{
 "cells": [
  {
   "attachments": {
    "quick_start_part2_cover.png": {
     "image/png": 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jsXhuXXhSLVRPqNK3j9c68ZdVi2nx5J3y1bbwpZ7KrTzKVriW+/SBxoCbwfVnaDXq/rqsgQk2ggo4qiM7qh/pYZlMKBa76PIYPL20OlxsfRzK9AOZr8NutoauS8+RnvALi+8y5ZEfmLVRNVe/1sk8yGJewmDZE2rxqtb7iTJMbqxDPCYfbwjSGgWQzwsJi6dHFlMf0j0+XuvsGsht0mtItlbW/AKqyawTuFOfT/lNzbnnVLABj8Vz69Lor99LfeJCRLcTNbJfPCFHYnRVfPUs/YSEmDRjQk7uGevaBI4sT6nJX7j11XatTkXo6cSvDU+t5ala08el8a9dQ0ZPQEj38QDR/6up3p0xqKO3jKkTRkNnRDHZHtPHgtzKMw+Dl5mHofH4O8NDY4YEvTz4lMFkTNDLI+5hSNCBj2Lz6yAUXga9epRZgEUtYqAzas3dxs0xRhQPA8mdAHTtAnA8NmZI0PkhTmawGY1T5dcrj/JAR/R6ZjWMMT3Ro6szoseZdWXiwc/gzLDKewAAEABJREFUMpDRXn7PAkwV7SHEkKAnM2iGCKPB0IDB1cHWZe1CrUtO0X3Mgmx2OAQZY4wJOmEIMvXgKHWe/xnCIV0ys5mFmFkMCTp4Rg55dMngVTwMmhFke6J10HqqB0thRI8zowwJuochzkBiX5zBy5Cqg1bEdcnrj6OjrTdhMJiFGFEfiQaMCTph00MyC89CzGxmIRYeHMXVGzM4DH6u86L5RxIKMKT7GdKZ+pDO7zZlbQnrAWZRZpQxQU9l4hnRmdbBZaYYCVOPXRk0Q5zBZWyg09MFxLNURg/riMZPUY0O/P6QMrMYE/R6RltnRIlz2IMej6uYeRkSdI+HZK7aEMUg2PYQYvDqYOjg1bsztZBeVTGs1TGkJ3DTT2FQR2+ZNJ0wGjojCovq0rPO3MrH+3nquK0Hct8LcT3AMBoGpYC6Em29qg3ibllwSA8ytGbh3a2YoEsva3VMx6CuD0YSs67cvC9LeiA6RPUEX9VSxTGdge6PomWovpoMmkHraOig7/khoiOpQP0y2jrYisgU+K61YtGoaJ25egL78ghI0CMeE3TeI5HKYOYdrZh6oYNXB0Pvm3kdBvXD4jq4OoiDQnOTkD46TsuPgHip2FtDuvA6v+Yc1tOyHuigN2ZIZnCZ+qa68Aj1eltm9Towjz6JMzhVfHCYR75k5veCAV1eK65O7mjlBtVTQJgfx7ieyrJhlhzSSaUmXt0fgGcr1SeHqYX0OqN1I6THOb2kZNX7o5lviesNWXwT1elJlWW4rdYpp1Z3Crufql6Z3/cEWVzQUZ1coCHdvuuiOjgXrp9R3VOG9SQ2DgSjd+FKoSVD10ekpk12DWxo46mwq3CU6ak29UB1oJcBLRO/hBqy+EmuTnxIty6PkO6WCW1twPQQC123CWYZ+yyH9DSeqOuTWs/XYWnjuRZD3PlIByoEz+fdMlRPZrln0QvLo7hbzVCgA0Vcty6OkO7wSKpj/1V2smqgzFnsmlaRUEgZqjdg3U8a1tVd6GSdLtdW9wQ2ZfuEW5cr9b5Lmn+RT+fPDpuzrFExXdYQ+VxHPyWtzKg5ji44pCdxfc3J1rs1v7BoX01IT+3bkZdCTJcXAdE9fTshvdpS3xcUYn4h+nV6CxjSbW7WR8RiqaZHp21L6C53gpmaq6eXNK15DR9xKHD0iKc/0dFp/1JTPYnpXof0Xo9E5AhFj8SqML2KbR2I+fSUQ5VSkiPJGkJ6DyyaQCdDSUzxGW8noyk+KWPoI2N6YkeQ15hVwa+7fXerxYlXYqu2Ko1p1kO3Vt/VF9PfFtLbHJcefv8ImFpI14ZW29VEHw0P6nbY/4vM0YWoPdXR1iPj+KjCgsyaMYvpLKjT8XoAwXF5kKCnMpjj8oK6ZrB1AP+YOwAg7NPBKuPTOUOCbjA6jKB9SPd5dHVm65zFiDMAqwzV5ag0RxEMIV1l6ZohQW/IzNXB1quzCbK2GGWoThgFQ4JODrRgFjtVdaeQBXXRYFhlTJ2z+COaQ3o9szgzr46Grn6WoZOa5owgM3TCEGOWoCcx/waQvVE+hZZknk+BuFElDCFd39IqDulxhqCOYitnBHM0Fi2T4MFSmEcXf1vUCrOMqUNQVzVK+ZBOPAjGiG4yBnXmLVOdZW8ZEY/cMizCkKAblxwLXIqM1euqXgV0dMqgsxWdkq7uY3B1ZuugdQC3jNTBU8bWdTPJanThAXSgDuk2Q0RHT5nqxDhl0NLBo3s8OEyvJ1tHTxlbjzPGdNRbGblfdXU5utNQpM68ZYAxfxnWhiHEjLKrGFuB6kB0zcAZbN28BCFwaboMjRmhXjcaR78ObpmIZyEd/WXUcxddBr06GLrNOq4ZOqM6iX1UZ369AbMEXd1hijojdPDrql7V6ODq5MCz+tMVOIEQ180mJMyYoMs2JKyjp4zUmVFGRBaylXjmYQjqrCWzBF3FNTlKWDJwHeSTJJ8OcT2JwcugaiNzPDgsah8QHby6a351ZJbWM+MqqD2vXaRMUKceDIXV6rE+nJCewDV9OFpnru7p2wnpDJL6gtr0EUGkLyjELEEnDJYOHt28HQzr/TAk6ILRrwM6ZRC0p2Wo7lHiuvQsQXcYgzp4y7i67CUAqwxXpGeOYurg3Sp05pZJ1pMYEvQktvu4tA61unGC47pbIfph9OrM0NHQwdLR0sl9vofjWx2WWQNEdJOhjc7cMrYP6VZOYejgL2PoHsYE3e15s3UI9OBBP8x/ktbBozOlg6WDR++BwaPzHCGuuzmLqQN48h1Lr2EW2Mr6ZEjQCaNQ4rqZDQEtQ3WgOnp1cfgJh/QkhgTdX1kgUHFsHcFfudBl8DNG9LW3Bif/CT5GlYfIq4d7lZMrpt7RVYZmlfTpvNlmzGTZAFMdVEuEkMZj8dziumtN9dUwWjdCOv3RrtLc0xpFD4anpvF/yVbP/su0zChPeZxX29JPYYhbnWB1t1TLbTy90BN0bgbTs0X06AFqdSByDQxYesUcw3HnlnKUqTU7yo1/sEwaAHyXASkzDu9cWuIQONG2Ru/hULarOWO4DtN/7oTZRF2LvR1p3kcQ0A1elQuO7zJl6kN6pwPT95XYn01WDZR5kH1AKzLK6P5Tg6kP6SOr9xNl6Sc2xGNqcuhFHtLrGgWQzwsrhTzvITo4eTEtU+NpjaqvgdxkHmTbpNecbFFrfgGl9+2EuHGfT1kqrc+HXlkhvUnqyAvGdbcdaKp39tz6avSb6pNh/YaIMXtuDU8U7bNqdyRwPEFxvEco4ciNtCq7h7+nqkkzi5Devqkbsed7W9Or5pzYkN7bCR9lRejtxK/VK5Qqrnn06pMhfdKPi/v7V7sl6s9SKnJIlwfCmMFpjPUbGWOQMYWZ4rqxgYzoJrOYzpi/pE8H79g95tEhPM4uwIaH3hgMBkMHotsMmpHo6NeB6ImMFqOXIZVZvc4zajQUZutNmGmWHoxMXmdKVAewRqjJmiPHmnVhsBmSGWzGoJ7oRWOQyCxB9zH/Ebb36+gyS2bWgoHqxAN6dXBGh/GSrk48c5hFdGjK0IZBM0QYDYYeGFwGdBkbMEvQq8gCjHBAxzaMmgHrdc7g0dM8i+lAmZdkjOj6AtDjDf16jBM9ehgsXdQQYysk6LJeWT6k255/JSPNoV9nYg4KYUjQPQxxBhkNiY6WDuIANGGwGWKMNmMjZkCCBGHmsPiVSHS09eaMfjY9JOhAvRgn59cNZiGdeqCXCOvO4DD49Tovmn8kOlIdahkS9BpO9fJZi8UsQWdI4mBUZ9iNmW+stIhNqozR128x8Uh0hBYMmoHoAA5DOqOHIcpATmOA0cOsXrdCO1rMEnRZb9sx6kgHGNOZ400d9NhcJJmsoQNRwClT4yFBVzGuqjlSB6KAKgNESWLwMvTL4NcTTcamigH9ekPu8g0YZOzCTDHWsPQsoqdx4z4fSNDVParyIR0iuu0hroNmgPZ6ZwbFoLaqSyukI2XooNezR3G5iZdXAWGWoMeZjYrr+6zA0sGjg+1ZSIeQjhazWh1WlUEzQK2OYOlIdCQVKKz3wUz2PCjdVTizZBaNR73u5gi0DGvAiT61tw1COthlIEFPYnB1x6O4oeRK38xiOoD6YcAIUx3Ej4/nKavFZr4DYOc7YGy1vUdnER1pGWBePZoBEYZRMCTonCFB15Wiq0fozqy9DkxcZZMyg1PFB4dR5QydGFHlGzIr4wfBw7yQ6ilIYH5827NuZRBkQ57Ojuc2aUwtpLe1cP2JcVpJ1ctTz/wTvbL4C5Qn75Q3sXanqjPz+5vGLC70Om54EXNryKjuKROZpzseTq/7wfq2lmtgQxtPJR3hUaYnP6S7FcTD7S6hhix+qstpXvzIKHe4CMMcbAf87D3Afdccc9fGwSO28VyLIe58jQYqBM/zG7Lcs/QLK355yR8qKjXrwPw3B3jVqmY/VXb1a53MayzmJUbCuv/U4Ek9RXEb/wnswh4fv3RtXTwjbMyydqUxqjFYUeY7KnOZ7jz62pIt2ZpX8D77duQlQrLymr6dplx9U7O+oNQ+orRbRpOb9RGxQApKL6GQvgY5pHSz5jV8xKHA57k15NH1XzX9lT0eiV6P0Kpwl8MTLTmeVD7Iomm0OTXFZ7z9bJZ3jJpHXCn6vYJGzYme/si+rlChVDRqHsdxGT/3Y5NRGWvW4DR3GP2M4nwTxmYcG8fH+mFmMwszOGPx6hg6MljMGjFvaME3ts5mqGFIZggxhhhsHaGdR5eZn8VINF7fXI5vFaz7dOoZ+mfmss+DqJOJjIIhypDKTTwLsrhXCDDaDI2YtWPmZbQZPKzrmMPQhllThhBrD7UMpHyUAeIMyRxuXDDIYHEHDxazIMva0oVRcKIHwZjMshZxDukmg59ZC4Yoey45FuI0DxDh6goVnirG1pYMnFkiQ4QhmaMe5AEAcjAsPc6xaxK9DDp+pXpIZrkXPsZkxpiOMWaUwx6CzPzM2jA0ZeEhyKBLQjKDh2OXIEBvjBBjZE6j6edmnoUYIwwGYzO2PfMzjI6Zn0HdVRqMyaxqoDjAQW5zohwP5KS5DKmMUcZExiijYo9nHoagzloya8RMx7gYA2foi8HLMQ8hBpvFf10GL6+i1fXMcE8VZ2s6hz1rzKwfpn04QJh5GNozS2NI0G2GFsyaMVjMazsCYRqwYfQMLmMzBpcRiHeVbp61YQwyJLLsPXAZPDoQPZnZqBn6YnHKO7CncoyPMZkrp+/hG3BCybqsAZIZ2jDzc6KHEEOcsTNjhKE/Bg/zn2ozrC6Dh2W/XD1XlY5kN1SH1iyUsWRG0IwRmJk9efSKQTMkMUYYmnI/vnHFAdlMGAzNGC1eT2tw8quHe5WHeznZiwzNYN4kp7BsYvlupfCqem4pvNYsVGeo0oevqXX8XymcT61toVPociuv7pZquU8faAy4pfD4DlCugQGbqOPOrZ+j7DaUNT9SJhOKxW65vIqeHrLQBTamCjshV+Y6uQ5Lm6hrsbdr1L2wQjzSC47vWgqP68BMoK1+DUTZJ+hl2R8KaTzaur6WLP3EhnhMPt4QmI0CyOeFCSyeHlnc0vtrHT9aJq/9mpOtsv4ulHiWTZn6kD6CPp8Q95gienhVPbcuTG1tXuoTFwpGcwJb/eI1dCTGU8XHaz2dqNXpJRt1/lKZJ38RG9bkCZfW8ASvjSuUW0inW10eyfGakGORzmvP2rZgAySd5UiOgKF3Zv7NvYwfZERnji49i3KyZx6GZIbG4+wMDwl6GkOEdd4LRAdDB3MMXeWlrhmwXgc+ii2ko6eMrDNuGUhlphkZLUMU1p11xq5yJKqX/1K1C6K64bExg82QzGAzBvVEj/JAd2JWw/xHEM8cRXl0dUb0OLOuTDwQPTo6LDhqTHuWzKIJsBRXNxgSdIdBMxAdwGQ0dCB6HYOrQ0hHrcsyaOvo6nXMDIaIro8Lkh7koO4w1uuQxNSDo0jPYjp4mNnMQswSOdFjAwblhQIug8UY120PCTrfBZsZZUjQPZw3k8MAABAASURBVAwJOuieZaauPa2D+KFNGGwdXF1dPUIhZdDV0dZ9DIbOiG4w2jojepixmU49oF+vdiSRha8bba2ZGQyahYcuDKlMPQO/rloPooiwgFDL0J2pD+n8blPWHM4hXTBLZkYZE/REVuPk1F0oePr61TMqiOm8RrVnfnULHRwd0hk9Olg6WrpqSDyKbkNqdMk60gGYjAk6iguSMibo9ex4lsz6aWUKMy+39OBlUAyKgeigdNtDiMGrA9F7YPDr1PxqZTI2xfQuPTNNP4VBxgQ9yExxah9OyLNkZgm647v3+YS4jQdyPwxRHUbH4NHB0EExuIwJenUjU6c3Y0Di6dYmXtb2mC6YJTPrythBt/qsQN7zax2iOvG8hktuqof7rKJ9WSNhqNfLky3v7SGiY1CH0TCgrRtKtQukZDsWjU0q+/II6KBXrXe9HmMIMdg6EL0tUw80vxgv8zoM6oeFdeHR0oHqq8ZmfgSGrj0QLxXm3Rr0TF01nMN6YgaUoHdiaMrVngDRQetQo0sPfh3BXwZ7YFbP4NNXcwanrK2ujipnoGVMPYERSR9fQJfMN6j8yqvzJpypVoC3yDHdZlAti6vryqvL2DqKPQLS+IBqrGr18TO1kN7WzLrRhsNbVS9PREfZApZbemXxF6hOT6osw221TnkTC1/qXU9hlPn9TVAXF64u00C3LtCQDs6FG9UdRtmLHdEN5mmNR6cHiNG7cwhfGXF9TdXAhjbiitn+KKcyrQgh3WS7ggh2L4MRsPiprp7mxY9MvrQSLrxaRhKo6SGmus0A+mCH9DTGd8h1WNrEXotpRzpQUXg+35DlnsV0g+mF5VHkD7UvKVPnu+y5CJJ1emBC+sirZlNd2+rUQJmz2DWtIqGQMlTvgXU/KbnbNPfG1kfHzYwe2pDi6uNn+4RH9Pila+vieaFVxtR9LGtUTJc1RD0H8uua+U4YNcrRmzCtITQP0ta+5mRraOEKntKHE9J76tuhGXRdn0+5paUuLpVx9wWF9AhzM1qY5D6lyWdqrl7XKKzdEGEdjOQTSPuXQnonpnsd0vs+EqzPIzRSplexrQMxn55yqJytNb1ho2bRNDoZitV7xhJS/FASz3hb2j25t5mewBHkL+Ypb6ZPZpsU0kd7JdJsiG6t/kZTpr8hSU/8/ZPZQlEL6drQaqOa6OPlQd0PQcLEI1plguP7qAdDYUGdecrYegIze+yeR5cM/rF7hm4yJOg2Q0RnnjK2XgUHd5xdSBfBpIYhQecMIR39ZarzapZBaOfRZeZnMeKM16u4zsApyVln42FdMvTPzNUBLb0646YOHp0wCgaik0MsOKR3OoUsqIuGRLMx4oyWEX+8CbO4zuwyUR2JTmqdOVJM1zSUdUwyJOgOswTdYAjpYJUxFZNBKDFdtxURHawyPh2chsPUEfyNCwpFMyboAQ+WwohusqwVcm/8epxRMIvoxINgdBiDOvOWMXWTwa8zaM7gMMR1Bv5LMdEDEAUsHR32KM1ZjlpVOri6zRDRIZk9HkAH5JCeyhDR0WHqwVGCHhJ0APs6Y9Y1h54ytu4GAEdHvTWoo/BQq9vM/DpjLRgSdIMZZVfhEV9sBaID1Q2ml1fgEnR1cMuAJywQxpAOdhl0dd1oUt9U156FGCMMhk7GIDssY5ylM4+uYpPQCUO/zEwGkDUnrCexqoHVAfLrNlPPIO10QVRxmw1aRtQKX9Ni6rKtCOvoKSN1ZpTBmM7IVqbuM0M685YxdR+zBF3FLzka2K9rBs4Q05sweHVel9wyVLc9r4G0jNC0LhiAMP3XyA2DOnrLiPpGyngUoiP5VKSvJqSzILMOegKn9O2A24cDCX07TXUVQ8fbF0R0YP4yYDGv1QiuDjW3lX0xuDraOmegOmeM62CXqVFMzxL0ZBZXVlRXbayjg9aZq1Mvy0CC7jBL0DsxJOhg93H5dRBKWJcMXt2oOgh+Hfx6Z0avzgzdzBcgotdzYKvMDiCisxpdNir1usPMr1MPzK9buUNIB4+OdhmPHmfZNxLTOzLf9XqdMxi6ZhgPA3N1tHTw6Cq/AKjRqwoY0KPMAltbZUDQVGfeMujZ6tVB60DLAIIvYxKHv0bHiG4wJOj+SpGsg79CIThlwNZVk6F18Os2T+4anPwn+HRUOYa8SrinuoqpjOTqXt3xKnMzrxmgOuq8Tulm88zPjV83mfqQ3tlza6e7FtInyWj9cQ9JSE/ztEaFdFJzavTeT/Z6ObXhJqCXU4tmyPbqnjuqgJ7q6YVu3vMBeMpQ3T0Q6v5yJAco18CAtauYE3WUu/4wwTJpsH8w1d3LgJQZh3cuOXFonGhLddf6qLATcmWuk+uwtHbXYkiflGuUXkAhvcGF1faC47sW13s7AGu1ak5WDZR5kGbdTyoPHGeqEx5VvXdtsk6ja2uiadEXdlzXl6t4LhjUNYunRBZTH9I93l/r+NFya6DUJ7uGZItafxdQg4x7tH0+ps6ZhsaQ7ksduRC/X40z9RPcd9QlGEx2E9BfDV8Fzy3lBNJfJnvwa3/xGjoSvR6hVanKbkXsqWoamYirJzZ1I/Z8r1LyFE+vmnNiQ/pEnfC0ExzSE0782r4SG5wSXAstV9PfH9cny7pX5BAjTBnPBeXIykTef/jgQvV8dHZ65tS5zVYZ8Sc87NxTxjnqxT4gzM6IfUj5VL9+DPug754DbO2DbM15mVROvMMWY1gcLvZhsdqHmZnpU+dOtOKcj3Wm7bL8cSbzvCXM5T4sLRc8W+7D5mh5X5beB+8/wvcBy+ti0+bUzKob88Oq+IDch5npmXfxfXDKNOZkz2vFgcOHFpb5cZh+19yJkZrTjlHWXh8Lv//woaJOlvVhWtRJc2fDNa0/lvtQ1QexD+Nol6w2anFZ1kmzjQq2LdUF3xeXdbJso5aB18mijQLP7Se/gtqwp2+Xm8HFdbHA68NGfm3yJkfWnD4ZPB2MFZfXxQrfh2lxLoKxMsCda6bYB/TUh9YxqCkX+3B8pYgXYh+atzAtmSpvVvtQ8JzcB/dTHXy8jVLt5NsLch9O0eeClBHNXlNOCeYiGh44UuzDYrkPG2dPKa4Lf8RM4/KbDeY3njbT+FLpbx45VF6bZX2YPXXTCU3jVPxWQ7E4vwEu9uH4Mj8X5T7oMg1rWhevrs1iH06ZO4H18J204ifVzGofivoAch8afNb5i7VeNI4Wy/YBquviBG+ZtpzatvBzUbVR1XHoHqd8HL+rrO6jyvuHObkP2OzZUpP+/QAfOCL3YaOsk83uVHuIrdU++Ouk71ZCc3xrSs1RIfzNI28fX17k9UHmWbqMrDkp3D6KHZDtZH/tQ/M2amz7EL46Dhz17UOgvLj/65vfPPq2jFnVfVS3HiVxrhtysQ/Hl6rYPVPVSbNMyjc0vv+MtA/FuZhNbh9GVCdn5D6MqE6u6j6A716a8oHqHgbkPtSWb8Q+77mt5G111R/Fj0NvWX8yQ9VW83Mxc8rs5rqwr+9Gqt/r05vfDx8o24dF2UZ1u6/2c3/tZI93EY5e7sOSvC7mGt/b98Jvyn2YLdvJE/rJIxrG7jfltVnuQ3VttvueACfd57vXZqt7+y4MZb4p9qHRteleoe2Zt9VyH07o5TsthoS2ekHWh97bag/7bn/LvHtpqeyX43VyNDlOnIvjsCj3oTwXTfIjuwVr26YVbVSxD1UfqW6jdJvWlZMynSJeLIo2quoL6i978jC9Kuk+HHl7scqzEq7NmrypNb8p92GmeJ4l9qHB96i8bMPnPvc5dRNctpVN+K2jhzksr6ycVHRAmGVYkJnLGGQUJQMs9oGJfQiWF7UtiXWLAOjlIQ6B1OByH5Dvw/Lm2Tmlk/zBwxDh6k6RMmiFMGh+64jch+VyH1QuXZVJZejGZB9WTpT7IBK+njz/yggX+8C52odN8fK131Y53kKRfluTweGDR46guC6W+T7oMklc3T+F2efFXit+q9wH5PuwudwHT5nm3OxUVdcm34eVsk4mnsJ+GMg+lLa0UtVJLvPbVMqYeFsbYCDtvsMHj4o6yfcBzfIOizuk7gyE3zqq6+TmmU38XgdRHgKQdz+oDh8zrxKvB1Kynt86xs8FW6muC28ZVsPi362Z70OhrAxX+D7I2ASUcZRc7AOSfdDHlDF9ZGXc9DNrwujh8jhU9zfL/DigOgRMXx79MQ6HwEQrByLewZvlPpRctQ+bIrdRHg+BSw4SmChiH2Q7mfAN4DK/L/Qxb5YQdDvj0d86+jbnpeK6mJnzlBEBFlkCk/KQzsU+cOb7UFseIux4SOM3q3ayOhdLZRult7MUhj74TRGzGN+HutavGfP2uZarNqqqD8u8nfSWhxSu7hzMik8Vk0GXLK6LtzkvLfN7WpU/6DK0fIDBZfAx+PhNeV9d7sPMJqgrX8NgcJ3nH67uH5DXh+K6kPUBSc2pWLbQwHQNacDMZsO/dewIvwOs7idPQL2Vf0tnFrGJZ0x+PihiFlsaLqu4ieJHj4SFERb3D0V+IfdBbI14jCqaU0O43IcyZp04t8kqwxowMxht5hETVLNLmMfu8jgsL4nYDaSMyaLdaMxV6xrmt2TcXOI5Do9BqHqX/Cy+H5owBLmKWXIfypgldP4NFoM4MD3zm3IfqvvqOV1ijFbsAwe+DzBiQ3JRKn5L5jgq5yVlRPs2Kpb9NuU+VKzrpLqjVn079axrewvm9aHah6V4XxB06guKcRG7OS8tL1V9Qb7ywBmaMngYXK7uaXkbxe9p7TJM1ZCqHe6ZeZ3kOU7V/2DkejWe+UOEoafywaM83yzqw8pJYh9Yu+9EP9uef47yQXFfXcask0R/lFUGe2BmHi0S8Mp7mKNHOPN7GLDKN2P0Mla9soL1zZy4QqG6t9d9YjPBPjEYJb+p+8SqfBPI1aSZBfRapgeeKCbra7M8F+LeHkSbMw4uc95jpH3Q+UXj1L8L6377Zd4nlvRZaMJQx9Y+yPsrUH9YM/TB4g8b/JbKefk++MoEmFS4Nqy/52B5D8P3Yam6h2lyEEHdD3iVVD4or80lnevxMtCUfR5cBoeL46DaqPKelpQBGTLFHndn5tcPHtPP1DbX5FlmfhTSm7Pah5Xllc1OnpXOnjU4McjoYfmN8lJCtdXDYc+CXJP/VH9d7kOkfDTvsrnILQGGhUc/s+qPqZEC5V8fqPwTqB5hiDDzsuMBaLYs9mFAzwtLYIgyNONB1ZKKfZBtPbTz6DLzs+jL4/WNDar7lYGjO2woEGJG2ikPg5erexQ5giNQJsgszqK2GAw2l399IGuIaiH1KQkxxLiJF3VsoGuU1NFmCHHT+wkPV39d1Bape5h5GVOZ1yUk9QqNOibHW4Dqgw4z64uBst/7t1ZHZsg9+pg3c6J2SU7LUgb15cMNDQqlnmOeDXRVBaYqHWVmMAQZk9nqHOA1nGnd8iAYkxmDzAI8kLVFeVGGNeUiMhZfxeOjl1no8hsMyM9mDTwAUcDSMcqyF0kqg6o+DBzMgsa2AAAQAElEQVTdz+AyizBEdNA8qPSBo6sfl+wB0gK7y/yKHljXHnoZPNzSA2WzFQKSgYjrCQPXIiZzNGBU55rXSWPMB3o8NGXZy5/ARRuFwK/QQBlIYUbZVUhbJNoTUbLiAd8HcVq07rsE0xka8aBqZwZKRxIuXPY0oJqbeaZ5UB2CgaPznmgmqs6wjI/IoyTnoeLyzMny1XUUZNkfZ3lWxixRkmkd+mUW52ofRCsBoi51YlUbxYE3GLxcNVXGSUg+jaSB8TDEGA3mzeUAEsK8wUh4KCNjlVZWNYfwkI8HUp9yeUA8k7XIx6wls3qu4qa8i1AxLsbAGfriso3irYSOX7J+NmRQzE09P7PYY6KpglEbBlk1l6B6xABEfROeKgZjM4701ZBaapZho2Xah1PGLJVPEV0y1DPrxiD3gcl42rz/hzJrxrx1Yvy+euDodmCGEfKgupUc+MtUsbI8hWV4lDwkzG++RK12GOOsFH5HPTD1Os/aMIZ13lJZZcSVSLiut8plnwcvi/vqUBnWF0OEGfG15dHWy54H5Bmln0GU9FUXHqT57aw46CnVaDQs9wGVbveJlf9BojfjupLVVTnQh0To7RhasLjvkv3VVE/xAO0YXa72QTwGCZUhTHpL+mOyDzLzZZKRMHgY+uJwjhNjfmWZjMlcVQrCOscx9QRmdsYELbOhqm+QMUuHpuz3aDN4Wfbbi5MvdeDJJcJQJZoGI6qTA9CFQdwnmCc85FmCbjNvDuIMIpQ2z7Moex5wsiAzi2c3TvNvmZ2aFmeCMbXVw209Brl8+yXfh5mpjTqbAnTY76u5mGB5RrI4l8Hhch+G1T5s2Cjv8qmHZG7pi//MTG9U+6ArrNfb9QCiDB4O+JmN5T4UBct9gIRro8azZBYeeZ0s94FNF+eC6BaLtoYqLb2nJ6jYh6LJKfdhaiNoHV1u6Vk9z1T7AOU+TImDJcqAjjEe7tOX9aG6pmbUPlSe2Qya0WB1h9GATT9b7oOok6EyjNx1mcxcRj/HfFUfZJ0M9jUzcu/oMPh14jHOM1OyPmyYInq9Bx+jzC6GPMeoPN8qTqHNVX2Ymhb1odoHpZsc8yyZQ352qqyToj5oHaJse1TMPIxeJr6ok/yOmddJbxnpWS2DjnQeDnleJwuu4oWvDPqZn+qh7o8oWV0MKA4Eqk+5rHzVVpc9ubODje7WLp4ZDJrLE6uyi1KZmyr3gVX7YGx1ua3HIPOmrtwH5HGz2geuIynT0oOHIcCzU7yNKvZh2rzqWDK39CB5dmqGtxszG6apblx/LHBdkuBRw1E/t3GmbKOK+lC11UpnjT0ks+3n+P1DcV/N2weSFYve2xA39hDich/K66KsD0w25+oigy4eUrlso4ZVfSjqpNB5kxfi/n1ZJ6t9mB1Mu1uZzUhZ351C1aHLR0mq/jiszqkqCUE/V14X5f3kLL+ndcqgn8Fl9HO9n5vi97QibopaB55eV0hm4iGFZcyCsn1ofjIhysKjp2mhYX524wzPs2bLfWCkPGePR35zNKzOt2RGyrgc93PVPpQxa8N0wpOPsAeGDmMaF/uA1Ujfqj6QrYaHZIbqhsLmuK/aB34/udHeCk0ZFHND8LNlog+kDF7TMGJjAa5iltgH2VNWlanChuyHgQCzZhzwc9MzvF6V++Arg8ksPTblYh94/ZR9QdjGp/X5hPuCZvjca3FfLe5+az10ZlB9QUV/VLUP5f0D1S3u04PNVZ9YeW3Oqv4ouwwYXG1lhKHqt0VENXCoSjuBl0nxc6IvqGyr0z/V1sv+aHJgeFvN27RqHxg5bEwdALtXKp3TvNwHVibgRG/HxGMyF231DO9/kPuAEU9GhmkPso8LVMk6BpNnp+W9/dRGoTfwkMwxX/VXV9fm1EZGdJe7+vBzNb0P5f2D0kExuowhBi/XetJnPp3+qRQPQWYWz/B94PmmzC/Up3zM/AwJesDPbJzR+yB1IGXiLD124WofqmuzvI8iB67Wg4dZMlM/u1HkOGXsdraaHqKcshXQx7LfvnqWJPU+PavnMnZX+zA9JfsGdRmeIiD4ufynTC8QpfdUljo/My3yrOmpNnlWgq+Ot5dR7wMPjWW8UAdCl2GJzBaXFvn9JYgzIZlnPg1ZnA+PTrIjUsbUzWyK1emt/LDqzezr20bqeWPchHmMies2y+BQw4jIaljHubAu64ZXB9lrL/ZcMtW7MsnVwaekcOiziZ7W6pCexvzwxfWujMYtjF+vPK0VIb07o6y9Pp36kG7VrpA+Op7stoXfDcT1NC5PED+4Thmqg7yC2jDo/lypcyM6qJ5cYBbzGhLXm7GsSzXMr9aATmtLU73vGlgeVV/EDNafVkx9SJdXeo2ewqGt1If0BE/bn5CewKJ5i+oeTgnmHSKpvEus1cVVL/ssQNZYHUeAlEmPRya7txFeFue0KdN6EtLb15NR+1AcbFUbG3CiFw0fc9ooqndm6kO6HV9Cun3Gm8csesfo6qAika/8xN6Fhrl7PPXVMan7biX8uq9kfS2i4TmkWxmNqBtVzx2i21ZAQK9n7Cc2rRFPa3VIT2BxL+jESqp3Z2oh3eotCekiUib0tKRzaCu9hwzp4b6anvpweu3bWQeeNzRxfbxsZ/Q+3ZOth/R+ufof1T03gEQRJb13I+TeNaTz3+7Tx820rQvpJqfcLYT0jncRps5PhlWGv7GgYy7QVx6hdacC8X2O66Nj6olO745cZXKY+siVCMErVF99IX38TL3QwW7DPfpIONp35zmsdX1xIX10HM+P6lu2Rm1a87ZL6zbTbKWpPlaublFlFbAzrDrdqMlxfYScmJeJhmZpeQlWyYy7eYN5/U5m3uIHdOTk0Y37db6B6zza1TGIjLoJy+oQ002mnrc4lblbqT45TC2k1xmtGyG9HcdroCwjmG+J6w1ZxqSYbh3W8Z9yanWncHSnqhWLW9AQ09vakB5herGGdHAuXD+LO6GonsTGgeBtvV9Hp0bRkpGa1qYGMv6iw+Ty/TciAVvdCtvzUaZMT35IN5heBqCbnZpLqCGjvvMwdXoJBXTr8gjpKdz4U/QQC51f1+4hts9ySE/jMV2fq34dljY512JIjx7pQIXgt9lxPZnlnsV0g+kF5/Hyh9KAENOtiyOkOzyS6th/lZ2gGqgyFLemVSQUUobqDZiO7AnpKhzEr4fuTK19C+OextGfQBIxuzQ59KKl3pfD8y/y6eJ5eWOWNSqmyxri6W9yao7oXyvNqEUhPYnra0623g0bt4y0ryak99C3w6QuLwKie/p2Qnq1pZ++IFunt4Ah3WaaOob0CHML6rRtCd3lTjBTI7qqJ/7ydY1F8xreJ3tCgaNHPP2Jjk77l5rqSUz3OqS7XIWAdkcicoSiR2Ki2K5wPr1LZXK20uwgpPfAogl0MpHEFJ/xdjKa4pMySXpnNtuZ3vMasyr49XBv3rg58Ups1VY14eqTht49GyJMf1tIb3Ncevv9nXnAdPtPjZbxG1ptVxN9vDxQov+H6EsZUJxjrNUNxqDOgsyaMfPoQ712JnrL66eb1V8HoqcxtGD+DXHdZLB1EAqQrSJoEPbpYJXx6ZwhQTcYHUbQPqT7PLo6s3XOKHSwylC9hhkEtuosXTMk6A2ZJejV2eR1T+rg0QmjYEjQyYEWzGKnqu4UsqAuGgyrjKlzFn8kqicyizPz6mjozKuTmmaMc3F0whBjlqAnMf8GkL1RYZ0R3dwK4kaVMIR0fUur