRyFKUqq4LcmK7LNFEe8jwju0MQhmgXVpgRfoFbAgF4RIBM84JAi+FuHy5pbNvublu9ZpntP7DLPl+70lasXOIrmB9/PMm3zX/86WTfAv/ji39kN9x6vbV/qJ090uVh69DxQb/gj4v+brjpWr/w7/Y7brbHn+hss+dM9x1rXKhcWsYxkSDEYmPop5oYgV/OykoZRztyLwETDHYAYdiyum7dWt+9xOra7Nkz/dgUymQmLcCUCHihr6sNQr8PR3uYhLIjgBvzWbFEgILWUFizevmTn/zE/aAb6Af6hJ5ZSXvz7Xd8Z+CkT6f4/UDsEkPQ51JC+CWGtm5abhhfUGAExVXgW+CAcRIFRnnlSdu0Zb1f8AwvZyzjolgujeVeFmiU4yTwYIyOkqBYpl/DB7GdD+T4EHWgLuAEfhbHYbwU/pmggHfqjs3EurSs3M9r8+oOrzbwH1qCNmXCKvQp3zqN4gzhVWHqA8gSyBCsRsPvoPErr7zSvve979n3v/99f0YZPEOj8SScvqH+of7bEps66sONoQ0RjhctWegXg8O7x77zlsHPwYnwwPEI8VGOUnCJOEdTZ86e4XIN26bZnj9p0iRfuOA+FsY5xjUUbHzAAA4oV/UPfrm7Yuoq7de//qVvdWdY5jjC0WMn/RjJwUPH/MggSgx2CHDxLzueDh0/6AtCHM9EGTFlyhT7q7/6K79wXLCCP5UnvzQOhRtsXWbL6beK8urcEdhaW736c/vRjy70108YMyQDYkNfGqtjOy4HXDPpqNelQ3Tk3DZ275++NV/KPPgBOYV5FryZBRV2YHG5JlmwMwUFDwpaTY7Q0YA7YIbXUb7wDe7Z+cW9GR999IE/E/3uu2+HY5W5o1LQO7IEr2Vgs3iG8qp3317+wh2X5KpPiVfRH1kt5lgOry507tzZ3bwSA4/mQkM+4Rg8MI6BQ+oJr3no4XCvG7tN4QNaUJAbHkM9wAfjHXIxizDch8axD5RXyh849Tl/iv7jDz1y/IkxBN7GggAv+iGfw3MxHO3BoDimLPo+bhRd4Pvd98b708JcCKr+T/nQc5rWKJM6qQ/zX/cV4cZf8hp9Dv6DYgil909+eqGHUSfCiIeb4zfYKJS4/PP998c5PuFl8LQwhiX8Nub/LodFi0aEBSViiM/O6oED+/uRcOSjMD4H+S/QfeDZ4qGxHYcHNxAGGIGTj6fABwwY5JN4FqW4gJqFDhbCWKhFMfX///M/+c4YFFvIHhypZKdM7759XIbifhgueGVXGDQBzPELfxpjxN+5SBVlwgUX/ND+/u+/Z//2rxdan94D/DJaeDVVU9upz8btKD8HIPqRv8YS4R3YwSPHBBk74Y0hf/MjNDyzetttd/hxEr8TJLcwAyzQPDYy7T333OO7K1UXdl244qK+wfkIL5PgJ9xCg+oHVJO+hvk2fOeVGK1qpdApw6Q9W4lBGJ0EZYZsbYVD48ZqJecTGVy0ksvAA/NlKBJhikmFQS/smMCtD2KNiZDtm0ykWN3lIqHZ8+Y2Pj3IaiuCO0I7wgYGBgijk+E/hnKZxOHm1vUZs6b701BcosUtyJM//tBv+j50eJ8LVj4wo7TJCZ2sFtExGQCCRjEIQNSXiSdMA7yQDsGMzoxhRZ0JI9v4EYjRSC5fvtK1ohwFoDPv33/QSo6dsPraBt8qRTmsVlRXMdDxpjpPk532lyyWL1toQ18eYM9172bdn+1qb7w+3FasWObaYy5LrarnVYAgvrK9WPeC0A5sPRw/frzfSaEBnvrDwIOWmR0Y0naHM/qbt2zzFRi2k3KxpzMZXivhHHSubcE1z+Vu3bXF7zwZ9MpAKz1d5iuDhNEubDlkEEZgBIfYDLDUgy8eeMWw8IduKEc2lMJuA+4bGDnmTXtn/DjbtmunD2q0MbREebgxDHTUAX/RwY5d2/1YERc2hUsEw+4H2jAMPOoPiX96IOM/cbFRCjBJPXr8iF9s1rlLJ/v+D/7F7m1zjx8ngXZER+EoSVBgyI0SQ9seGYRpD3ZwjBv3rit6wBPCDoLP+vUb/alLcMPgw/lKhD3OqTJp/mPnh+3fL/qRXXfz9bZm/efN8KIBnpUI3MCgSYz6ioQl8M7q5Hf+/u/8lRnf7THhQ5s46WN/YvXztRtsw8atYbVgzWqfKLPVlO2AHKthgEW5wAoXZ4v/5YLv+y4V8oWOsLXa5ERAbXIrrvoP3ChxEAx5Ux46gT8geHGBI0I7Ah9lvPb6CL9BnDthBr8y1C/5ZDvs5b+5wldVwZOEKeVDOZTJRJA6YaPQQFjjP7hAicHWWXY7cWzr2ee6+eWL3Z9/2h5/8jG77oZr7da7brMOHR/yy4vvvO8u6/zEo4b9y1//wnmNlBjgXLQgQYP/YYCnxETYVd1Q+LFqxVb1o0ePOg8ZNmyY3/fAihr80QXM+rD7hEs1oRkA1LMAACAASURBVOStu7b5JXg/veQiXzVGkTR16lTf+h5v0WxaphRzXCJ8yp8tvOXW6+2zuTNs9pxprux9tMsjxvOOKGhplye7PmG8qnH7PbfZsz2esdfeeNXeef9tGzvuLX9qccKH4wzDRW1Tp33suzp279neyGfhmUFxEVbhcIMv+i+C9eW/ucyPZ7HTCpqhZ192xeW+EskuMXaadez4sD93zGtBTz/d1RW7f/M3f+2TY2gdXpyFe7UB4azOcgb3yit/64od58M+yQ3H7hjnWL0kHoKR9xtWftlJVG/GqzS8UsMxx559+vqzuyhb4LvQnk/KcspSlStb4fCpkGNQ6kiJMWfuTHvuhWds6Ksv++4WzkLf16ad34nhfQnazt2DAffHpKeV5B1oLVGkgBPgYCKmXRjgXm74LvBhowRDic1RKlYGOVbIkR6OISCo6slulD+zZs0