2KejXGjFUx6cBsXUUWzlHNITPVgK8+jibxA2dfSWMXVVo6K65UEwRnSTMagzbxlTN5ghj5Vl3EQgeoQhQTcuORbS/ZeiJzEK6+iWcXTOHqWGwdWZrYPWAdwyUgdPGVvXzSSr0YUH0IE6pNsMER09ZaoT45RBSweP7vHgYebVrWAQ1OOMMR31Vtnz7td5JFJs6sxbBliCnsyQoBvMKAsPdCsQXTNwBlu3Lq/ApekyNGaEet1oHP06uGUinoV09JdRz110GUzQbZZxjerD6k22+s1s2gMjCvPrDZgl6OoOU9Qo0J7qBmOtDq5ODjwLnC4GaacRQorZhIQZa3Uk62ia5WUbwu8JJds6M8qQ2ASOZx6GoM5aMkvQVVyTo4Q1g1ZIGSA6xPUkBi+Dqo3M8eCwqH1Qq7vmV0dmsiVxdERShnhDR6XQrUGdejAUVqvH+nBCegKzmM6IzlxdMtTrDHrrC7J1iPQFhZgl6ITB0sGjm7eDYb0fhgRdMPp1QKcMgva0DFfUe/ksHZ2SXs8SdIcxqIO3jKvTnihahivSM0cxdfBuFTpzyyTrSQwJuvgrqN7Sj54ydh+X1qFWN05wXHcrxGgZvSzv1amOlk7u5xtwYKvMDiCipzHEdOaWsX1It3IKQwd/mTod7TIe3e15s3Wo0Tsy3/W4zn8AiB9JdfDoPTB4dNn/FtPjXH2vm+9YehIzR2+XAQUYEnTCKJS4bmZDQMtQHaiOXl0c/ho9ymr9TqW4ZfyexXTw6wj+yoUug19H8JfBCK/mDM64qVjk6KjyEHn1cF/qQ1TRmpkebF1laFZJn86bbcZMlg0w1UG1RAi+pprq9g8YoecW111rqq+GheuJ1t1DEtLTPK1RIZ3UHKm7f5OWGeUpj/NqW/opDHGrU6vuimq5Tx9oGLgZTM8W0TsfoLF5z+8wfpP3pK8F66kCtj+a8aNMrfY6pz1iDa5E4WXSAJKD+hh8wqXlXlQ9HsrAAUs6kOO6DtN/7hqxVbkWezvSvI8goPv2Pn5hkTK9eP6HKVMf0jsdmL6vxP6s3TUd0tv46tQLlnmQfUArMsro/lODqQ/pI6v3E2XpJ5bjEMd1wn0Xf41e1yiAfF5YKeR5D9HByYtpmRpPa1R9DeQm8yDbJr3mZIta8xYz1reTxo37fMpS6X0+PravuJCeeL9q6J4g0FDv7Ln11eg31btZX0lmwxARqeExfUReHIp+TlTza1o8vRvnLx7dEepw5HqxlMPvKnEmzVVcb9/Ujdjzva3pVXNObEjv7YSPsiI0uRJDvIpt0uiu0JDCPxPSJ/24NP39cT1iq9Atm96muXrdCdvwB3/wB+onqZGVvbD4Ex527jXjnOb13x2Bh2QGzzi7BvsG5Du7MW/x/Ry+kzYYm7ERLdIYlWIzvzITmNXrcmwOYaEHttYx02x45jCr0bE35od1tJzsxR1tdUrqmSXoPvb/cajdQVHTWDKzrjwizxJ5MCjfECtHe2nP4gwdGSDM+tn/YCDvPLjelsFloMy3ou7064shjeMxMcC6FvGYUqPLE+jqHq+jdpqHsTBpuA3F8tiBU0p29CraomqvxNfbzFJYNHshrkrWM/bMOvYJFtebn9Fm7IF1o+/cXtAyaOvNGf3c0ct715jOqGd2GcNDvC41rHUNONFjiEEGn1FyqhetYvVh/RyxbxZ3kk1Yti0Du4zRp1+rg+113GHizDZkCMRHcBjSmX+zyVDD4GWiiF1syqAaHSe0o4y2CazOSptAFAAAEABJREFUYCf2eh7NwROPbJ05zBL0VfPqKkhlf6wU8WjEnGj0aa7B2D+nlMQgY4IeZH3RmJ45LD2L6GnMYjpj/pIpepxZgt7Qg7w3nhgWlxP4uMjjRNsI/I5XtOfAI0VrvRUTpdrBgaHXeRkl1wbX3zlA4G4BrDKmD+lBL++aKJf/8+kM5M3f6nHZ0iC5RYgz2joSZXwsYo3j9T0ACE+VOJP7+bguWyei1+QFIU70mKBPDns8v1ccDbOYXtUC0O2zZKqLhjuo46oytuCoZxEdjTLMq6Ohh5m3GvU8KPI4nUawOEOCzhkSdMFeX1WWAYuW0V7s0Gox1PG4Z3DyP+1jHikbM5Z1kOgigmqWP9bDvBCP8SCjb4SrPwVShxYsqoZi0foksuO5rRXuw8L1pw27NVDqNcw/0SuLv0B58k55E+v3VCWzatObsbjQ67jhRcytIfN7lJYs2vf6gxVSDC/XzhxHDUxbp3OENp5Kmui59cNWpdAVLbSj7S4hD+vT5pYRP9XlNC9+ZCvu9A2eQ+y2CZrVARhlzQnv2qh4xDaeazHEna/RQIXgt9wNWe5ZMtdcWPKHMjfJbcr8Nwd41apmP1W2ZS1i6qah0/eUXvUwhlhmNLK2dGbxTMLmtXC6QqYPp6k0Yf0IqvuJDbH04q/5L+AwVx9lXVnWrjDr3hxGem0c5r9M5jLdeZQ1JFtDa3EBtevbsZn24dCsvK6fhzL/oihXn2jPPD6m9f+kcLM+olAKStuZmrvZMXPx9LH/7w+Y6huMW/MaPopQUOPFL2rGo+u/Mn4Nf3g4niNR1eX+jtCq8CgqEBd6S+X77FVLTfEZbz+b5R2j5hFXin6rwqg50dMfOZIrtPpGmiUJpScex3FJZ7p2Zl/HMWT1EXOyK+nAt8PoZxlJCGMz5lmQn1lTHvIVUCyd2czCDJqZ4nKP9fqdBgMCKd+GwWLWiHlDSxiCDDUMyQwhxmRGaOfRZeZnFAzN2FB0n049Q//MXPZ5EHU1kVEwRBlSuYlnQRb3CgFGm6ERs3bMvIw2g4d1XXIY2jDrwkAZIhxSGG/m5DcPy2avXAkMJKNQVHsCaDAkMxg6X6eT60jKmAwWd/BgMQuyrC1dGAUnehCMyYxBZoL5+ppUBz+zRgygVyOzOHbJsRCneYAIY5SFp0oDBpdZhCHCkMw1HmBEQR5knLIZPFzjIZnlXvgYO3N1ejDGjHLYQ5CZn1kbhqbMQiwV0AokM3g4dgkC9MYIMUbmNJp+buZZiDHCIKLksIxlODRZl6HlLZbxTt1tRrha11p9CkiZlsz8DOqu0mBMZvQyRLmNB5eZ9rVNi8soDjES3WVMZNXOVGllVSuqZXCoR1VSxJ00Bj2ivwOzWmY2g5eBM/TF4OWYhxCDzeK/LoOXV9HiPTNUR6ILDw057FljZv0w7cMBwqwBQz2zbgwsvf8nhVkzBot5bUdwdWDx28e+GFxGwsOqja0aPrBYXaKkvGCMc8DzdTrjZeShasoYZEhk2XvgMnh0IHoys5FzaH3Npoyoe72QnzbRH2uxKgOkvF0tGlSdfhiTuXL6Hr4HbpA1QDJDgu4w83Oih1Z5B4oesLgeZ4ww9MfgYf5TbYbVZfCw7Jer56rS6fzF0KEfZnaWBL0yNGMUiu3RZtAMSVx9Sq2dWfyTcNkcyjJAyidxyPNvjpVpXHFANhMGQzPGRF4ba3BaDCijmc7DaznoAUFnbsC8zJvnEMumlO9oCq+q55bCa80idcbi/ryn1vG/o1rJCOdTa1u7UxjSo17dOXm5Tx9oDLilcOcDNHKfNv8ytQbyHqiJsok67tzSjzJi0mFP+8Hku0QV53/S5VX00Usu/fD10WSu8pVZV3PWoE3UtdjXNaqz8Voe6QXHdy2Fx3VgovrqWA810Pd2hJa+uJ8cyG8j2Q0vkcKjrfdryeQJrLpUk08yZZ/n/+v1QMcbArNRAPm8sFLEM0hLB/Lk0uWW3l/r+NEyee3XnGyVdbtQjIuGpfbthDjqm/fz2H0+Ie7xftXDq+q5dWFqDS/1frPC1t/WXw2f6BPY9BfTtLD7kai+bcKPUMKRG6nRwxzfms4JzVvXpm7Env+KBvkLt7VwwsPW8AT3cYWunueWfjI8W9sdrzXx+w2ejIjZwNJPTIjNCj4wuyu7MgYZmzEdAwiaq5mU6B/HV8PaA4oZmWKOJhl/F2KIMjQeZ2d4SNDTGCKs814gOhg6mGPrKi91zYD1OsiH/n4dPWVknXHLQCozzciiOgPiWUM2PsuIYo1l02PQEAjTsWlgjFNrymAzJDPYjEE90YvGoCOzGuY/gviQXrUYLKazKLOuTDwQPTo6LDhqTHuWzNpDVDEYEnSHq7MgBt9W52KoGhogjQ4SFpc9yDbEZD6GV+vgKRPQxac4izJo6+jqdcwMhoiujwuSHuSg7jDW65DE1aeqiMl1IHq91z8Sq1PqmZcp+0xDzBI50WMDBj+ruifHulLGuG57SND5H7eZUYYE3cOQoIPuWWbq2tO6PBhNGGwdXF1dPTIa6jLo6mjrPgZDZ0Q3GG2dET3M2EynHtCvVzuSyMLXjbbWzAwGzYYHhyG6VTCkMvUM/LpqSYgiwgJCLUOCXsPUh3R+tylrDueQLpglM6OMlPX8TiDzO80yESa+OP5DOdmQ9OODzno4B3WIjDJOYKA6EJ0zpDN6dLB0tHSwyri6r6SKYiYz8QYCeeqEDvz+UHJIR3k4UM3IJPMyzTLYiB3Pkpmpp5Ugn256dMnMyy09eBkUg2IgOijd9hBi8OpA9B4Y/Do1WsYyGZtiumw9HL0Dh7ZiUEdvGVMPMlMc6MNB3TMT96wzR33zfh7KEOE2Hsj9MER1GB2DRwdDB8XgMibo1Y1MnR5gMf+yqkZDHWDoXTeQ8oBRb87mlLXdLkl1fg/Af5zQ48xGxZig+/usgOgQ1YnnNVyyo/P5lMHy4T4rqlcnI2FeZjeGeh00I1g6Eh2DOoyGRWXVOnN10J5uTWfR2KRyOMtop1etd70eY0hmED1sXZh6oPmFs9XQ+2Zeh0H9sLAuPFo6UH3VGCO69kB0MHS/92yVvXY69wnpLTKggN4bQwrzPRnKgFm2q0iqjC5vKKYHU5GzORH8ZbAHZvUMfh2Frpvz6kSOYQanigOOjiofoGVMXTA/S67ON6l8w9XlAUGQpwNU5qbubk2dHx6mWgHeIsd0m0G1LK6uz4EuY+so9ghI4xPW1Q9bPaYW0tuaWTf6ZNQ9Pp4aaJXhW+J6QxbfRHV6UmUZbqt1yptY+FIf1SnkyFu6kC4uXF2mgW5doCEdnAs0qjuMshc7ohvM0xqPTg8QKeOp+7aPbBX71aIGypa5fQ0M9SX1YuOpsCM8yvQkmzqAt7KEKgi9DEQZ0QPAfJdZOxY/ydXTvPiRzS4t32ebfspz6NEJ4JqBHMiQnsaJPrybffKIbTzXYog7H2l6sonO83m3DNUdlnsW0w0OXlhE93h5AERlZwnMf1tApwcmpI+8ajbVtY2/pnl09S6E6t9Cl3mNpfuZPCWqL6/7ScndprmXtj46bmYpDYarhFnfbLc9ybwroeEJp7p70coP+HTxvNAqY+o+ljUqpssaop4D+XXNfCeMGuXoTZjWEJoHaWtfc7I1tJRLzbqY0vt2Ykz7cKK6vAiMPp9o305TXVwqTfWufUEhPcLcjBZmgvuOugQJcQfCvLrXvDVZ1Rm3zHg4JURYByP5BNL+pZDekqvm3dhrpy+rhvUtYrMjwfo8QiNlehXbOhDz6a24pjds1Ozsg5t30DKxFD+UrIurvk3qH2d6AkeQv5invJk+mW1SSB/HlVh9o6E3ypJ8v7mpHvv9k9lCCaW6OF3dNrTaKK2XK2fHy08Gb/jc5z5XQeB+1Hl2aD0XZLKM4cEcGVerR/2Qr+zV8FPqs9YeQqAkBBn8nx2izv2wCbMEnXgI7DPV3YDg00HE2pjuXpSGjoELFx1u69Fl5mcUzGtmXBe1FxAMnWTjVkmij5CZR0fv1jQdDc9PiWYMcm+eBXVxJ1vVKP530a+TjwoO6ZpZXGd2magerHUsUAP78CxB75fdtoW09tVNqOhbJ0pQB6sM1dVf4es9O+U567sTs4wcB8AjMr/boF6WsfWAhwRd7jftVAzpcTafJfh1876fnCPNEORAXCuiXrgMRHX92eqS8H5KeXAYwno5+5M5l2vkcDT06DAm6K09a8l8R+J6ws9ND+YhDgZ5IM88gMSmWt3j+Z1jXCd3nQEdPWVsHZ0A4OiIviBhxkF0fEi3PfPrjPnLsF6ZBXVdr0g7D76tLq+iRzDaQ+2pLtuTvjwLMUZ0HseYeAKkPTgMaTo/g9VbZ31lIIGrSMogubxm4MxrQkAHMOKvrXPm38DjWki3mXoGft32kKBDTKnO49BtFvm5rg/nOq75IhqSOIjm3VdE535YfTOJOzazBN3HLEH371Vkb8fnyZWSpos7SF0GyJNUWkZGF1nD1b9GbhjU0VtGxDJSBkM62ltNnTAGdeYtY+omswQ9gdXZqdOZq3uYddBHwKyZDtZ9vk+PM5j35169Dy8uOaslVDoPFQCg7nUrZrpxjehgl0F5m1b0uho6JHvxt1izT6noGdPduwJaJqz77hYgQR8PD3FYnRytuGVCHnmvrLtV3grEdCQh3NGrl2LICgGEMUHv7NGrM0NH5ev01izvIfkX661UZzU6ubJqdIeZX/dcrX16TNDjjAl6R6/awBrdvOcEMMtQfYQMOtHS97oJuqhXoH1Ix4ie4FlUGTeb95YsSedHh0R5j84PMw9OPGAy2eyRyCWuUK9usHXqBlXIsbameP4NIpabW8H/KRGSaRmwdXQuYIBmuu1Xfw1OlLc6Xl20qvSA6H5wCOT/1d05Bu4VaA1jts6bXqWXz0eZrZvNs6xbPt1k6kN6Z8+tne5aSJ8ko/Unzs09rVEhndScGr33k71eTm28CaBMfUh3PHpaVVt3m8eQnurphW7e8wF4ylDdPRA8eo3qACX7KsR2rYH8W1rUQPnB8Vm7ijkiz632KCMmHFXfDys/6P4wuQ3UwTf+PNWru9WyT7bxXUhPPvmSo4p1+CBcMZtU2HFfmck1p9vPWkVrdy2G9NW9Rsneo0wRPLrBvd72O5dItQtx3f1ZIb2PAxPVV8fa1EAZszrVK+9qnTIP0oygc2P1X0snPKp679qEtzDi6aZnQ+TEVhoidG5yfM9WQ55e5CFdX5a8Bzysa9a9MFS3etIxmk07NdBiflTcGij1ia4h2eLWpmX06w0ybrfPp15P6PPx6pxpaAzpvtRRhILU+1VD94SUUfUdpTTu8Uu3SzCQei9ZXusvCX2wvxq+Cl78tIQTSH8Zv4K8v1jmmO6vrDkSnt7c5l6ugLPaR6ix3oelVERXSThRNOPw6IlN3Sp5vrcersyTp0T1iTrhYUupCsErse8raPxXYvyEeU7JmjheLX4/8/YgNLTeI6bH0tsuV49z+IT1sO44in0AABAASURBVAYnBhlTmClGs0y5fImcu2l4NZYE3aff4lPo32p45n4W+BpjaoVOVQZIec7SQ0Q3GRJ03ug2YjAYknQgus2gGYmO4GVIY4wwehlSmdUzcmYux7cyVq+TniaSvTs6Ih2P1oXBZkjQOUOCTk5egtc3ul2Y1eiIujairdf76oJDoqCrc2YJeioD1bUHIAr4dc7Es5DuMKvVgXgZGe2tHl00HCDX2uQts1hr0yjDSKixmZ/f8jwMyTqdCJDC1d8tv03rRg7mYXQZGzBL0KuoBKyesQ2jZsAavfx/8Z59rUs2PdNcfYqv0yl0IGUkM1uXW+nanOrppijPyGcNvYHHBgx+HcAqYyig2haDERwf0kE1h5qZwyxBF2e/MUOcQUZDxUA4pNcz2AwxRpuxETMgQYIwc1j8etoLg7YeZmzGpocEHagnI6ld3WDDB3UgisvBrZCgg75TdfU6L0IBEh1JiCAMCXpLtj1GGFxmCToZx1ZxZd3W2pTra/KIqXRGyph9+uSz1ae0jqQMr0U9MWjmVz0DwiG9htHD4GGoZaIgZX5ySKTjJVE1JzZXJxb5+pqoHnAIXTCAX2ciSNO1OYf6rQa6jGLHswRdxDX1VDKskyeXXh0MnXl1jwcvg0cHostaxERdas3cRs7QyWRsGgdTBRszpjCr1e0+nJDOvCVNnTk+WWduGXFfGtfB6NuJ6VDTF9RAB80A9XrPrD0oBqID1zGFoYFexUoUodO31qbD4Or8G/hnkZSp9dWnhuIqkFFe/miM6+peulZvxZig+xnA1+vFdZOJZ14dqtClytDygBYzxTzQVsdXVKNAn5WHkfc2oFibs/rrrMX3uAyaAcI6ckbOQLip3gfTvi8gbOiOEmfRqER1wixB1w1VJ5/a2wYhBluHBN1gSNJBK2NjFtP51cpkfdbs0XGCGMCfB4HBEOGQAsxRgGQxEMhuoHE2BF0YEnSLoXxWJQMmyrU2qzKyUkA4wxJerNbprtMpPAJRCMscyi7jY9ZBDzCoq08xKKX62WOewSlrscs8IgoWB9HRI6zvmFXfXx3z4Kl6ChKYH99mrFsWl/W5YeZ5Mj23tcJ9WLie9MluDZS6h3mpkbH4a5RXryo0MXoQQ/oYmd/3BFlc0G05fuE6zC2BUd1ftmCe7ni4vu638GLfvazWD4uUsZjpypNaA+lnOtr4K2nLI1vH/OYmVBG8LJ5HCh1TWJ+etPIxTvVdLy0PJ5X0HG6MBnM/qwPWRw3pq7ak84ht/Ncf5ZEdaVIJeM7fgeUep19YfD9cdtsB+RNrmP+2hjzWatq+yq5yDbRmZ8q8xmJeQv7Isn549AgPzHU9dT9plME5tKt/ukKWcqGbW3nEbHTSjLmeaZ+lqWyggYlftCbzL/KxeI7YmGVNq2HepMnnRnXMd86sRV14lDUnW8AaXhxg9smE9A7cpG+HfyDK1SfaM7/4RtMXFNJbMLdRN+Jj5HL1r4ZNQChhjNTqAWO1ZUbEiV78tGbcqZ8K7GBWzzIWNDgS1UcaHYlej9BI2f65Ib0bE6V7mt6FO3px7HrKRyYsf2nXa7da3NGnHpTWXP2lYMaUzOvuuFQ2UHc+ph6xBl2s8qDI0VG2vrosHnCaovPskB8Xz30k6pFxYI6S6+BBff8Iyq+srHTfwy572+lvMXmH7eMeeo2bXKAingW4iRdPaxK4zsucvJ7XhI9fZT7mp0FzP7WlpUc5LlWyqGkuj3GnRlwD164fDCK1xVNz6C2nT69SRFLGZeLT+nk1M//6ZLWe3gm5HPbyFrSeqQ/pfdfAcUbMeN1IaWH4n+/l0nVamCCvquc7ksKtfDyYp7B1p1fDLb240hO4/W1H8i3IGqk546+Nq+iNto43oAEet/fWkCJi2se22/1nFTJTr6ZBwwg4aBkx5a/rwql1r2s9DN1uUEU0ZICNwrzuAknYFR4xIzWnadsyzhxzjfn0K04wj33iqIK8A3R5FS3cXdOqZ6brNZv9JHpw7rdDvNpe326KZ5PiV7i9AU1v4kTITNyRwYA12vGG5fkx9zG/TjU3b7smwPP/9V++OlYrwxVX51Uhhd2q02OO2c7z39XjPUA3n37fFeI15MNXYirnNtz0vhtr3jql8IS0YOPz/Nw1Y9kbaV59A76qNISuxMZX6HgjJv+PW4moLjihO7WNX/01OKkNy+tBWMqdPXn/UjCa8jKyZIMaySMlq94QpTja+jTrUBy559aFJ9XCGaDN/Xl0alqw/7dZj+3qnPLVNnqqQvoITi2/WFO4Tx9oDLgZTM8W0cd3gAK+PDhta2D1Wf6fmhooiiZb0/JdbLTHt92R5W9wavQr3PLODxPpYXC2Cr9UCItd1GyuxLkqPnrJeQ9l56Zxda7MJrWl15+7ijZRRzr9qNf9kvoLaxyXDt/lEI+kCq69qllfA5MjJgtFW/cbZB6kmVeYqoQ4cJyrrS6Lbx1DXZ/Y04jxiBmIhp6TTDyPlU1W0/R/Q5NPNWkgZI95iHU/VMse9nitM2rg2qot2ZpafctoV2eaQYf0moy7r15IfsGncM/3pQ14VT23Lhy2LtkcDZkpJZt+M7XmNXxtnyi1Ek3ir/eVtz0v02U1zRGsxNlfVR6PhU5FfGuA03vGujaBY8lTPDkLt14uCVititDwpHp4DXluna7KNX2Man8zrJGI6TG3vXL1Pk7elBhRwgsks/i4R6f3i7pM8J6SePEMMnHsA38aWlemHBkknlDC8cXji8tLhbJSroIyLAAb9g5ny5YtW7aQFY3thsGGyg8GbDC9cWZ6agpgAOLhEop35QXGfGEVLzxlaN+u0Kuvq2KMWYaHNsF8p4wRUrSMO3IqlWmnYki3YqWji7twJ1am6BXLVaJtPRQNa8cSFmWKuKjKLywuLC0vF4FyWL5mfygWHsuWLVu2bH0YK4fUDnjELHB6qgiYG8rZlkU2VOVJxsxL55lT8V+Mz86kORcvzSDUv9/P6OMuXAYiWwdP71VIB++oYbV1KEbeGCVpeKZ6+b8hGbXDs12zfPE/HjH5UKOlxcWlKr+slk1F7iFbtmzZsvVk1ZsOSlckm1MbpgaDDRunNlQBoWydBwPVYrvPRXiz7plrIp6aO5lU9VXMU2YcTCN+SA+PRGmqh+eH2HcRgbsL/j8Ztcsw6d4tVDl+NV+zWpt8eWWxTDGrBTYryxEzW7Zs2fozVkTMDayKegVOlRnmhqKTteoTLLcHZmrK3KdCUsaTK1nlqz8aK5P0PYG8zO1OdXZd52vjmMEZfljL+6xLM+duat1l0VdLddoXzO9fKrGMlkM8unh0canoqV2EbNmyZcs2Xpue2jg9NTM3M1M89IQy8JXPL+XIGDomiVqDYUMpRcMxqOuAoRSOjMxqNGKLspi7qW4qrDJEL9cAV2VE5mnsaJXGi7Sy6J09vnBsaWVpcWmCXu2QLVu2bO8Q2zg1Nb1hurAiEa1i5QDV2CA5OsflKhCyUBk6sodHAM+IHxklzNhk692ZWkivt/SgLjNe/1aHa9falB3l5RcWEXNhcWF5ZWlpeRmyZcuWLdt4rQhSMxunZ4ock/EcMzg9hTbntEA8LPCSCaGjQSYY0iNe/thGmaN4PhrV/YzyDXnur7F0mT4Gfz2i+k/ZK7u4tLA8XFnOETNbtmzZxm4bNmzYuGFq49R0+d74UMR0MiyaOnqM6GLiifs942W5Biedi0nfAeLR6+diBvWAlzNReihZ7CcvU8TOI8ePHlk4qg7+zPTM3PTsVPn8uvy/4uw26ETPli1btmxRK1rgpSJt4f+3vHxs4fjC0oLaumlmbtPspg3lY86qL7Za9VNlanqOpvQ85lI9NM6U/w/970yLv0vN7snVCh0kRH394CHv2GHPCCkyUjikuzGOzt3sM2KuLK8cXTx2dOGYOl85YmbLli3b6CweMWenZ4qgWc1JYdU43Jp1NJ042LZkyoyN1LxPxlZXp/M17TgY0qHdm8rC74C1w7wsGQznKJ+ADldWji0eP76oz1eOmNmyZcs2OisnzVdWjixZWji2cKwImmra38apjXMzs4PyNULFv1jtKmI8zUzJ1Hwlg/M+HT08F7PvOZd9+ZpVvZqUBBSria0MVxYWF+hskxwxs2XLlm10Fs8xp6emZ2amWfVahEYRk2ZY7rxPXpKUSZ+j2bI71etXfw1OOneTmjl3Uwz+YdbzVzPK8iG1xe1P8Vzz8LEj/Kbn5BNOKnrVZ2dmGOTAmS1btmzjs6IRPr54/OjxYwePHIIqNp4wu6lIaeRsTlabzyQmPKPIi3ofgdvFi58ZWHeTlhE75itGd5q/5ACqB5zHynN0NEfMbNmyZVtFcyPm3Mzc7MbpgZzNSedfOuN+yn/L56A1I3h4yGwXgyL6BJpn7qaxWegoXkho64rL9+fJ7tqqb/14jpjZsmXLtrpWNMWHjhw6crycz1DO5pyemZ2eUbNS0nPMeIhImcc5CRlio+js1c11NN0jIUshxH9x9crZUipyzMXlxXIwUI6Y2bJly7Z6ZuWYRRs8s3Fm49TG0fbKYkJICenpwdXU2eLSoo7udL5mMsuHrC4HxvwSTlx3U/+tgF9ZWeG8MlzZf+jNwhcfOWHuhC0nnTq1YQqyZcuWLdvq2fLK8v6DB3gKumGw4eTNJ23csJEP76nCqRjqw0eqWswGA6175nRyY7rHF8y5I7pX151T0o59A4w8HI+PhINzN21OXHcTmkTMNw8fLBcnyxEzW7Zs2SbDaMQsMs+TNp1YtMw89lVPOWNzJvxzPZ38i8fM9HyNcH/xlM7XlLq8BQhx4tzN6i5iiJbiZdJV6w/nPGIWXETMQ0feLgfU5oiZLVu2bJNhRcR86/DBonEueGpqam5mbmrDBt6E85AZmX85KHNM3/xLk6t0tabMaNicx9mFO87IlHcC5f+idwtFoOS8MhweOXYkR8xs2bJlmxyjOWYRIjfNhiKmJ2+q5noG8ykyjxNqy9RyYperyGpR9h6zsa/BSedl8jjq6har8UWGLp+zDqvVqXn8XlxefPPtg8XXTm+c/ienbCkeSkO2bNmyZZsMO7648LOD+xeXFose2JNOOHF6aloN8eEzVEIf7HEeJ0ZH4PbFLUbd1rKau+kvIwM9n4nC2d05nmeWOBwurSzzvtocMbNly5Zt0kxFzCK0nTi3eePUFMjxQGWfLKhRPWBxZM1OOuKHjArqFJtacz8WCMbGm2nDJeNzN0nExOXh0ttHy5cD5YiZLVu2bJNmC0uLbxz4adF1W0S24nFa0WOrskI+Q0WZ1eQPfPM4XU6Zx5nCo8gQVV8pfz4a1f1srbsZYvJ6IM+vrMbLllyUK07E0WNHi/iaI2a2bNmyTZrpHBPYbPWM0xMxfcGMqaeM4TIg08x4mRGxXIPT9+xQccOxvf2sDVY7E4VPOlF8bPE4n2974qYTizgK2bJly5Zt8uynb/3s8NHDBZy06cTZ6Vn+JiE+70Sx6netmZVSv7qYp1fpw0HpAAAQAElEQVQ3wOAsyJU+eKjLi+Ibzd3sLWIeX1p4uzoLOWJmy5Yt28Saipib504ouwhljCufYtrxrnvE9M/Y6CPvM+dr2tzGQ3geZ3jdTcOLQbS+cC7fSSu46Do/cvwI5IiZLVu2bJNqRUw58PZbBw8fLHhuZm5melp0xlbzThS7vnYFMtk7yjyZWve5mNQ3mXPZl09cd5P/L/QNamvBS0tLRxeOQY6Y2bJlyzbBpnLM2Zm56ampRhEzkIV55nGOpztV+dVZg5OO/zF08vCVr82pklBxlwAqdiIfdsv5+OLxt6q7mVM2n/yuk06FbNmyZcs2qXbg0Ju8xa6ecc6oITXihbVhS5mjmTjd02vpg4TG4MXPqZ27yfcqEFXVVlUAy4hZPN0sX+WUI2a2bNmyTbipiOk842R8TmdoBA+w+ljDQ2a72IQwiRaPhvxniDKBMC+ebkpeWF48cqx8upkjZrZs2bJNuB08cmj/wQMFbJrdND21sWmOiZA6j3MCvfghCawsZd1Ns4x9VOSKm4KXlpePVi8/zBEzW7Zs2SbcVI5ZPOPcODU1wl5ZTO5mDbGRvgb04vmr8a6BZMagjs0YDZ1JLmerAB/xJMc9SS7KlTNRqu7a8unmsIiji/ysFEE0x9Fs2bJlm3BTbfWho28vLi+p53fD6jEcH/tTaTx8aUYVfbQuPqu6K5WOrl7HzGCI6DqMojkH1K87jPU6JHH1qSpich2IDvxoVhFTlVxeXuJPN3PEzJYtW7bJN9VWHz52pIiYoOdJiJxIjgFlZDwo4xmT1InHFgxUB6JzhnRGjw6WjpYOVhmfrgM21T1by/mdQ7HVDPNiKJCauwnizbT86WaOmNmyZcs2+XbyCSfxtrp4zLa0slK15lXvYhUUh1XoKv/NZJ+kZN7uM6LHmY2KMUE3WXogOkR14hmEdJGZDs0yQud9ulWOKfQyx1xZ4U83c8TMli1btsk31VYfXzi2srws1rqqMiCeEzkZlsybRMz0ZmE+ZvUMcV2mo3KUKnp0Bn3O4MTg+B8eO0UZUPNIDF1zcG1O8jxVvEuhXL965WcHDxT/PHHT5n9yymmQLVu2bNnWgv30zf+n6K4dsMGpJ56yYTDgY3zouKHQB2tHDFkFwrFJ690ZkwYVyT2M6pTtNTVpGf72Wnd+p9wJ9VkxtnY4XMHhm28fxBwxs2XLlm1NGY+YRXQrem+LiMnnbjLRyxhbdxMYeUJJ38ouPX+fLf8r8XjUnfuxSMKp/lQgJEfmbvKIqcoUWX3xv4NHDhX/zBEzW7Zs2daQiYgJ7MRNJ5Zv21NvmBVRT/dMWqGgdh5n4pqdlEeUIfJvYmS8b0APMg2Z3jLW3E3mW4+Tl6nG0w4PHz1cfGWOmNmyZcu2hkxFzE2zJww2ME+vbCDIiSTT0RVHPjsiFiuIGnMxRVaMSkdSxppzSRUW1PXaYCBflGfpisVIZO9ngc7vLOdulq/aP/RmkX/OTM/kOJotW7Zsa8jefeo/mZ2eKRrwtw4fHKIei1P9t5qbAp55nEjKBDzQz8pe3erLSRk0BgkZZUy9ju3BQz6deKBzN+vmaIqZl8ycr6mYibcduDqQz4o3IlRzVg4eLp9u5oiZLVu2bGvLeMQs2vm3jx4Wkwz1I7lqBSwyj9NgpE83PXM01bhSe44mgF/Xsy2NeZwe3WbqGfh124OrM1vnrDtrVRlSEvjanOAP5yLgyvmdfB7n20feLvQcMbNly5ZtbZmImICHj1cRs2rx1RxNNY+T6dmcgo15nL4yVbQFswwG5np65mIKnXrfnEuMzMU0mCXofgasKe/O3aSfBVKmfMaJeOTYkWJDjpjZsmXLtrZMRcxji0eLICc6W8lsTiPzYjT/QnPOpSij8iz5WbN7FMDfbRrTU3msa3B6l0WhD1zddTdlGZWfi7mbvOTBI4eOLhyb2jD18+/+uWrwcrZs2bJlWzNWtOf/8NN/XF5ZnpuZPXFuM8ixQqOYxxkyGoNCOvpG1I7Ciz0XNwzo19Ve+UKq3sT7c8nYoMNHDx9bPJ4jZrZs2bKtRVMRs+hA3Dy7SQ6c1XM0+VxMX3ypX49zwFhqbHIspI/TIgGRRkNXBxoxh6j8kWNHF5YWcsTMli1btrVoKmJOb9y4aaaImMEcE51MMDSPk0ZMrz5+L3a4WdSmczdNXfW+htfdlPNfmJq7Wfz72PGji8tLOWJmy5Yt21o0FTE3Tm2cnZmFRr2ywOLdqfZnMRRewkE3We9hDU5zrmdjZmDPAZWezvu09YKXlpaKp5tQPXDOcTRbtmzZ1pwVTTcf5nl8YWF5uFJFFh6m5PxLPRcTiG4wuowNmCXofGAQq2dsw4F5nPH5neBhve6mmsep9OWlpeLpJuSImS1btmxr01TEXFxcXK6WFrPmZRrrcRrraGJAT2XQDJzBnrvp0WsYPQw1DGmsgzpY67jQrTysyqebNJwvLy0XTzchR8xs2bJlW5umIubS0vLycLls9811N+25mFL3zcWEwFzM1Vt3k87vDK3HaTIE5n1SPchk3c2KGdVXlpcXqzkzOWJmy5Yt21o0FTGXi4C5sqLnZQLouZgArm7lWY31AHu6XEF3jyqdrsfJ1+Ac0Kep6cwMZi6jw2V2zZial+my+v4qZvt1tRsrKytHqqebczNzs9MzkC1btmzZ1qDNzczyVyIcPX4UyxePV9kmDkUepZkbKlY6yc1AZXq8hGKSAbZjSGMyAybA4DLz8BDRqyOqdyiBYqkzomsu/MpweHRxAXLEzJYtW7a1bCpiHl88Xr5GtYqDQ/UeOSaY9H4K9upAekX5/3GmusPQlCHEzMMQYp7HAnh5iFYZvRMgI6Y3bFMdxc6VC4kdX84RM1u2bNnWtqmIubC4WOaYZf+seA9cFVgMFqEgqisGOTAmUsbL6Gdm6UD0ZBYjmWpZruQSLIOi11W/8b7KRqVOuMoxVxaqp5s5YmbLli3b2jUdMZcXqxQTZYbFSLbF3GwrpCtGEdZiZewMzs/M0hnROcs1OGWKBwAN5miGPTN5yFc0Cay7qeZoxnXOQ244PLZYPuDccvK7IFu2bNmyrVnjzfjxxYWV8gGnXEFTz91k1pqadbrKyqq5GabOVHRzGTszHVTk8f65mJ65m3zVzMC6m/61OR2dc3lvUobMlYWl45AjZrZs2bKtcePN+MLSooqY1hqc8lkm2PM7HR1Iv2r51QiKGbAGjKDncToMfm7oScC2WK2sydwALx7eojdsU53zUETM4eLSIuSImS1btmxr3HgzvrS8tFKtrMzHj9I1OEPrcZq6h+UgUqJXASfOzGWfhzbMUngoxxCz8Nqc4JvHSXXRH1yNSy6i59JyjpjZsmXLtuaNN+PlJM5h1ZM65D2TYg1OyqWRzMtca9MzF9PJxXBELB5wyky14rQ5ml08mgzyb7lzN5Ho8jCW/+Uvpz1h7oTpqY2QLVu2bNnWrM1snDmhXE6s6LFdKGdwVo/lqi0kf9P5WK0OUQ5734AhbMQ1niWzGi1rMKh5maYS0tX/HVsoJ6PkiJktW7Zsa91UxFxcXiifayKfnWn0jbpKTA/0ukIyg28uZh238ZDMysuJKFzxz91U44u5trCYI2a2bNmyrQdTEXN5ZbEcDYMo37Onx9BQhYzOgeGQzON0RvAkzMVM4/48JDPxCPG5mwFdzUNZqMYD5YiZLVu2bGvdSMRcGqIYFWTlYuKtOWBnXp55nODJv3xzMdM4zQ/S19o0dfSWMXXB3KjOgM7LxMjcTUb1avomZ/6e95M2nQjZsmXLlm2N20knlI35YjkClOePfB4nN5lf6fmaQHIzEDo6esXV+COp0zI+ZhBad5MRBpMxpqNbpkbnMZFk2jQP5/MyBVMv5m6aCp8JWsDSMEfMbNmyZVsnxiPm0vKSzI/EPE4kfZ1Vz6ynLzWko34vX3DdzRBDOqNHB9B9zUDK+HSbkcREogtWnbLWmGJ3TidWb6blvDxcgRwxs2XLlm1dGI+YyyvLIN5YrnpsZYYYWI+ThXU5Zii0dmYKt19302bpAcy1OcFmnmcqBdz1NdP0yoacV3LEzJYtW7b1YjxirhQRE6rgVPUoclYZVmg9TnseJxj5l/oemn+5cz0dRqubFQ1F+6Q1OFlQZ24ZtHUmdTTmbvr14LqbXOeBlFUrkxUHbrk64nMzs5AtW7Zs2da4zVaN+fLKSpEmoXxWJ3ob1ftwALzrbooyzNZJpteOIUEHc61NIOzMyxRZtNYhbT1ONRzKp8uZmkjmevIXBlVcrTiDxXGFHDGzZcuWbV0Yj5grw2HVsYhVDyYrWPZmMkhbdzOkOwxNGUI685QBoQNhkscaOti6ZuayG7ZR3EwYOu/CLmNo9Y5a3l2bI2a2bNmyrQPTEXOFvyWobP6Lhl7NvwQ9vkcw1dMZE/TAPE7ekesfewQxRnuOpkevY2bP16S6O3ezGoJcMn9BLc/Wc8TMli1btnVgPGLyth1B9igW0dPMsGrX3YxlZwk6YWbpLDDXU6zBKTJMOkdTpH6odIMxqDNfGTXn0i1TjSP2rM0JCNacTvV0k3/D8aXy3UFzM3OQLVu2bNnWvhVNPU+NllaWVJ4GvlU2h755nCT7MnQAEqVElyYjbA4SCumcsUYPeLQUcOZlIpl5ORRzLk2dye+x1uZk4i0IYK7HCfLbuM7XEssRM1u2bNnWh6mIubyyLOMa6vmXsheSBdbdrPIscHXRN4oApI9V9NLaczqp7ikPZL4mjX1UB79OPAnMXt1aCcYK5OXbCJ0w7527ScP5UvWKoBwxs2XLlm19mIqYK7iMoMaJ6vmXIDtI7XU3Zajh5S2dM/8/dy4mAGDkbfA+HbxbTd1hlqALRjXmyVvGtzYn/x1KF3cPahwVnxebI2a2bNmyrRdTEXM4XKGZl57HaWdhSHTPO3JIGSQ5V6ibtSsP5MNRRn+S9u58TZag+zy6Cn9mac7vFD+WrLtZzdocKl/oy8MylG6azaE0W7Zs2daJ8exoeXlZ97+C91064JvHSUtSHRxv6nSQEOkg9Q4eojpCykvgrXmcIZ0p787jVH6ImLgeJx9RVQ66qhQ+GSVHzGzZsmVbNyYi5oqYtSmTRk/fqHfdTRDzPh3dnd/JwDenk/rS/LrNkKDbHhJ0ADuQo370qsO5HApl6FVJVj0NLZWVKoHPETNbtmzZ1o3xiLmyLEaRioGxyAORMQrHWHcTQJUnY1XNOZrUg1XG9E1100OCDo4P6Aj+0cNUl3cVpl698EB4lK92zxEzW7Zs2daNiYg5FLM2ZbdsZWbm5V13U2Zbtu7OxfR3oTbVTV+zBidlDDKGWK++Cf75ndbcTWZ4MV9TzQHlMz6LFJQnn9NT05AtW7Zs2daFzWwsm3TxPgTSDSmZG3MZXUabReaGnjLMYWYNKgKVr9YyxhhrWGbaYK27qRjNVTa9Xq27yUdaFf+3gjliZsuWLdu6Mh4xEaucCFX8QsKB/tMoQ8W8h5fGRHAYTmhVVAAAEABJREFUunFpGGGoZTFzRuuSafD2Kzq00/VgqpuP4TBHzGzZsmVbXyYiJiBfCYX3z4q+SvDMywwx8+lyFJGnTDLXr7UJCTq4Y4I944D1/EvHM0CLGdXVupt8xif/H+SImS1btmzryFSOOaze667zpoTMq1a35n16ulZjejU6lgw4crlmDU7KLMiMMwYZDZbfbM7dRO+czvLpJikjPliF0g2DAWTLli1btnVhg8EGALEUlnpPDnCvB9yI+Zfom6+JSDM96MxQy2gz8zJE1tdMYxHVybqbfI4mWXcT1NxNzijuQzBHzGzZsmVbZ6YiJhOeqV5O/j/Z48nIfE1Ge0XLaOvMyyQMfTH4uDQWYbAZvcy8LDuejZLijbW0JBl3DPJTOWJmy5Yt2zozHjHFfAlzrU09jxPkGBoExXpe5hBpmVrGZly71iZljOnQmBEBzXU3AWRGWbHIOsWsTVEGUR2qHDGzZcuWbf2YipjgzNFUGZbKvFD2Uro5VyRTq+9m9bN4MhhhEY1q52L62Z6LabB3fc0Iu+X50013bU4+g3PDhg2QLVu2bNnWhfHsqBwQWv7LXn1TzekMKDYzh8UoXWtgEBDGZNZDhZI8OPMyXcYheUaLYWag1+Nkpk7mbooBVtWYoWF1RHPEzJYtW7Z1YyJiwpDHONXzKJ5oqnmcqteS9GAqD7Jv1GWesNo61jK4DH5O9XxnGDNY3Cl4AjllVIq7HieduwlkzZjq3iNHzGzZsmVbP2ZETHutTdE/S97HDiAfe2odYgwyK02Zi2mz9JDKLEE3eOhbXzPGpDwAmbup54PKv54jZrZs2bKtL5NjVlDlUDQLkzFTZWforrsZZ/HiOrdrtQ8WDzg9a2qmcFvP1xLjjIa3191UunyDRKnLsUI5lGbLli3bOjHepK/onKpc2lqxDKXeN+qURsqAqxM2BwNBdJCQzmBNbumZl31zNxllOYoWIt4qMxTvX2JDcceRI2a2bNmyrR/jTfpwqPslV4ZiPU4mnmai239qeVEm0OsKLuv+35CHZE71EGXXG6tvgj/MW3M3hzIzR/m6iBwxs2XLlm3dGImYYvTMyspQcZVfynmczkgdJHM9FVPd5Obvh2/uIZlrvZ6XyUdH+VituMm9XEkm98pmy5Yt2zo0ETF1PiXW4+SM8lknqLmYAG53Kn8SCsFuVhZkTNDDfgqRvDPWYRmzXb3MqPcfPriwvFSIs9Mzp85tVjpZd1O+dRbNN9Cq75EeHEV9ls/j5O8tVOtxQrZs2bJlW0cmogyKnsfCDyqFz7tkshSieots+fRuwFSuqPUQ73/74OJwueDZjTxmgc5LPeWpbsXEkO4wL0n0A4cPLawsFfrs9LSImzJptssrtuOjOExmxAQaMfmDXj6nM0fMbNmyZVtnpvKyos0fDAZDKKLhQPQ+MhHLBiQv42NlyjIkj3PK0DjItw4OHDm0sLxY6HMbZ0+ZO6E2zgrmb1M3df6sUeuSpQ7yNQu2fuDI28eXFwuem54p9oHHQLO8fmYpoh4ZmiTen0RDO4isu5zHKd+wpN4kBNmyZcuWbR2Zjpg4rOIgDAZMvuuAyWxLjjeVb7Ity5j6wCwTKn/g6Ntl3EScmy7i5mZveQTS5xnUTaa+Tj9w9NDC0lKhFDlvGbvdkmDcISiFd0u7upwJKl6hINfjhGzZsmXLtp5MP/sbIhtUsWkwkE8sxXNEI/Oq8ilextAHZhmSi7nl3zxSxs1CmZmZOXV2M8geUZnBIR2lqnSXa9bgZEG99PzpZmHHFxeYvdYmEDbW2pSHxdY1y9xSz+kkPbnDnHlmy5Yt2/o1/tYCpljOvwSeTelBQuYcTd11aZYhA4nKJ4sVLywteAYS2eXBZPnkMqZrBne+ZqUf5/vA4PjSIlhzN5Gw1BFkL7Cpg73WJpC1OYdA1umEbNmyZcu2bg1JvySSXk6xQieZl8nceZmqDNAHgqTM8erpZsHHlo47ZYLMv0F1fnIGS2eWDlYZkccWcbPIeCv92NKCzm8BaBn1nFIxMP/YYZGhS12tzck4Z8uWLVu29WoIao6meL4JYr6mtTanl+Nl1LzMhaVFrh8r+kjBnusJnnmctu4w2nM0PTpSvXq6WfKxxeN2GcmiX5autUnLkLU2Qc7gFOuxKc6WLVu2bOvUaFZlZVjW2pxeDpUBX/kFmestLCyovEx0vJqfpbrDOBCjdMSUECCMfibe2DNr7UxSUs/pDDCdl2l5RtfmlPNUsmXLli3bejWVv3FPMisAY21OsLYyotMydMKG0D0TOepYv6corBMPch6JR5fzV3iZIVk7E9WamkDY1If+tTbl35IzOHWZbNmyZcu2Tk3GPtkjWaWg6l128h22QGZm6H5VANW7yjw6ii5gVs13USNcRZnA2/zA9gz8uu3B1RnR9ZhfGYadMk7w5uX9a23K9xygHc6zZcuWLds6NQQ1ThRkuy/H6Nhrc/KAIbt2+bgfJvtFlQ5EN8ozDLwBHqw3xvt0h1mC7jCrVtNkLKU8kLU20VlrE9y1OXOvbLZs2bKtbzMyMpFDqczLzKFAPQ/VXZ8Q6DYFka6augzPA2/5RGYDNc8S9MNUkcH6mfjZjdP8G2enpt2tlkcA8pZasNbalGXoVjFfk+gyc8+WLVu2bOvUZH4FULP6JgS2AlGMQUKzUxuh+uaZDRupbjF6mSXoHs8sZXbjRv4ehnIfjDJ0jqacf8nftyB1r6LmcdpbkXdNZ8uWLVu2dWsMyExNYx4n2L2rAHorcxQgfbiEi1yviMgF87ipdPDNxdS9xvW67SGsV/tQ5ZsbpsEI7eZnyUjhgGKEcDV3k3ZUZ8uWLVu29WrVSFA0xtagNTJVeT5miAcxOdsSRV8kLePOxZzbOMPnacwUfaSeMqYP6aaHBB2Iny33Ycj3Aeyt5SfkiGEEPYbYXY8TA+XVkciWLVu2bOvUyLgfcx6n2AoAdC6mCAlkzqUcWuufi0k7SWemp6HKy8qY5e1aBUjpfm2wBqd874HmUzed6NUjrL8Zybvj6Rtoq9kndL7mULyZdshzcJaH12bLli3bOrcyj9og4hHTHZKy97YaO5O07iblUzedVH5l7LP0Be8Rjq67GeLqG0Tc5N8moptmtBgc3YyhbsRUrEdRZcuWLVu2dWpFMz9gPGKq9TVhQPMvVCNpvOtuljzw5G4qbp7YKM5ifD1OyTyoh7kKX5KLfVA8HNIyIjALBlvnigrheqwxmQ/K9NSbPIMzW7Zs2dazoVhLEjcMmHrbwUBkWDxrQ/0EkeqEBwFdjhxip2w68dRImUbrbqasx+nzp27azODEoZ6R6Xrw6OROQOSYSlflq15ZOe8zW7Zs2bKtU+MJUxELNmwAOY+TZl48XHoysmRWedmpcyfCJvX91PPAHFt3k3KDNTiZb04nOkzjIpCMWh6iwLqbPgbSR2xxtmzZsmVbvyae1VF2527yQOHloSqvBwkJFvM7HT0yp9Nh8sw1gcFaO5PwUPYFg7u+phghZa7NiXp+p8UI4HJ+xpktW7Zs69hUj2r1RhwPe+dlWjys5miaOo9f/DXo4OouQ4iZhyHEchQw0VVYFeOISRlz1LCjR8I5ioI2Z8uWLVu29Wp6nqV+f7vBQOZihjhSHjzzO2MsR/GyJoxkvmaM1ZxLt0yVKvo+S9fjJKx+mcXZsmXLlm3dmuqBHKKXvRmZxZHy5vxOIGzP9WREj/NAZKG8M1X0/Toc9izILIX1+pqVzs0z19PkbNmyZcu2Xk3mWjFPVuLkeRqSrYAyg5UMBmNntt9iZHm0GIKMQWYertbX1Dr/3aoM+DnHzGzZsmVbtybjnepv9bHIrcSYVBBv5BMjVhswKgaXwc8NPQnYor/Y1e2g7udy9U0SwtV7lfzhXHG2bNmyZVunhqDGjHoZ+UgaRsfl8KeBQMpUISXOzGWfhzbMRsFDur6mCJeCqe5wtmzZsmVbpxbMwlAxVk/0VG6FiDV51oh5ikemyBzNph6RzsWEANvzNfnWoVgHmzIq5n5luAJjsKU3/u7/+tGzPztyrDxfg+m5U8+/4H3vO+tkf+GVY2/89//69Gt79lalAbZc/sHrLoRJt4fvvvL63cV/r3noa3dcp+W9d9/+4d/bX/yIT/39XR8+R+tP3vjx2+6PfJ1dXtpTd7Cv7eJ41UceeOTaLU4J+RdjZu4k+U6vbb/uz1/40BkQ2/PNp28598Zf+exdl58xC13Mt/NT73rP9o/e9ZEPXnfGjFP8zy/43FdeDH3ZRV/AWy/1b6o/jNKW9j78V1+9/dEnnz12mO/M9jOuuf1jN9+07UTIlm1NWBmcVH7FoxFlIPmV8uBjBmowEPV1czSxlms8S2a9aqaei5nu5WdBfQ8Srl59y0cRjdyaRMzlg6899/z8c6JwUXz25NO2XfMvd27ZCJNsr/3lzb/w8CumVsaR6676rbuu3bnV2nnZ1JvBSLfkH/n4Y/ddYv+Jt179zh3f/Na9e39ycLn41/TJJ5173ft/665fvfScPr482fxBbfsZl976a5+46eItVsSUh+XcL/3h128l+9LwBiNg/fyimi8vbccX8JNl8H3hvo/+4q6fcM0+vJWZ52jz6VsvveMjv3/LxU54dWP93Nb3nHnNrR/6qDcWNzxcDQ+jb69m3nvP8d++KLwnEbPPdWHH9z55z/1/dteLz7/Bq+6WC2/y31+N9H7snWpl3lW9Y5a/jZYBZaMvlfS0yrfUqj5c8Q0QnesJvrmYddzGQ4jR1oHoAE6wB384J29GErGyWveF4crkRcyf7X7i+ZdfO3jsmIjmg7m50y/+55fsOGMzTKzVpWlgN7DxTDDQMJammqPHbvz4Z+