JOw8nfGgffjjRtw1v27YjN7YHRSoKLF4tof3hofRp7jS54IILvB24yJgPXIsvqJ/EY4RHOoMfdnNp3OE4Bf0L+uWo6aSPJ7p8IHmCtsCNzIB74+YNNmjIQL90sv/Afo43FBzkRz3h0dyHcdttt/kLIa+99poL4ZpMwrsED1UGHvAfxp1a+/3vf2c9ejxv69ZtsMWLl9qHH33slwlPmTrT5i9Y4rtfON4wecqnxis0H0yeYFNmfuo73Vic6Natm+9i4W4OeCfjbCxPgTfKj+tAPXSsi3oQHxxt2LDJ1qxeZ6UnK/yOmOXLVtt3v/u/vY0CusOLD6SBBmODD4byZDwNF+LW1PpERBMScAYOGKvh5YwJ8F1ojv8sgJ0qP+2r0CjRuVw2yJmBV7sCupY7wnhxixcvuLA6KDGAhfzBAx9jK/LS2LFjbMKE8bZz53bHPeXBWygzhgM/DPepQR9r1q7OyRQslqFo5WnIUj9ex/HP7du3+sSNY8RM4Fjs0ieapU7QC/XkboAXX3zJd5vxEhB8nH7muMspLKiP6gU+4BWEsxuI3RjQA+XR3nzASvumP/BAu1K+6qL4tBZyEjZygBb9aAv4F3fAwH/Z9YXS+PY77vJnnrUzkTxFU3He6ToQh7iMZ/fff7+7qW/AfVDS0N+AkyPfF170E8c3eKFeHKNCZqNe8DN2h6Do4HgIdKi+JNtpM+K5/IfnYXBLTie+eDH3pHB3GC8MHj9+1OMqDJt0MvyPxxX5J3aCAbXJvn0HjB1/3//+D+z553v4EUbkLI7EojRjN85vfvdbn++gAGcBl929yFAs6HJHC7ux2FnN4oTLuPXsoKr0OQjKYeZpqhuwcbwSJfFf/MX/sP/yX/6b/T//+c+sU8fHbNvWXY0KjJi3NumzvlCbrThO4gWcgE/6GDY8HZojDvxPH0rtL75Yb7///dXGE+4oUNTXsaEFaJ75Xrt27VxBqDlDxalyKy875UdJqiurjP8cKYGm+MAxZYkGgenb8p1XYrSqpdQp8yswEDQ0SaeT4G7cfYCQmGP+CHMwHBGiBoT0f/xhmmh4Ycj5JrEwK7bLcYkWK/GsOPG8INu22S4OS8HA4Mgvy4gp09lhzkzsETy43JOJJ+e5y06VNLk8EyYgZYQYHoxJE0ox7dBxAkNkVwp4whwvOdwopIMv7syAqSBESuAhLzqnMw9eQqgJ570oh8uvaqrZilpjtTUVVlHBinmVbVi/xkYMH2pvjx1tX6xdZaUnS5yhIsKeri33V1+CCBtEWQYEmL5gZhLEig2dXR3dO310nCQoMoLGX5O50rLTfi4XBRWaeLUrNjhFeXKyosQWLV9oy1YvdXEapQq4TwTzMIkUwwEPWvVR+xOGvz7oCvrQ4E37cxM/T2EhyLEixd0bCN3ASnlBfEq09pQvuiCMe1Deee9tm/Dh+42DNW2DSQaf0CfkDw3EAyPtqLhMkthhJFxzMdQz3Z/2W6y5NwOGrnxccaFBkPKQwOoTRRjxiM/RGm7bBi/gQzgLK5phWyIrdfynv9GP2P3y6Ywp9ssrfmVdnnrM9h850Lj7BNoHduoMHBhgoiyvH/2blVHfxo4yK+CMlQ5WJzmug0KClQIGW5RSWpVBkEGwoo9jNBDRd2k3/EiHQoGdDNQXuiGeFCZqb/pCPPBAmygNuaTx17/+tdMtOwfoN5yxZDVJeS1cusS4QBj6mD57lnXv8YKv2N90y82+muR1yT01B+1LqPC+kBPCoTXnRz6Qcjt9pQuuf7j2arv51husd9+eNvS1Qfb6yGE27PWh9sao4Tb89VeN3RfvTnjPzUefTLSps6b57gx2em3bsdXzcWEjd/GV6AEbWor7o+ifOtLuKD65oBIFJGdMeeb5ueee850BCK8Bn/VW3QA/rHeFIqu0padP+vG5tu3DzqC77rnT2rdv62eBWYnkqTmUZ2GXWRjsVR+fWFaW2qTJE+y226+3VasX2+Yta23ipPf9Oel33hnr23G5bIsdKZgvNq21vYf2+OrwkROHbdf+nXb8xBE7eHifbw9G2GfiimHHGuMHhrGE3V8Yn4rX83Qg2/hrfaXtXy74Zxs24jVXaEAzrAxyKz4KAnahcMEwt9P37dvbzciRr9sTTzxm3/nO//LnhIEPGo+FzRj/uENfrvVb67s/180FMHg2AhnKetro2PFDDrPX1yeegQfA/6DxYydLbfHyFfZw50ftF5ddbv/wT//sq2X0l0YlRW4nBPnFRvyUfhdMOGap4ySbt26wV14bYvc/2N4n3DwRfcVvfmdj3nrX6d8V+SjQIwVG4Jyi6KDgpcwYdvEAaJNdHstWLPVnVrnoDuU+EyvuIvhs3lzf8j7mrbetd59+fhEkF8vxfHXXbs+4MouJySO8nvHgQ7678NprbvTt9dwV8GjnJ2zq1Oku1IJrF3TrmHSFRRHaB4UCtH3FFVf4zit2DNHX+cQXfKw8i50YGuvIi/5FPkyeUOpRZq8+L9nipYt8BwaygcYQTeZoExQY3Z7p6i8TvDHqdb/sDxki8FXzy6rhS2zd53JZFBkcPWWFnp0alEc9xHsEE7DXVFf6osXPf3aJ/fpXv7BOnR71M/NXXX2d8Zzw9TfcYnfedZ/95JJL/d6ptg/cb/e0u9faP9ze2jxwn+/OgEdwxO6iiy5yOQXeEcNNefhhcAuvlE9/l8xD+4B3lKYvvdTbX8Hat/eQLV603P7xH/+p8b4NjSXYCZUJc8EWvMDuH8NdbZ1vCdcqKryPOtGHGDMYyxgXMBzT4kgjO4948pZnJadNn22bNm+39Ru22KrVX/gzkyuWr/ELd6dOmekvHvA0NDtHGDuAlck7H7SPEpJjoKyyMw46f2As4t6A3PgFnwljGkqUU/ba8Fd9TN+4eZ3zKcZJ+FNtA8rWGpcfOX6H4Yi1ZAVstQFHXvT0KuhfsniFv4Z07z3t/KWVcESo3pUY4gfYUlrgBjfYGlvZjebHNPv0yd3PdtSVGcBMuYyfkq003oWGCP1A9IDcFI5GBCUG8hQtyOIAdzFxfxiTaMpetnylff+CH9qbY8b6f2R+8saoXJWRZVMmr0bBL/RBP8CGTME4jUzBwuXFl/zMJ+7QAHXhRRiOA/MkMIoVXurgvhJei4OO4W8xXeIWfw90Hv7T5oTJVhtRH3ZPoZxnAh0uHg07REWn2IqPHeAOfJU8mxpBGBYnUFyhnLzjjrvswgsv8nuXNm7c7PIUuOW4Gkp5FFPAh9IGxQb+uBnrWSBCicEuHHaE0k5BgVGRe8oa2gyKDB+reMXlyCHfecSddN/97nftP/2n/+w8ZsuWbS6D025qO2CSUe3T/9P+jCOCO5Yt6XfwQ33QPYbjJH/4w7W+E4Mw9TdwAC3wHyUGOzFQzrLTCMXsvj17bdeOnbZz+w7buH6DrVqx0i/7ZOyA1mkL6D20SVNZUnX4ptrnlRitahl1vDAB10Q8tpMBLsThv5QYTNLZ3sUAgIHpQowYBiKYEz4iUIVBqDAs988Nqk7Q0bkmwkTg2H7PQk5xwTlgdmNgNEmN7UQg1OoWtWh63ECTX4RqGYRWBiMYgDomzDEIfGHCoU4itAfmGXCD8Ks8ENjBI/dYkD+4CjtYwHnYsg2TZUCvrKhq3IkRyiW/sBPj9GmUFdzsXWEHD+y28lNBYYLwg3BNe1Q3VLryoLz6lB09ecTdwKsJLG4+BBS09mhJ9fmFSbXlYVWBFbIG0tHGPM+YtCftwX/aOWlHymYCVWMlp4775AlFCu/eS4mBIoVJPgKkVgwom0k4igwJVoTHkzjq4PSRY2ze1ma2ffcuP07E9INL7Wh38sd2pp7bdqj/ogX+0+Y85cZN08QlnQR7tbfs2D+eAGhAJB50ofLJi63IK1Yt98kvAg1x4nyUt9s5JQZuBlTi4SbPkAbowxeE73ARE5dB5Y5B+wAInpm0oMh4f+IEmzVvtj+5KLipl7ujs5soX7igkfLi410oM8LELNgoZRAg6H/UBtqI+7jaB5qgvRQPfxmUHpxxFI/Q+UelFYwMlgym+hiQGAg//fRTf5YNfyYKxIOOCKMu5MtRI+6BgS9wJwWv5bzUu5fxHCD1gteQt4Q68uDzwTtX1wBXmPDRpigxeCli2IhXbNSYEfb5upW2/9BuO1F21PYd3GUHDu9xN5P2Q8cP+xOX5dUV3g4TP51kAwb1dyUGfdDpM7q9G7yLLmIBgsGYjz4Bn2Hr79ChQ/1eEM66c1EWx9pYuSYueXOmV8pLdkWhVESJuHvvDlu8dIG9O26szZg11S/qnDFjmm+pZiJJHYLRUR7aGIGEC/1Kbd78GfZs9ydciVFxusSOHT9oR47u94lA2M2T8Fb1eZQn1IHyEfQxnCHmLiR4oMYVVxL7GWjt/gpxoT/dVM/EkRcbmERIWYASg8vnaFvu2WFlauPG9S7I8nweZ8w5nvCzn11ie/bsyvHtwkoM+DP12rjpC5vz2Qzn0fBu+DX+1DXgJPDzwMOpL5cil7pihZezeGZ17sJF1q37c/aji36auwQxCGU+jqUu1mzkKTn6o49Cd+DAlYoNlX65J2fEUQaxOvlwxz/aRT+9xJ+ZXb5ijfcxKTHYjRErMuBvMuQtehPtUT68jIn7gkXz/Z6ohx7uYA90uN8e6fSwb2HmAkG2NWM6PPSw7wDhKMvTz3T3l2G4K4YdB5jhw1+3ESPesFeGDreBA162/v0G26CBQ23Mm+/46hv8nrID/wzjG3imnaBxjjt2797ddy1C25r80j9k8gnU3mkK/MTjDv2KrfTjxo1zhQnKm2MlvADDpYJhZx14g+YYJ1Z/ziW9T1vHzo8YTytCl/AGwul/GrPgLfAn+BIKkvvuu893ZHDcQ7DEfRtYNAE4XVFqV191pV3zh6usf/+BNnLkaH8BacDAl23wkFf91ZC33n3PFbQoaWd8NtOWfb7M5i+Z532Ap2nZicG9V5JPwBl1CeUkAn6MJh+/XNapcbkHWoc3rFy50pUYd955t5+j5xjsP//z923Pnn2NY0/IJ4wHGhcSiksmQxrfUWCwE0MDA5MSjt1wpIJnFrlrgT6NzdPSXGjI3TdDX3nNX2T4yUWX2mOPd/XnYLkPBnenzo9bu7YP2m233mUozngphFVe7o3iKB4TUfFS6B0jvgfsuthaYxVwILNqLIAeOHpKf0CZCD8LCz21fqkpF6Ijp2GYPAa5MUxqfZemHxENYw13Ipwqq7RlS1dZt67P2QP3P2xvvP6m73BiTIwV/BojUViQGhvc4nbZrPK0Lw5wN8tPf/pTfy1v1KhRxhjBCyDQt8YS6BL615iHGzkw/A/jXeDVofWAGfpnAs1uAF7h4Vgi9zS80KOnXzDLfQzUhcvfUdDE/TOmL9wac3Ejd3Jsj2eIOUrMDmXufVi0eKktXLTElSQ8XcudP//27z/2F2D6DxjkL3P0fKm3X3zJHRIcYeeFKp7bRkkYj2fwl5jX0d6uOI3u48FPyibwQP35OPLcvn17XziRrIE/4fQr9S3hMoQVVmJAf3woMebPX+i0yd0pW7eGnTqMaeByz769fucMvBalheQpdqRz3IRLZNkZyjFd2h1FB+2UKDEqrL6BcZd5VaBF5jLAzrhIP+P1J3ZUUf7RoyyOJkpiYIqNBzI25VEcy187iRPensgVtD04o92Bn4+LPa+++hrjOA1KHWDCoCij3/NsMpfXXn311X5h8oABA3x8GDxwkPXp1dt69njRn1nt9EhHe7RTZ6chKSypEx825X5bvvNKjFa1lAiOjpZtENboDISLSfMff/5LUAoa3eR/GAiSiY9rbXNbtiE1GVUf+tMlTT7w5BQi0kAjrDFBCVumwxTtVFV4di4If2E3RghJBGyYshQWqiv/EUL4L7iBB8FVRoyQwSgMfqpp6PgIL3QWaXTBhRQX5El+QXAPg5wrJWorfGcG7uoaFAm1xtYo7sTwm3YbB1les6jyoyQoMGpqyvx+jHoEf54vrOJirNAmrNixEwNFQjA8sRcEYVY4gdWPlkR3TgTmEjo6ArO3ZW41Xu3CHBulBReMRbJH48QRJutCXEMVUDQ+m8uExo+2NLASH7aGO94bGlyoigXKBKPgFOYTfBg0pOTCi+GVnRiwJQR1zn9r3ZK8fSKfU2IwYcSorQnDjZ/cCvN4RXZiUDrGBb7cRISBEgNdoAQIqzNBCAAnXqdaLqYsTQZUIVZ2pMSA1iTQqiwxZDCCMKr5PThiQoBNVsB0oryk0TCB5Cljn7jkJjII3Qw2cRka7GkjXgmCBjBMOkO71bpiC/oR3oCNvOhvsTJLIMXCLG4mbxhWpBUHpYbcnocaPTegCm5ogD6GNp/L80JfS7YmejhPL1dA+2FXFkoM3OzU0mqG6gAeY9pTOaIFtVuglXDMqvRUiSsytu/a7BctVtdRd+4rKLWqWl4kqjIUhxzfwogmudySy9/AE/lCZ9AK7Sx6En+hHhKSJPAhgOLPcRoEPQyKC17gQAAFL8R1OnMFZrU/XR3zAV6B4q6bvQd2urKFybcMkxXaOtQl8LPgDnwL3rR7zxabPWeK7dy1yZWoCEbwLegGwQiaFB9FkQnPgfNIoYJyhZvfEZCdxricMreTTzYKhCBAh8k7bpSq2EwsR7wx3HeUQH8Ydj2xOsikhxUq6Ii6oMCg/hzf4hjfiy++4DY4p77QvfCf4D1M7KmLJiGlZTzVl0xKwAMXK3Nxc01tWO3iOW3iIDyGuoeXgbjUk5dJuNRz9Ni3XSiDNkV/lK86iAaw1Rfor9ALkyQMfZLVXu1MYRxjl0THTo/aE092Ne5KYEyFL6bvw6AXiK4b7RSfE24IZ0ciuxHYgcFdD9wTgeDM6zhsKcfwigUXy7EiyoXCrJCzSsrqJYbb53lB6fixUjtyuMQOHyrxF7l4sla8C3i9PXJboMEvxy0RVFFgcPEg9K1+QJ+lb8jQJ9Rvw0jRsl/1e/UbJj7scmLSAk3p6CW40M466G/ajKmuuECJwROMHHFiN5/4IXHpBwjMyCzkz4dQPWvWLJ9UsqtE8ACH99scz4MuOVJ48sRR6/JoJxs8aIAfM2XbdcnxMjt86LjfMbZv/2E7wfbpnJL2eFmJlVWX+aIB/BQeySsvKDIoT/XQpItys/FWn7s4HL4anpkPtBlWTIcMGWp339XGfviDH9mFP77Y25jJCHmRN7CI52OHETBMttMtw/ZvDATPtvDpU6fZk08+6S+WcfafyRuTM158eviRTq64YLdP+/sf9Pswbr7lDldavNCjl/XpO9Cf/EaZgcKsd6/+9mKP3tb92R72wgsv+mWbXKKoL7RPGLPhF5gg9wUluF8UmpM3URgwLjHOcY/aM9272kMPP2Dbd27J9ffcOFkdXqSrqi616poyq6lFSQvv4DheeJUMXOqpVRQYC+YvsZd69rOOjzxhb40Z732E/g+f0HgqpTv+8oOHgFvxCuIjH3EZJztwuPj6xhtv9B0E7FzkDiXuCpIiA9rEiP7AB23ouPBdyiwIhN2Y8PTAM8Izr6yKc7Epdyz9+48uNPC/Z+9B30hKfaTEIL80jcX/KZs6XXbZZb5LiWex/XWUNu2sTdsH/Clz7tp66I+d7Lrrb7YLfvDvxiuH7EK66+42dvc9bf3lw67duttzz/e0q/9wvb+YR/+TQkJ8HrzD3wItB/mN/5J/vN81cLFvUObQX6gfR4C4eJT7pnQcQn1H8MkWbWXxdPUh4qi/0+WhSS5l58gYC3jQBgor2pKLU1FQoDhmbGPeQ99mcs+dgCjuMSjxuRMFJRPtVFdfYXUNtB8XoKIQYVzieEmlj1ncOwU9ouznyfTLL7/cUHjBq5EjgS8LRsGXhre5f8AvbYBSUOMtOIXO+MgDOuF7773xdsklP7OePXu5QqdNu7be77kknfthuP+DF6LYlffAAw84T4NW+vXp62Zg/wGGGTJosL0x4nVf6EHhpHLckRs3KPfb8J1XYrS6lZKJfGDszZUZ6dUoxQuTXwRfDV/BZpAXAxbjxdbEWH6cs4O4ReACxYk+2tWh+HQJJgQVNeEIAeVK+JMiI568qV4+Wc3VUfEIg2HTwbX7AkWETHrCwSCQaLDDNrpQ3zDBJR/wQnqt7kkhcqocIRu8BkUJNs+nup+A46b3yqrwDCca/zoEi5CGXRh1tbmBtyEMlDBKymICzeSBSQM7IIJgHSZPgp8BmU/CnPAMTIQpDYodGKpPQNGw5ybKajtVNRlQQ3ujtPAV/WilgrKhAw2KKhObclUXDYIxDcBUGcwpjwFc5XJ8hHwZ0hEyg4tdPWFi7WG5ezBw0+4BvkAnqgthje6UcK+BLz3Z0QCocA2c5AXeKAt4ZRrDNXEVELGdO07ibZmbaOEOA3DTVQzwJkUPvJmVHT4myUwcgYfdMNSHOgh+9QfyZYCJB3cfzKHZRoUTfVkmHKmI86Hv8D/4hTsK6OeiB+iG/2mhC3+tLmnFSfyBttanATXrvwQy4shNPMqmVuTLPTmgFwEAOiaMsvHjo//qaxxgc/A00oPTDflAM2FCGbbb1vhFi0wsMXXGixlBUQc90g7wJdJBD+THduR8SgyvudOGBvmw0kP91DeAEyFIK7kIVk3xFdqqMvfaE0pM+ADPc4KVU6eDEgE/+JP4UZi4S6gTLwvCCLyecPjTiZNHrOI0OxVq/DJOV35ER