/3l2+bwCaZ8+VVuLzluptvuSTYoKU2mDSObP3U3/9RtZM/uIPdK49tKG1MaOpLi54mOwLSnaFHbKRhOlu23g1FNyTK1xAY7BvBg9V74FWHrXhLrRz3g2QMUA335yGVEdqzXo9Trs2JhIcVT16vrG27/+bB+b3Ff0/d8fFfuggm0xpHzMqsHr+5s67aecu9H7vynE7ZdONe2ZZpYNqXt7SDL9/7V39299Pzsi908+mn7bjpuk/fYQbZhnveMGJmy7YuTKSScqwPYdHNyvsh5b9lnjUgbORiadzND+Q7AKtddtic0xnSCaOhM6ogEt2er1mULN/z7mHDcx1GbUd3/83D33vip7L7FYaLx/Y/98zf/Kf/9o9u2bf/7q//7G++/Vc/fl0+3cxm2BPzTyp+9JlnjsOE2OE39s9/+d4Pb737ybegb1s+8Ozur1z/uQ/f9NTb0JOlHsajT970+x++/uFdIqJXO/Pinr+4+c4PnPL5B15YgmzZ1oSJsbIi7uh34CCZgGGVKdflUuWr/4hZngiWrnJOyWDpjOiEMaajWyZVB4fF75RMFFJ+OFRbNZMRTHxE1ejjZaOIufiP/+2v/7dHfvC0LlwUP37wp89/++GHnz8Ka83KOPKNb3/6jN///bxeVgQAABAASURBVHt/Ah3thb/8xKl33vnlPfzJWWGLBw89f//Dt/3C//zRW57pLZS0tDKOPPQ7X75h6+e/8wKsR9vzcvW7Fub3xE6kc44Ov7Fv1+98+QPn/Mdn6m8kju179qVvFbF4FY/hvt2PqWeuCy8+Ng/92FtPff6cz932e7t5Zz2UVZffX6X+0lHej70DrJplQeOX7lelulVmaM7prDIsNULInbspdEhn9Ohg6WjpkMbocvXzdLDXI4hBPhMl44uH5lhjFc6HfMbnqK1BxDz82pMPfP0H8z9+88gxPVZpeOzY3qef+uu/eekwZINXnni1+u+rux+BybAqXP7e1z48d/ufPOK7q2nZYO57nrfY86/WjECBkTX12vbvevhnkC3bWjTVI0nmXAqmOmUGek6nGirD5zvSMmHGDrp/DigQHSzdZKBzLuXqLfx3U92ar4nVyp0genGH8rNMly/vDSauVxbgjccf/tbXHvzW1/76b/87rGtze/yO/eTRH372F/pISNe07Xv0jq23/dbN33+c9IUWydrjf3zvh+f+4M/XZw6bLdvoDI3uVyPzsrtlZRmSc6meyfK97maXq4/RysvQULTHKE/VrcHJCAsdbZ1JHcFXRszRdNbm5DMyaRnBqOd00u/kK10PyVPY0djh+R/N7+VBdObdF591Ghx8/aWfHlksNuz50eP/9ENXnG6UPrqwKAYvDTZOw9Liun/Keeav/+drdnr0TWdt9agvP/AiycBf2vXA0Wtv3GSVedd1H/n8OSoJfOmb//aHzxf/vfT9n7/9fFVm6w7Pl1tltJ1y5rs86kk7/t02MbJm377Hvruv3LGDu2+76Qffe+DyGehoU+d+8OLzTinp7fnnHn+2zFoPfOPrX73lktsuo8VOvvSem87gXXiP7Prsl/cU/73wd2/62NV862nnBr495TCW9sT9n//GMY6b33P+lTs2Lb726mOPHioqLxw8tgiTPUEqWzZiev5lkUEN2EDrOh7ROZqhNTX9jOptAdWXBsqDyXL0LlgTQpx5mbyL1V1309GR/BWw19pEU9dzNGkZIGtwcubJqN468hmcDSLm0b/77v+x55D4x+CEd508u2npyN7Dx8sYOtz/xH97+cIrzoNJN960lnR8/+4H9vxkoaBjT9385Xsu++ItF0BbO/idWx5+XvBJOz6y7YzZoy/f99Ir5ZfD4bdWZWyKDmpFHHny0UNVxPz7O6/738977Tcn/zQ1samiu3b3/FG4YNMrjxR95VPTsLzoKfbcFy6T52hm6xU3bj3x+P4n799zoPjn609/+sbt33n4Ks/UTF6yvDF48alnj5Vf+8bf33nZ3Vteu/XSU2DMtvDIM6Sj+9Cu+169Zcc2u9CO6z//n9+ry9zy7V1vAJx+0e/f81713ojNF9Bx8z/7zg1fe+gNzqLq7v7GS2X/Sqy2jPR+7B1mTMy/HPB5mUVutYFtsOZl0jLgzMskDF69iD58xqdTpjS/zjxlwNIlizwWgJQBW0fRKatnYVJGO2BXMzIBfOGc0ZAPKruuIvhwknLMlUOvvXlE8GDjyZtPOnHD0lsHDx0uPz7c++r8G+dbKenE2LaP/uebrpH/2H/ft794fxH5T7rmf/21a1SqaGZqJBP0pIH+HJC31Y+8+jJcft6+V3eXrVDRmC9D0JolsA1NtGk6XML+v/hXd2798R992LgxaNdglr90d/Eo94Zt++f/fh/AdPGHwruS1NSXpk+T5xz5U2lhz983v/+WyMuEsmWbVJPzL0WbX0S3DYyPuSG6wyyN1fihAQvN4+QdufW6w2jP0fToBquQiZ71NdHWUc/XlFsBxEsJ9WdRJ65qTudIrVmvLMCbby/wwie9G9aONY6Y++/9wm2ix29q61Xbd56z8e0nnnv8xWWRkO744i07oJ2175VtZuavI9bpy9966o4LvrnrIP/H1Ob3bCsT9uP7n7l/TxE34eQtZ3eK9e0jZrZsa9b0iw7KoFhGt8FAZWGMZGTMm50FGKjO3//K8zjw5mtUZ4aORhn+QoYpNZ9SPX3Uq12yOt3x4r2yrj4cxhUASGUYsb0x/2P+LGnm7F/911ecvqGgne/5u7/+1qtFM3b8pZdfvuJ0M/cYTJ986uk7tv+L809/8/GH/8uPF2Cd20mX3nD5pamF9z7zQNWb/cs7rp+fLzK6xx94Dm6032Azc8HOK3X6t3EXVKH0nIuuvKHuXTcpZbSd+bF7P6n3/IW/vPkXq/cNPvjDx45ffm3XF6OdfP3dn1QvOHr9rts/9pn9UKaje+Ey+rqCTWdfffnZHGefhi+X/z3jusuvrHkVQ9JhLMs98eKBCs698w++fvtZQn3ruT+/6dv7br3tw+0737NlG6PxzK3KOQc8wFW54gDFGiGKqc4zMPGGdJH7AfJHfSLnpE8lyYAh8tQTxHuKWAudxymnpKG7cdOvp0RMiHPxXJPP+GQjjplNIuamf/6vLn/zr39wcPMvvueXrlAvF3rj8f/0xOvFd6wc3LMHzjsTJty23vSxz+pX2Rx87MY/+Oz9RZJ56MG7n7vlnouhpb341KPVf2cu+vy+W6/kj77uXdr7wH/8/L3bb7vvktV4wbgR1OCtH9xxzr1l0vj6Dx984jfNgTtr286986qzP7PryeLR5o1bdj+xDO+57hMXPPwV532GC/c99CDPmd9zzTefuPFsfs9wjzws3/2rb71wlecJ9zk7Pn2vfGfRW898Ycf//8HXyyd5n7/9uQfb15aWNv/AS+V/Tt9x/Y75h74L+x54Zu9d2+z3KW3dfuUN2+U/9u69vXrAecqZxY2f/81LLzz0dV51T77o86/JqnvPq9+87M6vPlvUlu//2X0futMzHmuk92PvMKtSTvVck0fPoY6YwzIXldFT6yKfYkBzQN4fGsj7VOxzszwRaQlTH9JtL58yhvWhG8Kr3Jg+yxQje8zXLIDFMvQqfchnfMqnsKOzRjnmhp+7eufZe59688yLL7/sF941xcWVlx/6zlP/UByKhcNFnjGhDzhPO++G09QP2fvaX0PZom68sMh3zvF/gGSC6Wng9pvv3PfVz/z9y/vgvPkXi0d613/p2pd/z36TPLFGCWxTI23a8VcfuO7uLz5a3Bjs+8ot37uGrirSrsH8yFU3z+/66hOv7odtrzyyB2DHJ7605yvht/wlNfWl6dOUco6EzZy0FQ7tK18mdG1uq7OtPSsjZjVqZ8NAjDeVkZFzETFFvKO6fLInI5p4yogq3yQ66Tu1PC0zej+EoV/HYVzhA3/qeQJ7ZX/2Jp9FMH3i6WtpZaamEfPVv7hjTwVz1/znP7rjBp5PL71+1x9+7DPFg7xD37rjBze3HSzYvle2mSXEmua2+3b5dPPs935h/rf1QNL7Du6++3sHbvpQt6GlrSJmtmxr20T+hYMNTGVYPEry/IsNLF11bgKjY09R5HOQkhCmeflk1NYH3rmYtg/pPo9B3V6bE4luMsZ0NtqxQm/v+xmPpO/6p/+iiqOlbfrnF5xdzSCqemANO/1/+pUP/9IV558+B9kcky/J2XHjxz54Q5WaPzBf/2qd8dgF13/0lzntP7AP+rWzr97e5yie5ofx7AvO0v845eIPP/C5T1+9CbJlWxNWBQr15pxKAUtxdXC8qdMBQ7RrlDkDiZihY6rO/CUNXcc+cOZ3gqEzr+73GNVHnH02jJibL7z8A79+9QeuoEunnL7tTJ6FLS+u9ptYm9vJV959PV9x+/AjL+6FznbO1rN09rXxjBs++ZUHrj0bJsBOufxTd/GHz9XAnfVks9svfA8cfqI4ffteeRY2X7bdd8CPPnZv1WUMUx+8Wz7dBHpYDj35cN1hOWXnbU98hA9NPvDV7z0JY7bnHnug/M/mG676xI3VPr+4+5nONz8v3zvPv+PCuz52paq6s9s+dvd7+QKB5XisWhvl/dj6Nz47k09x9PjAVjpHk5YBh4mHkO4wJOi2hwQdwAnkts4cvS7MU33E1jTHhNOv+I1f+ZUr1NPNwjacMMdfxzI1vZY6cEdi5+0omrI98/Ow94Wi4Thzx4SMvJnddsMjv/1Bfpfz6Pd2vaa3tG0wt51X/LRHX3wF9r5ePMi9ant0JbmRNPXaznn/zTcV1fGlxx+BbNnWnvFhsHLmpTsXUwx0QXeOJvVglWFBhgTd9JCgxxncuZgxHR2fpk9erywcOMjLb948oYN/erH5H+x6vYJLr//UDSqf3nj27R/5IM+nH3y6/xeTT74d/8E3v8pntZ75mSd+23yWefJFt37oyrG/OCdbtrVvA5qR0bmY1VZrLibITIrZczG9naSNddOzgO5ZgxODjHHmw1/JAFnD8zG/kqnnK2vqMspTna7KCaO0vQf564BmT383fWa57ed56rF8aO9ByJZm+x/+YRVft1x59cnnXl29Hmcka4G0s00zI4tzrz/CZ1JOXbSjh9Wm0w/ju7aKUcK77vjfd+e1rLKtZStzJvUqHM4kNwPBSHQ0dJeZyXy9MUenL36PMMYY6xnET0KSYyPJrpEotqerb4Jcd9PSS+Z/csTWOGJuOPmUEzfAOrKtW3po5eG0rTwXf/GH99w3oUtbbTnnJFiftvWiy6bg2T2vvPDiboAdV3tf5ffq/CPVf2d2Xn+1sWHLdRfxd8vLpeDif+raj32E04uPPQFjtSd+uKt6w8ilN1y8ZccvVG9U2vPYIx0Xvj348hP8ndNnfvCG04wtV7/3Sg7zr75e/z0jvB9b/6b6TAH9TPtVlQ5aB1IGwGESlbquxwkehjTmKaZgoTPCAb10Q9ldDUY457rITBWP+BFn9xzz6Ev/96vVlTx32uS/8GDktmP7DoDd86++8sQ+OP0XzuvhTbN92cUfvYNnZPsfe0Sd0/YN5rlXn1mtFf3q88/C1su2xQbRjqSpN+yiapb/rnufgmzZ1pyJfksRDFVvp2Yy4ieo17K7Zqd/1JGPIUEHMmLJZfHjyJqajmdy/qUqI7zIJXUZrYPUK1afGqE1jZhvHOLlN55y6jqeecJfVF7Yjlveb74n/OIrb+Sw7+V34GKTj8w/Xv138yd+7QMTdDOQLduaNisLY7GMLJ6pebpWpV7GFFu3BxxhMnvW4GRBZi4j4aF8+ujM17RZvQ3JLQMilkudrMdZPuMcsJXRrih24K3jHE541+mw8A8/evi5PUdP3vnB95134uxGOLQEsLJYFDgZxm4rb/zd3/6fPzmy4bT/z7+59LxeJ+PtvutPP3+f/ufb8/Hses83b/rTXYay5Zq7brzUE0iOPnNfNbBqZttF58DM7M4d8NI8HHrykb239PHYr7Qnvvf5m542lAve/4nbdyYtCvLaQ38u3kG39exzoLMdfOjWP33FWINz6qzf/eQnrobO1uAwztx4/Qdveal8jd6z37/l1Pkr/v1HPn3HJWfkNwhlW1tWNvsDmjXJyCIY1Jto+WCdAdf5wB3ed6sHDMkIQsvEGLyMNjMvu/MyIzwtRE9rAAAQAElEQVTEaBnU8zjLZ7He+Zo87RaMRBfvbYABw5UVGKH1ETFX3nxLrJhycn8DbkcXMW17bc/rHLaePA2tbduv33Xmt24umvpjj//GZ66/a8en7v3YB3bU3Wm8Nv8nN+0jc3gOjvQFCdUUmdI2n7Le3gdQjhz66p4n7176CWy5fscmeMAtcvQwr6TnbLF7ls858+zi6WYB8/v2AtTe3Jx73Zlwf3Gil19/4SBcNr6bSbmS95mXFA8Etu68dOb7Dy4EX3efbEcPi0px0hb7JnDruUUf+IvF/+0ripwd/5qe78fecVZERL0GJ4LB4u1zgkWGpedolsYEy3jqm6+ZxBBiOY8TPAw2o5fFmpqCqe4wX6+aBGz5K+Ur9miYZ6RkkWMOVyY2x1xZOLDnx8//16f3l1+xYfO5//pf9vh8c3wRs1/buu2i0+Fbj3zvyfniGeG28yA+UTE9ge3Bzrhs22bYf7gc+7IHbuLntH2DWT2q/P7uu3cXseaiy7bBa8G/O5qm3rDpq997Bex+vHyZ0CUXQbZsa8t4jATe98oQDK5GiJLMkejigScDNWpHREw9liiF7bme0IaRzNcM8bCmDBNzMYdVYqnnaDLNqvtZRFjKOKzy08mKmPuP8g/MbTkNRmmrGzEX3xIDVrZste8WztqxBb6xvzgQr7xWdIrCOG3fvd/8/Dw5Fq/tiRbXHafKdtz6yQ90WIBTZamBgarZsmVrbgi811WkiKjypoHssazeUquzsIHOyFAErrpuVj8zi1mMkerhNTg966/UednvbHlwdAiU9JbhsbPq8hZzOkdpxxd1pD7w7POv/rTo0/rpMz/6h/Mu3rgBoAilx98+vBprnux9/G9f3V9Ou9/31N8+//MfvLDHcUn7Hp1/6NH04ofmvzFvzh7ccu4dN/oWNXnu8e9W/71hR5n/bL3oyu0w/yK8ct/8/lvPSHoGWWuv//1D3zCV7Vtvvn1noDTJbPfte+y7+8RLLz5xbR8rsiy/8uC8XPflpCv+/a9++Nb379y6EXqwRofx4tte+NjhHd8sF82CQ4//8dce/+P7r/jSzZ+99eJ3/Iussq0dkzkYML3ipmKZ4+muS4vJfMrKk0+RwUOqJ5d2hLrc0rvra/o4HDHBs8IZUYYepp+SLLJ0GKH1EDGPPv8qf7Xn5tPO7icwwEgjpmk/eeCm7/GW/9wbLuqy+1tuuu2eF+789B/vWwQ4/Oz8nTvnv/KeHZ994LevPCccRxb2Pf6N+hfPPXnjx2+7P1pi+3V//sKHap7MvfDQ52/nK36V7xKA9WUzl207F1568KuHirz4PG+PgHqMveNM50BVs2/fgETbslVMhD1c9lCM7UjKlby3X7Sz7Fi/+Mob4MH7y9fdPwOX7ITWtu+V6v35sP3Ms+xNJ7/rnKq/3m8jvR97h1kVy8RzzcB61WJkqhwbBJG8T6zZ6YtNAxZfdzNlPc5UL544Eg558dTSNyJYfN2QhHbJ1f9kMAY5Rng46hmcLSPmW8/+9bdfOyQGK02d+ovn/YvLzj99CvqzsUXM3m3bzuvgW994+sEiBBeP/WoecKYnsH3Y1vIh5iuiqefWusEsQs/FO+H7D3316eJ7f73oAn4tVG5ETb1pszuv+eV7H/9u+TKhizr0R2fLtgqG1Rqcoo+Rr7gJhOnCYT4eaOafkitbM3MNzuLbCDP9ZHGVPf+fqUPKp8TcTRgKLn/XpPXK/uMB3thOnbBlpKP7Vzli/mRepGMXOglL9S63/bAadvjZlx56Nr047TgVtngjfAC62BL/z4wahrvvxceeoG9F2nTWdTvPzhM/smVrYGou5qB6P9xgILIzyYEuVH93qvyUL/EbdEgambEe55R3XqbNaV5nzkohOhJFjiZOYVQ8hOpJpxgZPAZbkmF1ZWVJq6OdDxOy44uLEheWipC6BpLPJ+b5ElNX3HBx9d8zdt5wEvzxIXjy6Sf3Xb8arw5wM9tyDeo77roYerbiyeI3i//bXHRPP/zJKzv+0qaHcetVd7x2/jW3f+0LX95zgO/M7335A3dd9B/mb702v64h25qwKiAOiz5WOVKWvmNHzLmUI4hsJmXMyRtQM2AIvdzSMy+DxUjmZcqSYM3FdJRhgEUZpFy9nwjGZq0i5tHd/+drVW/cYMt7Lv456MtGGDH1GFXyYAbg/I/e1PHNBJsuuuuPHrjhoS/e9Fe7XlyG6jHnZ3/h0xf++1u/cNf21RihQl9L8OJTzx4TR/SXr7/+HFhvds72i2YefmWhXNvsXD4ds4EdPJD8dHPVTK7kvfWGnbya7rjhfLj/JVh4ZtcTsLP9wnVLi8FNB6OraY7tfuwdYNWDueGGQTVrUzzppL2WYhAtikG0Jut5liYzzQEPydzGg8NGOHd1GtTVc0oZDflWtGd2yrA9pE86YVzWIGKeMrdRy8sHX3vtmQ2z73vfWf2Nj1iDOaa08t2t39hTrglyWU8vBxqhtW4wC9u24yoohyPPnHnROeFSo2rqLdu088Yz4bt7dt336i35AWe2tWV8jmY1jqfsUAUxIseYlymyKcmoODoXs56be0hmx2NAQWfrUHFxL6G2UpZlKA9RvRRhHJYSMeULgWZPejeM0lY7Yh4Pbjmw7xBkUzb/0Gf/LX230ZZP/f3O/J6YbNmaGO+xHDDd2yp7MlXmhTIgWazzrBBjgp7mGeEp/fRRv/ev2rn4nE4fgzUfJaSjOTe0jleGK/oZZzlWaKSjhWanB4pP/5+2bfnvP96/MnfOe85Sw2E2zq3Ku3t+4X2X/Y/v/GD/0oa5bVdd/C7o06556Gt3XKf/uffu2z/8e5GxPxd9AW9NGe6qXpJz5dXiiJ1XZKF/vJuvBfKBG/s4jB/5+GP3dXjlzvZf+rP53zyvn4E8Rci868PncF56+4WnvnLdvQ8V3dNn/P/+w5v/y7UdFpdqcxhnz7jy7s9dedfeJ++5/09+b/dPCuWN3f/fC/70xH2fvDSPWsq2RoyprkgePvUcTVRvlGVkvqap+5kOKgrpEbZjpcF0jmZIt9hfBj06eLf6uXzDXvUxxuejjNa6RcyVf3z8+/N7y5R18O5/dsWFPTZPI4yYvjGqJ33wv3yySzuv7MTLrr/jhet/f/7Rr9/yl3/xZJE1Lz//x1/49NY//Pqtvq5be+blU3ewr+1ySp17+02fvxFidsqZvkPkGV1bPIL6k/uuWo/vA9i242p48Ltw1nXnb/E+4FTvoX1hz164xDwZkT5rnx2H8dvCI89UTxOnLr1BvLiJT1p9BZaffOBVuKz125zOvHA77Kpeq/gT9/W8jX5pn/dj7zCremmrmSUgIwsTMW5AcjGTdRwcGDldejz1zdeUOuheY69O52iGdP08Uujg1dHVjeANnpmdSLiImGXmWy0ohiOfwdk2Yv78RVct/2wBVg4e3LvnZ4cOH9v/3DN/89pP/9Vv/MueRgWNMGKO2qp3t+7ZB9svvSwyr5FbagLbjx13Q0OXBvPk8y47CR49BDdcdFGRqgcKjaypt23Lde+9EPY8/8Aze+/KK8FmW1MmZyVW00VAjpFlEJm7OQiwM6czpNN5nLSMZ96nZw5lU90Y4WTqGNYZ8+pVv7MuM8SViqtMEyasV/aNN9+u/jt38s/NwChtlSPmWZdtgfur99C+UKQn1sYlWCU790tmrvrw3VdeH1k4hXac9mwL5VsT1ttaKtmyrZKJIEC7ZeUzxQHJyAJMX5cXzNRkL6g5L9PW03lKztfku6qjVGROp37fkejJlc9ErTU1A7r6fvtpKDPfT0vLQLkyysqKeNIJI7R3bS76V8qXDhw58DO48Pzr/t35XF95/m2eemyYWZ0OmM0XXvHhC2HtmHxJDhx86PY/FeP039q/uegdhp7XAkk2ldn+7IHLPvPFJ4sMc37Xa795Xv9vqN944gWXf/aBV5/Z+f198NK37t177a2thxV3OIyzZ1x6663fumXvd274wzu/uwwH579538FLb1pvrxbMtl5NhE85L1PEKVSz/IUOoFiHS7MME2+pBXOwUUAnYdfWGdE103mZId1mPuzHr9vlVTgUOl2Ps1yRm7lleIf3sNoKw0mNmEt7Hv8v3/9xNdh287sv+dcXboY+bTwRc/PpW3fcdO1v3X7VeX083VR24o6rPv3EVTc/8fVPv++HxUO1V27/6923/nbrla627Lj8yq5zLKbe9Z5t19/6oY/etG2dvu1807UPf+3aaIHNRXdJUVv3HT1sbVFvrz3ntJRujt0Pi7cQnn3B+OYbzT/wkvjrd/3p50VdPch/yL6yh3pb213ZtHkrf63i0fKCN651+TLG07f4DsvY7sfeAabnZQ7UDM4Bn0NZvT2P+eZogmKzDPD5oCSW1ej8m0E/TFSzJyM6WGVEHmvoOgAjqG5oVwdLR5J7VztNQjt9filDO5MZuIitox0V1DZibjrz/Avlc6SVf3z8b/9LEToP/4+nfrTthvf107m61nJMYjt+8y/wN2HybP8TL/2kgnMvU48AWzeYpZ131xcfuwviNrKm3rGtO67Z/u3nX9z9zL78gDPbmjI9R5OJeZliDU65EgroOZfgslj3hOh0zU6qD7Vulq/CldIdRnuOZgNdME8zPTqAmmDDdREyRQ+t43nHNo+Kukz58BaHKyBmc47OGkbM/Yd4Y7dh6Y2/e169WuVN8Y7w44W44d3bLji9h47c1Y2Y0+UrWMtHvG87T/Lk22tP2vrOe23bGRecyQ/L/COvwo3V+2Cuu/WxqvLWzd7Jli1byGQexyTLuZJlPyojGRl42SnD1+wEMLpZWVgXHbIeVs9NbT28BqdvLqatt/IiQ0axvmacAfRb8oU+4uG1pxex9M3jZRjcewxOU+8c2LOXh8fBSWeMdtnqdWKv/fAh0YnnexHZA/O74ZLW3bWd7bTrbz3/i79RJIGHHrzjqZvvu2Qkw7xO2cT76195Yo87TjfVuh/G2TM+cMfOr3z36eKWb77oV71p/M+Vs2VraCjzT1BZIllLTG5F0NmpYnOOpp7fmThHE3yDhyDt9e90zmVIJ3FwGIiPw2j0DERMOjYIUK+MIu4qRmntIuby3h89+H+9eqDKize/+7IPvu+frZ2hlvYY1bi9ZT4PO35sIfWTcOJlv/brV/3wzkeL52qv7n4NYm+lG4k1G117eN8x+s+Ft1ZtEPFoTEzxhDfmd71gPIfb//BuPuPzrKt/of5e4q0f/MW9yxWdeYnvqbM17vjwvl4O41MPiUVYfbNyyx7qD53RsitETiqCl3Y9cPRa+kqJR55+jMPV286LfcNY7sfWt6GcuzmQ8VGvCiZ7cUU/JlPRU43IIWVINAEAX95nzsuMcRvvzuOk3tFpkCaerLjJxwCJUb386aYVnoEogmGk1kOOueHnzjtt9sf/o/iSI/t/VvQAQ7ZJtJ88dNeeCui7c7s3mHEbXVPvGl8wZc9DDx/qbfH0bNnGYCjmbvK+Vz70hUdMOVpIPL9Eb15VpgAAEABJREFUlY0KtvpFAYy5mL65ldBszuUq+GE1C1Mw+hllGdDPTVHM45ykXtk3joo85PBPn3/ip853Hdv7xMtv/uKWXh5wrq7J9xbA4/c9s3Dj5eS2+bnH7uNw5jtxdeQd23dA2Vl6+Kvf/s4dF6evhrbeE9hs2bqYyrDkXMzqHe9yfj/Jp6oUEyRDu+7URt4377P0A+8cTduHdJ9Hh3UWTeZxWrrJjmd8kC7pwx2ZbTlDxM8D/+O/viFf7H70+edf531SJ//cP4Nstbb/kd2xVawWXnxsHlbRZm780EfPLuHw/Q8/tA9GYEuv3/e0OAKzG6GtNT2ML9/3l0++cNTqQH/9kVd5D/vmU/LrGrKtBVOzM6u5mIZienAYjDmaft3sFHV1Zujo1T2eeXUwdB0TwWGo1dFT0q/zqS089sNorXHEXHrj7x7/y68/xZ9uDt697Zd/Yy093Uy2M87gueUbT3/r4aNKff2e7z1eAZnSUdm+Z75z74v7rTfUvfXcU09w2rR5YvPxc7ZWsRT23fNXT76l1J88eBefR7L1wnUyJ69acqy0Q9+68S9fV/JbP/jK7bwX+6Qrbzir5jveeu6eq+/dxSP0B6+5hube52zlH378rofIlz/1rXv4KxzO7LRmjFzJO2Dl6+6hrZ13w3Y+luvxW/6jrgDHX/3mrU/zG48rbtgZ/4bR34+td2MiP+IzLEHN1FS6rej5lwZTH9Ahmdt4cBhiOg3eIZ0lhHkmvlyH7RFa04i5fPyY/RVLe378MxErNmyAbBNox/d+54YvfJWPTz37/R8kK192bzBjNsqm3rXzbtxRBLH5Ox7aDdmyrR2TczH5DEtjziVwVoNhyJxLqTOPDo5vqpseEnSwPYZ0qNfR8SG98lVfrJrfCaO0JhFzZf/bq7EExGrYjp2X8qeaD95/p84xl16/6/4HRYrx3nfihIat7//wBzntufMyEmFD9k5JYLNl62IqC6veDyfGj0KVMVHv5lmQkH811U3PAvoUneHhma/ZhcnMS+Pds4GtQ28ZMFbfHPH7aSs746Lz5/7h2SKjXHj9/9i1+Is/f+rc2//w7L5DVVTduG2b3da99Q/P7BHrOR9/S4Te43uff4bjzJYLzj993EtPj9b2fPOmP93l0bdcc9eNl4oOu6PP3Me7/M7/D8f+l2tpz+wT//H69xVZ3KFd9716y47Oa4E88b3P3/S0R7/g/Z+4fWd0SOm2X7/9zG/9TrGTe75+x3M33HMxdLWDD936p6+I1wEt7X34xfk3+L0XXHHddlLs6OuPPPMTHkQfEdVm78M/eEzckZ124Q3byW43PYx7n7nr4a88+zDA3Nb3nLlzx6ZyTx55cV7cBU5dc2P3n5kt2+itiAUb+FhaNZuTzMsc8nFDjh4ug6QMfZMtJDB971AyB+duNuUqb6Qx1De/0ygD6u32vPxw1EOCGkbMNx7f9b0fyzEYm999wbYNe/7u+T16+0ln//OfXx8TUi654Xy4v8iRju26/vd3X7V95zkb355/7vFnxey9D95ozgGd/+GdN8/DzbD59C3nXn3mGUVrv2/fY9/dJ2Z/XvreSyf3XUM7r/ngvbseLGLg7ttO/f0dH9l2xuzRl+976RV+ki99/zXneD9FI6ZhO2795AfcccftY31vtuWmX/vgrV9+8CDAsw9/bHb+ihu3nnh8/zP37xGP5H75Vz/qzYRfm/+Tm/adCPD2/ItPPXtMLsm29VN3X25MVbzgkivP3vWt1/1fvvkTVwXWjUs6jHIl75M++swXb6HHdt/3PnXG/fOeMeBN7LJf+9RVT9/5aKACnP1Lv1W/4Hrv92PvMCua+Q0byog5IP2nA9C5VTk3Rccpd45mGTVkGfDFVq1DQI/M6QSm53362D9302H1JiKTh2bAhuD8Th49gb/wgb4xaWgwwkRFzJWXfvTtHxwazM2dvGW2fI3iyvFDPz22JHLNwbvPPwfWiy288MxTL/CO2pfEApOv7X7sATGRYutll5/XQxBMSWC7fvnia68++egh+eaGuevv+ZAxI7OHBjNozZv6nxUf4VFm/xP8UC89X+Sk/FCccuYlV58ViwtlJ/v3H3z9UB6Xkm0tWdGXuIFtQLkGp4iYDGSvo5ib4szR1OwpA4HyHt2cx5nCI/IiPaS9uEO3R5eWqQJq9S49MXdzOOqA2SRibrjwX33U99rY3X/z4HwZVE7d8fFfWr23x/VrF998z5kP3rwnkGOe9NE7Lp/4t6E0TAOTbNOVd1937oMPl5NDXn/6tlOf2bz9jEsv2zJdzhjxvp+2aQLbLWJmy7YWrZyvuYGR98ECGFnYkA0Gru4tk9j9SudltuMp+v46z3xNIHMx/Ww/3dQ6IzoTOn9aScsIfShXdiEMtO9Y6sNRd9fCaZdcseOnu+b3DmHl2N7nXt6rNmz+p1dc8/P2cNl/fPX5J960tCOvvvz8q/wjR09fbw84fe9KLW3LuXfcKPvgnnv8u9V/t2+7yJp3ctmOS+HpXX2tBfL63z/0DZ++fevNt9eMgd1y0zVX/M69jwMc+OpD37vr4mu7rqDmex0QwLuu+sinjWT14JO33PuVF40yz3/53s9+meNFX0D6gLPpYTx2QGSZx/Y9+9JDz5p78u9u/sTVkC3bGjA5/5Jp1u/NQ0bmdILo/JRldHmwmff7ugOJeC+sqwtmuoM0gYHM14zwUPYLA9P9yCDeT0v1Kt5JVjoQHURPcelFaCQxvuThqEcFNYqYK/QfnpcInTq9Xh5wztz4yS88cPtt9xdp+fK+R3c/9KjaMnXhl266wexLrV5MWtrhN/bP37/fjLBbP3Xv9RP8CrhNV9778WvO+dqu4slfcXtwP709iOy5P2IWtngjfMBVO8T6/uzi25647uVffPj5Ahf2Pf4N0ql7+o4v3HeVf3VSq2RpWz/6o8847/7ddsvD1z35i1Va7nz5HXeFnvmlHEa1kveZO60ug60XXbkd5osbkgefnofLA89Qa+20Dzzw8fkLvvZQud6RUwEe/s2U1y32fT/2DjPei8rX3eSxciDHhtrzNfm/RXmm5lySMpLFF/t1ILrBzMNQw2Az2jykeS/oIE11sb9qlU3r6SZ5oqnG/KL4MkMf8Rqc0DBivnGg7GkbHjv25j/YMzlPOO897/tn62cG54GH7/+stUTWkz/87L/9IcdrHrr8juugs6UksD1++dw1/+lzn73OemDZQ4MZsBZN/avf+rf3mk98D+36Halsv+7PXzgrmqdffOUN8OD9kC3bWjI5Bki2+fzFe2QdTVDzLHmWRcuDU0bM4xRZK4Z1AD02N5npvMxUrnpKE3Qm3jErs1RUPKS65OqrdBkQ+kRFzHeObbnpti88cvtt3/DmmL97yxp4P23DNDDRzvnQn/zo6G3v+/7z1Z84/OKeXS/uCZdumsB2jJjZsq1FY6K3E6pAiDJXYgNGMzKRH6JZ3szaQDIyvmSKX2dkHmcyq+epJQ94ZFLzJrU3dRZk1pr5MFow5mv6WAy3VWtwjt42XfRvrrv2snefMDcQwoa5LRfv/De/8S9/DrIlmHxJztYbdjoN/cVX/HL133ItEFhNm738w5+Yquilr971KvRsU5u3n/nrX//MNx+5tn2oa3wYz/z1h2/61O+ef+Hpc5uVNjN31lXv/8wzX3jw3ktOhGzZ1oJhlQryrGyo37MqR72YLPO3aqVrQ5eLanVhJDlqjUeZ8XoZg8xSuToofBU0rRNmgkUSWv2V4ZCOYRqV