+OoKzQB/6E8bJQQ8KSAs6CUAI/ijeKT/Pf6wAujYyTUVUpBdk2xu4nJInilL3M8idUp2hc6A49SJGMjmLNtXCtEEqokbKb7NfUoO8WqFPUJ/F+TEQRB+Qelj3hvshuReqDAgFeyI4PVSS61ZjJE/TBOg/n4TI6G1U+BE1zGfZKjj4GXVvlZcLZ1swUeQ/4oMQjXqyTiiyEv8kt2/oAvDPgAN9ApvIt2xIZ2oVsp/5kwIUxTDtve6bf0ZS0uwMsRWMWPoAmapbqq3k0DipbqcPln6HscS2THYtidyHZw7hDgEkQm4+SnvqnJhfhCPoE65Jv/V/lpYkJMjlfiT/8EP8CuIyLggoscueiTSwZ5kYLxRnRIXHBEOj71V9yUwUfdUe4QJmGavozRB/+t9+3YtTZ1yie2ccM6522k4W4HPngXd4x5O/tYSG+qbTw+SjvwcY8IO0D4wCEfeFPZ7pELSyYY1J8LG5GBkB3CnQH0ISaHXETI62q/+c3v/KgQT0TqGKjyg7YxUFk8tClc8LJIw65TOgq7MrZt2eoXuI56c7RfksyxRY4w8TIGOzIWL1nmyso5n83zZ325fwUF2s5dXCB/yO9jwUZ5xg6RvXsO+p1RuI8cOeYrv2GiGHZ7guv0GO6TWLhbascpcNCHUFjxnGrHzn/0S8HBvBT8KPvpp4FXsNAD/sIimGRH+HcwNca9MK++MsI6d3rC3h8/0UqOnzKeu0QGFt7oVxoXtQtDchDjm3OGnDzEEWuOW48dO9Z36E2cONGPlfDELv2Jchk3aGvcWZ/TR26809gO3PBZ+Bpl0veZRF9z7fX2gx/+m7+U4cdvanNP3UZHSWJai/sq/QyaRGnIE6t33HGH9erFJLab9es/0O/XGf3mWzZp8ic2Zep0f1KUJ8wxS5Yu910a0ANuP06yaYt1eewJ35kBbGpXjQPeerljDkFhFXge4fA92p04oZ00/plxCSa7FXg5T3SLHY+54DGGTeMK+TU1CcapI2IO5uRJLtlGoRTuMKHt6cPsQODSTo6TgHP8aXvamR0xHJ/8w7XX2A//7V/9AlBoAd7dqMSoT+/EQIlx2ncSbt6y3l8Hu/baP/juBpRJfMhDad4aw5aGNYEoxkGAm7FE8IMT4U+0B8yYvn37269/fbmNHj3GBg0a5IqZ4a8P86OL3FfI8UV2Bs6ZM8fWrl3jdy5t27bFj5Fs27rZtm/dZth7du22E8dLXGEsuoPO5JYd1/mb6j6vxGh1y6Q735n+b3UFCmagToXtA2Vku1901ledSIIqnSntF4cRrsFNzCgdrvT5bMXPZ5OvC+tpO3d5qJhIUzus2qXr1LQMNN9BiA/CFNiJ2y6gNcZfljvEUrqCTZE3EIbLJzvgKvg1hSsIz46Txu2dxKN82apLc1vwyU7S5ZJ/DVZz+IJmW/5fdpUoBwEktlU2dvGvOZ5jvGbRTOxXLP/icfOVH/yb0nyyLV7+Ae6Acxemo5XblsGfBYHwluzAEZ/IsplA4o8d0zZuxY/7csBvU/jkl8AVeADp03kqDraXkdtBxsTX40Z28fTpiU4ywUUAlBJA+ag9hbVQfq6uTocJ7yIsrmsht9e78eheWDVFEUj5hQyCSyGjSTFxoIem9RftaZxobnudUdKghEjbfo9N2JVEOUxAEN5io/KwW/rFeAIHTESY2DIpweDGTwJ2UJLAFVtWRlKnQD8+PomGcop8FFZuuLchd38AkwApikQX4LS5CQI77Aewk/K06yi5kwchFyN41F7KM07bUvxlxVM+5Ct6oSxw7YsB7EjLwc4OyhLudDm0119h4/gsflrsaMSX03eyDVt1lq1yPMOUOAAAIABJREFU9D+uQ6hH6Nvkyy5OytExBNG++kVjP8sdN6Kvh/4edqyJNgJMwnNQdGfhI/GjD6AMDTTu5eQm/OTFDjB2yHAJKi8N8Ike4FmCKZ9NfGAlLww0G9Mzu1u4PBUFEjtiUBQFJdrpnCItPDnKpBrDxM77me5hyuXLqrLKiG31e7UBdlxXhePHhx3aJky8uUB61qwZfskgcItPY4snxm0U3EmfAF7ahokjl3muWLHKL3RHwYJR+fnq55WKJs6qG+mAk11F7Pzh6AyKJ8oCv4Qpb8GmvJrbCU7S+ZOWuvPayuDBg/0uKtLrjg/Cxa9i3MgNPnATh7uYVq3igvul/qIUu7C48wBlH3cbAAMTa/iB+J14HcpBhXFZ5eLFi/2oaRbemsNX2CfA0OB1eO+99/wVQnY08SkM+2w+2qCQIU+OHq9Zs8p3Sjz6aKfGnYXwWGiOHYbr139hzz/f3a666kobNuxV5xNOg7kdjvAk78O5hVL+Q58obN5++y2/O6pnzx6Oe3YIE0a9WgtfMZzQPtAiHztLX3nlFb/jjHvNOGrHZaqHj+y3khJeYeI51fJwf9bpcueHyCC6owo+CT4abZcPAp3HtH62bVUMli8r/LwSo9WYlSB3tnarK1Awg7iTZblhkmkmqv9ioGKi8scOg032JEPx4vRiymlbcfPZKie/nQx4MUOWOwvm2K8g8lJMOE4nd7H0rQ1XOYnddCKaxueZ/29tDVuXPoErEWZjv9blXjx1XFaWu3gOhWNk5Rn7FU7dEiGgMN/J16/kr36Szy5Wv2Lh+fKVfxAGghIjS6iN/VTnmMbz+eXnFwm/I22hePnCVGZIHwTYGA/AhuCBAB4LYPir7RU/Xxnyj8sq5iaN8FlIcRGHxfUr5s6qf9wWWe5idU6XCd5iI3xht/SL05A/+TExiSf8+BEmOlSalpShuIKtcVKeO+6jyTxK 理学院
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香港教育大学专家莅临理学院畅谈师范教育发展

                               香港教育大学专家莅临理学院畅谈师范教育发展

2024年9月26日,香港教育大学人类与发展学院客座副教授、博士生导师高裕安博士与博士后研究员王烨博士来访理学院,与理学院教师开展了一场富有成效的学术交流。会议由理学院院长李小武教授主持,学院班子成员、各专业教师代表及部分学生参与交流。双方围绕中国香港与内地师范教育体系、人才培养模式以及中小学教学效能评估等议题展开深入探讨,现场气氛热烈,互动频繁。

会上,高裕安副教授系统介绍了香港教育大学办学特色,注重理论与实践相融合,强调跨学科素养与教育创新相结合为香港基础教育输送了大批高素质教师。高教授还分享了其研究团队近年来关于香港、广州、深圳三地中小学教学效能的评估成果。通过详实的数据与案例分析,研究团队比较了三地在课堂教学、教师专业发展等方面的异同与特色,为跨区域教育比较提供了新视角。

王烨博士则分享了香港教育大学在本科及研究生阶段的师范人才培养模式,并详细介绍了一项由香港研究资助局(RGC)资助、香港教育大学主导的“双维成长”研究培训项目。该项目以“反思性教学”与“领导力培养”为核心,通过系统化课程、课堂观察工具及课例研究等方式,助力师范生在实习期间实现专业能力与综合素养的双重提升。也希望我校师范生通过学习通线上课程参加培训学习合格后颁发培训证书

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疫情防控期间在线教学质量监控情况

 

疫情防控期间在线教学质量监控情况

12,2020518-22

在新冠肺炎疫情防控期间学校围绕教学体系不松教学标准不降教学质量不软的目标针对线上教学的特点统筹规划科学安排精心组织实施了一系列线上教学质量保障工作及时了解线上教学基本情况收集和掌握师生意见与建议进一步监控反馈和改进线上教学质量对线上课程进行针对性的指导监督和评价保障线上教学平稳高质量运行现将第12(2020518-22线上教学质量监控情况通报如下

1.继续组织集中线上教学督查

 518-22教学质量监控处组织教学督导团分组听课评课17人次从督查听课情况来看线上教学质量总体情况较好大部分教师课前准备充分直播授课充满教学激情声音洪亮对线上教学课堂有较强掌控能力师生有一定互动

我们在上周督查中发现的问题QQ群号码课堂链接不正确、PPT制作较粗糙普通话不标准师生互动少等依然存在希望各二级学院切实加强线上教学监控与管理指导督促任课教师努力做好做优线上教学确保线上教学高质量运行

2.二级学院自查情况

根据关于做好疫情防控期间本科教学质量监控工作的通知》(邵院质控2020〕1的要求各二级学院于518日填报了第11周疫情防控期间本科教学二级学院自查周报表报告了第11周各学院的在线教学情况各二级学院学生到课率均超过了90%,全校平均达到97.46%,详见表1。

表1  疫情防控期间线上教学学生到课率统计表

序号

单位名称

到课率%

备注

1

经济与管理学院

98.28

 

2

政法学院

98.95

 

3

体育学院

96.53

 

4

文学院

96.54

 

5

外国语学院

98.14

 

6

音乐舞蹈学院

95.59

 

7

艺术设计学院

98.47

 

8

理学院

93.72

 

9

食品与化学工程学院

98.25

 

10

城乡建设学院

98.67

 

11

机械与能源工程学院

94.92

 

12

信息工程学院

96.85

 

13

电气工程学院

96.07

 

14

会计学院

97.51

 

15

国际学院

98.44

 

16

医学院

98.64

 

17

护理学院

100.00

 

18

药学院

96.79

 

19

医学检验学院

99.48

 

全校平均

97.46

 

备注按学生所在学院统计

3.线上教学形式

任课教师在线授课的方式呈现多元化状态直播教学录播教学线上讨论和使用校内外慕课等教学方式同时并存根据对93名任课教师的在线调研本周采用直播教学的教师64占比68.82%,比上周占比下降6.18个百分点采用校内自建慕课的教师7占比下降4.97个百分点采用引入校外的慕课授课的教师35占比与上周差别不大自己专门为线上教学录制的授课视频的教师23占比上升4.94个百分点讲稿教案课件答疑的教师33占比上升3.19个百分点详见表2。

表2  线上教学形式

线上教学形式

教师数

百分比(%)

本周

上周

本周

上周

直播

64

72

68.82

75.00

录播(校园已建慕课资源)

7

12

7.53

12.50

录播(引入校外的慕课资源)

35

34

37.63

35.42

录播(翻转课堂资源)

3

2

3.23

2.08

录播(自己专门为线上教学录制的授课视频或音频)

23

19

24.73

19.79

讲稿、教案课件答疑

33

31

35.48

32.29

其他(自填)

3

0

3.23

0

4.学生满意度

利用麦可思公司教学质量监控平台对本周线上教学课程开展满意度测评全周共有15968人次学生参与了满意度测评测评结果详见附件从测评结果来看,94.34%的学生对线上教学总体比较满意如对在线课程的内容量97.23%的学生表示满意在教学进度方面13.95%的学生反映完全能跟上教学进度83.64%的学生反映基本上能跟上,2.41%的学生反映跟不上教学进度值得注意的是12.45%的学生只是课后偶尔巩固复习教学内容18.91%的学生偶尔回答问题或者主动向教师提问12.71%的学生偶尔参与课堂测试小组讨论等教学活动学生学习的主动性还有待进一步培养

 

附件在线教学学生满意度调查结果

 

 

 

 

 

 

 

                                  邵阳学院教学质量监控处

                                      2020523

 

 

 

 

 

 

 

 

 

 

 

 

 

 

附件

在线教学学生满意度调查结果

*1.您对本次在线课程的视频设计是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

9260

57.99%

满意

6030

37.76%

一般

594

3.72%

不满意

50

0.31%

非常不满意

35

0.22%


*2.您对本次在线课程的内容量是否满意(样本数=15968) (单选题4)

选项

小计

百分比

满意

15526

97.23%

不满意内容较多

385

2.41%

不满意内容较少

57

0.36%


*3.本次在线课程的案例作业或测试对您掌握课程内容是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

9344

58.52%

有所帮助

6331

39.65%

帮助较小

252

1.58%

没有帮助

38

0.24%


*4.本次在线课程选用的媒体形式如图表视频图片等对您掌握课程内容是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

9402

58.88%

有所帮助

6256

39.18%

帮助较小

263

1.65%

没有帮助

46

0.29%


*5.您认为本节在线课程的课下学习任务量如何(样本数=15968) (单选题4)

选项

小计

百分比

任务较多

2647

16.58%

任务量适中

13193

82.62%

任务较少

128

0.80%


*6.您对本次在线课程的互动讨论时长是否满意(样本数=15968) (单选题4)

选项

小计

百分比

满意

15403

96.46%

不满意时间较长

487

3.05%

不满意时间较短

78

0.49%


*7.您认为本次在线课程的互动讨论是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

8992

56.31%

有所帮助

6651

41.65%

帮助较小

276

1.73%

没有帮助

50

0.31%


*8.您认为本次在线课程教师答疑反馈是否及时(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8857

55.47%

满意

6432

40.28%

一般

592

3.71%

不满意

56

0.35%

非常不满意

30

0.19%


*9.您认为本次在线课程教师答疑反馈是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

9287

58.16%

有所帮助

6402

40.09%

帮助较小

238

1.49%

没有帮助

42

0.26%


*10.您是否可以跟上本节在线课程的教学进度和节奏(样本数=15968) (单选题4)

选项

小计

百分比

跟得上进度过慢

2228

13.95%

基本跟得上进度合适

13356

83.64%

跟不上进度过快

385

2.41%


*11.您对本节在线课程的教师镜头表现是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8065

50.51%

满意

6956

43.56%

一般

830

5.20%

不满意

80

0.50%

非常不满意

37

0.23%


*12.您本节在线课程的实施情况是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8299

51.97%

满意

6766

42.37%

一般

803

5.03%

不满意

65

0.41%

非常不满意

35

0.22%


*13.您对本次在线课程教师的语速是否满意(样本数=15968) (单选题4)

选项

小计

百分比

满意

15561

97.45%

不满意语速过快

319

2.00%

不满意语速过慢

88

0.55%


*14.您对本次在线课程选用的视频质量是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8417

52.71%

满意

6713

42.04%

一般

743

4.65%

不满意

62

0.39%

非常不满意

35

0.22%


*15.您对本次在线课程PPT的字体字号是否满意(样本数=15968) (单选题5)

选项

小计

百分比

满意

15479

96.94%

不满意字号太小

342

2.14%

不满意字号太大

81

0.51%

不满意字形不清晰

67

0.42%


*16.您是否在开课前预习课程熟悉教师提供的课堂资料(样本数=15968) (单选题5)

选项

小计

百分比

总是

6271

39.27%

经常

7553

47.30%

偶尔

2046

12.81%

从不

97

0.61%


*17.您是否课后巩固所学将所学内化成自己的知识体系(样本数=15968) (单选题5)

选项

小计

百分比

总是

6247

39.12%

经常

7663

47.99%

偶尔

1988

12.45%

从不

70

0.44%


*18.您是否主动回答教师问题或主动向教师提问(样本数=15968) (单选题5)

选项

小计

百分比

总是

5891

36.89%

经常

6921

43.34%

偶尔

3020

18.91%

从不

136

0.85%


*19.您是否积极参与课堂测试小组讨论等教学活动(样本数=15968) (单选题5)

选项

小计

百分比

总是

6772

42.41%

经常

7085

44.37%

偶尔

2030

12.71%

从不

81

0.51%


*20.您是否认真完成课上课下作业(样本数=15968) (单选题5)

选项

小计

百分比

总是

8209

51.41%

经常

6746

42.25%

偶尔

976

6.11%

从不

37

0.23%


*21.您是否掌握了本次在线课程的内容(样本数=15968) (单选题5)

选项

小计

百分比

全部掌握

3154

19.75%

                         邵阳市四中实习见面会仪式


2024年10月9号上午,21级数学与应用数学专业20名实习生进入大祥区一中。在大祥区一中的实习见面会上,毛力强书记重点介绍了大祥第一中学的办学规模,师资力量,并回首三十载教坛耕生涯,向实习生揭示教育的真谛,希望其珍惜此次实习机会,为教育事业贡献一份力量。随后,21级数学与应用数学实习生代表李佳同学发言,并表示会珍惜机会,向“师父”学习传道受业解惑,争做新时代教师。

                

大部分掌握

11724

73.42%

掌握较少

1027

6.43%

没有掌握

64

0.40%

12,2020518-22

在新冠肺炎疫情防控期间学校围绕教学体系不松教学标准不降教学质量不软的目标针对线上教学的特点统筹规划科学安排精心组织实施了一系列线上教学质量保障工作及时了解线上教学基本情况收集和掌握师生意见与建议进一步监控反馈和改进线上教学质量对线上课程进行针对性的指导监督和评价保障线上教学平稳高质量运行现将第12(2020518-22线上教学质量监控情况通报如下

1.继续组织集中线上教学督查

 518-22教学质量监控处组织教学督导团分组听课评课17人次从督查听课情况来看线上教学质量总体情况较好大部分教师课前准备充分直播授课充满教学激情声音洪亮对线上教学课堂有较强掌控能力师生有一定互动

我们在上周督查中发现的问题QQ群号码课堂链接不正确、PPT制作较粗糙普通话不标准师生互动少等依然存在希望各二级学院切实加强线上教学监控与管理指导督促任课教师努力做好做优线上教学确保线上教学高质量运行

2.二级学院自查情况

根据关于做好疫情防控期间本科教学质量监控工作的通知》(邵院质控2020〕1的要求各二级学院于518日填报了第11周疫情防控期间本科教学二级学院自查周报表报告了第11周各学院的在线教学情况各二级学院学生到课率均超过了90%,全校平均达到97.46%,详见表1。

1  疫情防控期间线上教学学生到课率统计表

序号

单位名称

到课率%

备注

1

经济与管理学院

98.28

 

2

政法学院

98.95

 

3

体育学院

96.53

 

4

文学院

96.54

 

5

外国语学院

98.14

 

6

音乐舞蹈学院

95.59

 

7

艺术设计学院

98.47

 

8

理学院

93.72

 

9

食品与化学工程学院

98.25

 

10

城乡建设学院

98.67

 

11

机械与能源工程学院

94.92

 

12

信息工程学院

96.85

 

13

电气工程学院

96.07

 

14

会计学院

97.51

 

15

国际学院

98.44

 

16

医学院

98.64

 

17

护理学院

100.00

 

18

药学院

96.79

 

19

医学检验学院

99.48

 

全校平均

97.46

 

备注按学生所在学院统计

3.线上教学形式

任课教师在线授课的方式呈现多元化状态直播教学录播教学线上讨论和使用校内外慕课等教学方式同时并存根据对93名任课教师的在线调研本周采用直播教学的教师64占比68.82%,比上周占比下降6.18个百分点采用校内自建慕课的教师7占比下降4.97个百分点采用引入校外的慕课授课的教师35占比与上周差别不大自己专门为线上教学录制的授课视频的教师23占比上升4.94个百分点讲稿教案课件答疑的教师33占比上升3.19个百分点详见表2。

2  线上教学形式

线上教学形式

教师数

百分比(%)

本周

上周

本周

上周

直播

64

72

68.82

75.00

录播校园已建慕课资源

7

12

7.53

12.50

录播引入校外的慕课资源

35

34

37.63

35.42

录播翻转课堂资源

3

2

3.23

2.08

录播自己专门为线上教学录制的授课视频或音频

23

19

24.73

19.79

讲稿教案课件答疑

33

31

35.48

32.29

其他自填

3

0

3.23

0

4.学生满意度

利用麦可思公司教学质量监控平台对本周线上教学课程开展满意度测评全周共有15968人次学生参与了满意度测评测评结果详见附件从测评结果来看,94.34%的学生对线上教学总体比较满意如对在线课程的内容量97.23%的学生表示满意在教学进度方面13.95%的学生反映完全能跟上教学进度83.64%的学生反映基本上能跟上,2.41%的学生反映跟不上教学进度值得注意的是12.45%的学生只是课后偶尔巩固复习教学内容18.91%的学生偶尔回答问题或者主动向教师提问12.71%的学生偶尔参与课堂测试小组讨论等教学活动学生学习的主动性还有待进一步培养

 

附件在线教学学生满意度调查结果

 

 

 

 

 

 

 

                                  邵阳学院教学质量监控处

                                      2020523

 

 

 

 

 

 

 

 

 

 

 

 

 

 

附件

在线教学学生满意度调查结果

*1.您对本次在线课程的视频设计是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

9260

57.99%

满意

6030

37.76%

一般

594

3.72%

不满意

50

0.31%

非常不满意

35

0.22%


*2.您对本次在线课程的内容量是否满意(样本数=15968) (单选题4)

选项

小计

百分比

满意

15526

97.23%

不满意内容较多

385

2.41%

不满意内容较少

57

0.36%


*3.本次在线课程的案例作业或测试对您掌握课程内容是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

9344

58.52%

有所帮助

6331

39.65%

帮助较小

252

1.58%

没有帮助

38

0.24%


*4.本次在线课程选用的媒体形式如图表视频图片等对您掌握课程内容是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

9402

58.88%

有所帮助

6256

39.18%

帮助较小

263

1.65%

没有帮助

46

0.29%


*5.您认为本节在线课程的课下学习任务量如何(样本数=15968) (单选题4)

选项

小计

百分比

任务较多

2647

16.58%

任务量适中

13193

82.62%

任务较少

128

0.80%


*6.您对本次在线课程的互动讨论时长是否满意(样本数=15968) (单选题4)

选项

小计

百分比

满意

15403

96.46%

不满意时间较长

487

3.05%

不满意时间较短

78

0.49%


*7.您认为本次在线课程的互动讨论是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

8992

56.31%

有所帮助

6651

41.65%

帮助较小

276

1.73%

没有帮助

50

0.31%


*8.您认为本次在线课程教师答疑反馈是否及时(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8857

55.47%

满意

6432

40.28%

一般

592

3.71%

不满意

56

0.35%

非常不满意

30

0.19%


*9.您认为本次在线课程教师答疑反馈是否有帮助(样本数=15968) (单选题5)

选项

小计

百分比

帮助较大

9287

58.16%

有所帮助

6402

40.09%

帮助较小

238

1.49%

没有帮助

42

0.26%


*10.您是否可以跟上本节在线课程的教学进度和节奏(样本数=15968) (单选题4)

选项

小计

百分比

跟得上进度过慢

2228

13.95%

基本跟得上进度合适

13356

83.64%

跟不上进度过快

385

2.41%


*11.您对本节在线课程的教师镜头表现是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8065

50.51%

满意

6956

43.56%

一般

830

5.20%

不满意

80

0.50%

非常不满意

37

0.23%


*12.您本节在线课程的实施情况是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8299

51.97%

满意

6766

42.37%

一般

803

5.03%

不满意

65

0.41%

非常不满意

35

0.22%


*13.您对本次在线课程教师的语速是否满意(样本数=15968) (单选题4)

选项

小计

百分比

满意

15561

97.45%

不满意语速过快

319

2.00%

不满意语速过慢

88

0.55%


*14.您对本次在线课程选用的视频质量是否满意(样本数=15968) (单选题5)

选项

小计

百分比

非常满意

8417

52.71%

满意

6713

42.04%

一般

743

4.65%

不满意

62

0.39%

非常不满意

35

0.22%


*15.您对本次在线课程PPT的字体字号是否满意(样本数=15968) (单选题5)

选项

小计

百分比

满意

15479

96.94%

不满意字号太小

342

2.14%

不满意字号太大

81

0.51%

不满意字形不清晰

67

0.42%


*16.您是否在开课前预习课程熟悉教师提供的课堂资料(样本数=15968) (单选题5)

选项

小计

百分比

总是

6271

39.27%

经常

7553

47.30%

偶尔

2046

12.81%

从不

97

0.61%


*17.您是否课后巩固所学将所学内化成自己的知识体系(样本数=15968) (单选题5)

选项

小计

百分比

总是

6247

39.12%

经常

7663

47.99%

偶尔

1988

12.45%

从不

70

0.44%


*18.您是否主动回答教师问题或主动向教师提问(样本数=15968) (单选题5)

选项

小计

百分比

总是

5891

36.89%

经常

6921

43.34%

偶尔

3020

18.91%

从不

136

0.85%


*19.您是否积极参与课堂测试小组讨论等教学活动(样本数=15968) (单选题5)

选项

小计

百分比

总是

6772

42.41%

经常

7085

44.37%

偶尔

2030

12.71%

从不

81

0.51%


*20.您是否认真完成课上课下作业(样本数=15968) (单选题5)

选项

小计

百分比

总是

8209

51.41%

经常

6746

42.25%

偶尔

976

6.11%

从不

37

0.23%


*21.您是否掌握了本次在线课程的内容(样本数=15968) (单选题5)

选项

小计

百分比

全部掌握

3154

19.75%

大部分掌握

11724

73.42%

掌握较少

1027

6.43%

没有掌握

64

0.40%


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