5YjptU2X3nfXN7/+/h3b56aFUrTGO37/R3d99Vb7XaYzN3zkT/7XX7rmqi1bT56S2tTm07de86WP//mxP/rwhL8k55RL7njtDz7zu2eeJXd++uQtO/7dr93z5sTveVO74ENfffMz9JeKc/TaJy+tfyY3t/U953/067c9cOyPbrlsk/fLv773f/7UR7a+Sw4ALr78in9/U9qXh23f7sf4mKpf3un0eFSLqJX24mNPQHs75ZLPvvaHX/jSRReeTirA737sz9IrwGjvx9a7yZyNvkFHjkOFIJfjaSJlUDG4DH5u48Fl5meIsSeQ8+TRE84t5pGVZ6Plmp0wcmsQMWfffepJm6c2kk7cwfTUCWf80x2/+su/cvVZmyHbBNrUu7afef2XPv7NY39yx42+FVW7N5heG0NT79ilN62XCVHZ3jkmYwDyUTJsoMfliKEvYLF4A7xiqmPd2+CVhzbMRs0gmf8mV7eZVYFVrsE5hoCZc0y/bbr03i/++UPXXfMe1enHe/w8OeY7yk687De/eqyIsDuK7Jt2hxYp2K9/6dfsVzW8cxLYbNlaWvUYDuRcTJF/xbtNVT4Vz7/6ZPVmoOoh59JyDwvpDkW/qv6ZUh8y+S81eoj5Wa9frd6fAHKAbXlXgaXn/zt49O1C3PZz50C2bNmyZVsv9uo/vlb4E2dPKGLTYDBgykCO0JGm2CsqpvGIbkY9tUPoVBmRF3tRRUzFSH6++zpZqhgs56nwew7K1eIo/y977wEgR3Glj7+atLN5V6ucswAJJBFFkMGYbMyZA2eDzTmcMf75nI3/jmdsnwNOGJ85bJ8NThhsDhNMNDkYgZCQBAihnLO0eWd2p+v/uqpDdXd1T8+utNK23ndc+dM31TM9Pb1T8+rVV09ADpicd/R0Ao2YBAKBkCzIEbMml8dRLJ1KYZsyR0uWsvbcc3cXSNn74jDmJg3DONiK9kUHY9GMF56RURnUgzpX4m3NiOmElQo3R0yxM60dYvLuXrNqBI2YBAKBkCTIEbMqk5MxphwxZYypHTF9EWIYj44lBxhjSsThDri1f6z1L4cHdWcH2gA3rElr7jyD7UkRzyOHTFEFxSiKmWQaMQkEAiFJkCNmJp0JnZW1hxeHWxFiJJcQy2U0w16YXlGb0vg1xavqdIV7vZ7KuKdw8Hs3pf/S8XF6ub8FHvooEAgEAiHJYM5EJSgeTb8ezrlVLYTprB3g+FEcXeE8hh7gvLwOkRwUf6ftv+Ra3fFugsoVfyf4+hAIBAIhoeDunnhM5dKjqeqgjH3g1cG2O0od4nOu0cGnc58O8TjXcHUg9+pc7sfuG+xBM5xbq5GdPKiiU4hJIBAICYbOoyk3ODeYokdzGXcFdB7SP46u94CCokOkDqrPkof4LxXd9l9aOnj6MEVn1jWzuarTrCyBQCAkGSERmdjXXR+deSI1Od1pe0D9/ktf/BWpx+cpqwqmk4m1E6u+WptqHzEGs2Afr85DdYfb9TXBGtf9urU/rfwl4dbmpBlbAoFASDa49cVvDliGXPejRHQuNzjX6joOMXTw1tcEhceuuxmm6+puBnSm6cOtnpLbl8autWnpgjNrIRLYdTopx0kgEAhJhlVQkjs76VmxkjJb6nBzRxx3XAv2gTAOYTrT9AGfbnMrXgVQ+oBfdzmL5hBDB3srINCtNbY621G0pRMIBAIhobCqmcj5VrmfHLNW4VhDhMK5u07Iq+v7q2uMZHW4P/kAABAASURBVPhVXoeoupthOo/SQcaMHGLo4NTUtDm38pl+XVYjlUEouLU5acgkEAiE5ILZE49iQDJnF1Oh0ZncLydGpMYAtHFZlB5Zd9Ojp3xeTJd7a216ddWXCYZYMxvQWZguuZWt9Po4rT66epzgclorRCAQCImFE9dBaN1NULjSh3PPgiG1v+vp9C8eCtOZcqzScp8Cob5MrtVFXUxNH7/u47L+dFjdzWhOIBAIhOTC591015hCVD1Oa2TV1t0EERMqOjgOS+4Z+yDo44xolYE5VPcO3ma0DJpB3evXBIWL3wKGZ9j2Pequ8wVfH3JwEggEQpLBwVk/6nCu6Pa6n4DO7VVEPs8lWAtpeNCLCeG6pWg4i6GHckP1ZcbQrVexaoqV9336dKAhk0AgEBKMQIQFWi+mv4/cKSckzrKG07h6SLzG/N5NW085vkkA8Pg1y7U8VOe+Phz0Pk5va+rOuuOolvwoBAKBkFw4cZ3dQoBbw1tQ9ywYUiY/NQuJmEfncXWm7+nR3bEv6OMEj860ur7lfsWwRveQPo6/k0AgEAgJhW/m1NeC198Z9HS6fdwWwvQAhxi6v4UYOkBgIPfrusEeIgZ7uXORqzDdQA40ZBIIBEJy4aytUaZGvV5Mdx1P0K/JQjlUrIO2j1eP5hD0aAb0AOcxdcPxaDJtH3U5EoFAIBCSCF3kJWcawW45QEjk5XorK9O9LYuhqzxVQd1NL2cAcfydeo8mBCtrenRRrZNpFSAQCARCcmHV2pTreEzBraPJubtISNVVzgKcaXSdR1PDeRTn5TkEOJTRw1sWqtteFnc3fOEHZdZKKAKBQCAkFE6tTe+crMajqY6JEOAQQy/DbR8naDjE41zDWXkdorid3bQVc4chVZdjqBwwabqWQCAQkguRt5Nf9I63UvVogrISaCCcl+UQQ4cor6faMh63HifT6P66m6BwZvk7Lb+meC0z6rTWQREIBAIhqRD7tIM1PPoiL2VaVhORsZDozK/7FxzxAfOUr+4myEg1wHkoD6mvWSlX6246POXW3VR0GksJBAIhsVBiM4sDOLuTx6m1WWk9TpdzP2daHvRl9p9zH9d6MUHjy/Ryc1xPKXU3VZ1AIBAICYU9E8o8fk2m8WgqHAbCIYwzi4OGg59zLWf94wARg7oUmJ+ngDt1N+1olEJMAoFASDD8fk0Ae08gv+7jvDLuX1cE/eGqL7O/nGn9ml7dy0HLU07dTa9OIBAIhKQiEHnxEL18RKbnzMdZfzhXfJw85fFlhrcslLMBcglt3U2FM041OAkEAuEIAHdb5nAWyqXj053MhJAFQ1Hcv3ioTAuRHk0d56GchXLQcQBVZ7E4gUAgEBIKe0y04iNnXjWM21EV2M5LXX9XhyAHPa+wVQZs5h+8K+WhA3x0DRiHc1UnEAgEQkLBralU7uEsRBeOz7JeTB6+S7zTQn84O1Ac4nExLEb24UFOIBAIhISigl1z7B1xoEzMNRDO9Vytx8lSHr9mf1seyoP1Nf26zStogUAgEAgJBXNbHoNbU51BLsdDSw/1aA6kZVqu82syLY9oDdWpGWx5HM4thUAgEAgJhWYuNWTWFYLcndvlVjpQVby+zHK8Py0EeJlWO9jjSGdw/2AvOcQazj31XQgEAoGQULirdlTurmEt78UM2xPe5ZW3EJvHaHlZ7tbXrLRlQU4gEAiEhKICjyaL4HLQjB+XxYnXytbgFK3tg1E413Pu0ZmieHmwvmYYj9XKSpxAIBAIhISCi8DSWRgEil8TIG7dTR23lwGV4TyK8/I6xPZ0QkU1ONVWWc0U9HraOpN1xQgEAoGQVAjHhTveeedbPTooejSHIOcV6ADOuObwMB3c1cFRus3dMc4evG3Otbr6KPNx7tMNGjEJBAIh0RBrebg9EepOutqrfwbCeQxd7/UECK+76dVjtF6fZZTOHB0UHqb7uFWbk0AgEAhJhZXu00RhYRFZjEiN+6ZfdXFZ/3nKV2sT3ESsFSHruLeOZpjucO7X3f1mFR+n9caZtu4mANXgJBAIhCMASkQHSsxmcXBiLGvXIE9/a3edgG6PaxrO/TpTdJdD0K8Z0CGivqZfZ1odFC+m00fMuvo9mtabdbyeiuMTfJxAIBAISUXQl+lycHyZ5j46is6sgJU7XNWDXD6zkqaM0u2zAoUrcaxHB+/qYLUPi+bg5U6VTe4MvfazWbAfZcqaYk1tTgKBQCAkFH7vppeDNWCasZU9Zer2Ae5O2KpeT/CsK9LrAc79Hs0K9HKc+b2bYTqAFUWCo4s+nDuRqe319PaxOQ2ZBAKBkFxERmR2As8TeTl9rAFCE6mxCD2yvmYsPeXzYrqcl/FlRnPgSn8W0p+FeDrtXKaV6eRWDE41OAkEAiHxUOM6p74md9avunEjcDtS1ekQ1J14FTSLh3S60oLq3QzRwefRZGV1e2y1xjhL8fdhDLweTY2eMv2akoPSUg1OAoFASDbceVXOnd3zzH9DdH3NMN2a7TUMZ/xiEPRr9qNVBmZrvhj8AzbTDt7ePjLIDPThgf485FEOKeHXBHsAVvsQCAQCIaHgztQrE1EhA8vTyVxd68UUx3qdl3YfEK2zisinh3A2AD0WBydu5qDV43JrDlb6Nbm1khiYvT6KQCAQCAmF6r+04iY5IIZHXhAZf9nc2meufH+1vmao7mYhzRqcTrYTwOPjLNfyALdbHqF7eWTLQ3UgEAgEQkLhxHXg9W4qHEL8nV5rhzIpyoKWD+bRuVbXtEyra/ydWo+mt2Vl62vG0rm/j/WStk4gEAiEhMI3o+prIejvZHodVC9mXN6fFgIconTvoK7XdYN6UPcqYbVbCAQCgZBUOCt1lKlRpiyJYZ4WfH28baW6t4UYOvhbHqZDeZ0H2jDd27JQHWjIJBAIhATDip5sHoywwvTw+Ku8zkPjteg4TrbaGpyxOAO/v9NuWYTu5ZEtC9WBQCAQCAmFFXHxMpzF0N3lPhBi7bA47w8P8W6G6WB5VoK6t2UBJUQHS2cKd1/e1QkEAoGQUHjmUgMcXA7RHOJzruFQhkM8zjVcHbwBdCuF/YM69/k+vQr39VTX/1KISSAQCMmFNZ9pTYp6PJoHlPOyHCBuPU4I8XeC3nPp1bmPs7I6VMQJBAKBkFSER2Rh3BeRlYvUuD4WGwD31+DkoZyHclYJV+tuluOg1t2kGpwEAoFwBMCJ7lTO+8khHmfuRGgMHvRlluc8gjMtBz13/ZoQkxMIBAIhqVBmSCM5DISDypmGQxkOfs61nEVziMfdyppBRc+ZywkEAoGQUDi+TOCVcR6Pg7LGKDZXfZk8Su8HZ4pfMx6HMpx7OIFAIBCSinjR2QAiNVYJ54pfM5SnPL5Mpx6YhrOBcFnpRPFlgltlU6ertcesupvKswGBQCAQEgoZLYnqm8yeVwUWyqPsHLKyVnQfcJYTxWr1vkzVi6nnrAJuVtNk1jOA4t0UOgN9bU4/l//RngcEAoGQbNj1Mq0VqwHvZjjn4Po4uchhcmVWV+/X7E8LQc70HKK4fiB3qsL4BvVgfRcezq1i2DRgEggEQnIhJ0sNbjjcmgt19m8P0VmAi1FE58uESjk72BxUXdQKja+D1w/qrH2yOYFAIBASCpmDMzgEp00r5G6c1f/nUetuhvKU48WM0/JQ7vdr8lDer5ZTDU4CgUA4IsDclsfgMlLlDo9eMMS1vIKWRXJnJWwor6zllXLu5zRgEggEQnKhmXUtx825XdeFGeXL1PH+tBCbR7bxVwfrWxaDEwgEAiGpsKZANf7L0Lqbcv1QoI+3DdPjtRCbKy0fMK+81fg4CQQCgZBQaCOsSC6yoV79wLVx4rhyNTi5R2eKwjy637vJQrm+laugtI8awrPCqQYngUAgHAGwoi9enmPMKTlTdOaxdkTU4+SsvB7gvLwOkRwUfyeU0e2amgqXuhh4PbrNme1lsX2cNGASCARCchGcnwWXA6hzr1Yk5eoQn3ONDj6d+3SIx3k0B1X3DvAeH2foYA/Wbg5M6Wn3MRyXp6MTCAQCIaGwV/yAsipIzw3OQ/oMRI9bdzNMB6+f0uWV6uF1N+WcblAHy+Xp1QkEAoGQVHgjrzAOym466sykLyLjHkWvH5ganDIqBgDLhWlzry8zTOehusO538ep0W3O5Vyw37sJQDU4CQQC4QiAEtHJActQFg9xxa8Zp+5mRD1Oe5WuonO/7nJQ/JoQrTucR+hM04dbPX0cgr5MW+f2OYBXB6rBSSAQCEcClNlSEDvvOVyOU45f06drOYTpTNMHfLrNrXgVQOkD4TpTdA2HGDoAMK3ufZRbT6Bb82vpNGISCARCYuF4NMVgxQx3pakd2bl+TXX9kNrH7/WEGHqAc79HU6PzKB1knMghhg5BPUbdTWfq2uvdVPvQiEkgEAjJhTfyMpyJS2f20uDhkRpTdQBPzBWmR9bdDNM9POXxYnpbry8zTI/Bmd/HqdF9dTfB9nQyXT1OAoFAICQU9vwp2LGcxQ2uzLo6UZenv1eXnJfRmaIrLfcpoOhezkN1pu3j1b0c9JyV4VYQ6tHB4QQCgUBILnTeTXtVaEC3ZmkD/k5wW/D08bcM9LrSKgNztC55YCBX+cAGe2shkPdR83+4f82vjHNpxCQQCITkwl7cwq11P5JLv2bK4lrPpaUDBL2YEEMPcBZDj8Uhhh6L89A+rqfT2x9oVpZAIBASjJAIiyv73+j6HEDOgvFaQLe4jONSjp8yrOWhOvf14aD3cXrbMD2y7qbdAtXgJBAIhESDuS0P4V4LByg8aOFQWwgooTrT9/To7tin83EyLS/f8hi6h3O/bp2KrRMIBAIhoZBzo8A0s6s+HZivhTA9wCGG7m8hhg6gHcjVtr+Dva0z3UDu05mqEAgEAiGh8K7gCa27GcphALq3hdgcgh7NgB7gvGKdafuo3k2tTiAQCISEwnFbQkjkFcZ5DD1ey2Jz2WbcPCKwMjzQ7ulo7ekt4rPkq6qaq+vURwFA7WnumKQeCwEdQnraithzydz5HQgEAoGQXBicp1lKWSTk7uNqjxRabvVJeXRQjoW9HW1Fow95Pptrrq53dMMwUqmU3Z+7O9M6DhhWTo/H8dB9HW2FUi8q+ZwybnpHTHN/JM+ICY4un04+p80ZV/2aso9h1eOkJUEEAoGQYODXfDqdAnccdOZYecqN4/xjKLh99LrTf29nW6GviLw6m2+qrjV1g5sjpjUSAXNX0VpLa2JwZzehKC7GTJPjOfT09Zrxpjlu1gKAZoBXOLd2MgAnJ8qV8dGz5tdwdPN90YZ7BAKBkGDgjGKapc1o0Vr9Y69PxdHQ4baeYvb+c8E+3HZMOjOZIMZcwfd24bhpxnrVOXPctEbMQH8PH2Br70/gKOY59Frxpjl2u7O7htWfMXCONbmtg6MbIX0MGT3TgEkgEAgJhhnxpZnj3WRqtJUCa9YxIiJLOdzfmuNRSuGM7euU4yZU5/PN+VpHV/vE4baDExSVCTliAAAQAElEQVQvpp5r6mviGYA4uKdYCOvj51a4CopHU+Ue7yaEcQKBQCAkFJZf010kVBn31uz0LDYyM4uCF3qLnslPJ3Pp5RD0ZYbpZbk90PeY2U3zVczlQTF8mdzeN49bb6ZyTiAQCISkwpqNBa1fU+Gg5bICmbYPCN4jspuI7t4eS2cQ9HraZwJ+zrWcVcRldtOMN3sLEDbAy2lp61BPdlNRWCgnByeBQCAkHY5fE7ie80huuBVMnLVEHg6Ci8yiybtxjlTRQ7jqy+wvZ35fZk9vr9S7iz0Q7CMnqu0hE7x6JPd5OgkEAoGQUIRHZxCDczfr6fd6BmMxmVtEWigUQvpwJV4L5SnHbSlbFspZkDsxIbDQPn4edKt4uMflCWGcQCAQCAmFPa/q7M/jTlTqOY/NLa+JHLOceDW0BW77NeNyHsqZwlO2V8ZpIchZPzhoOYFAIBCSC2eOtWLOHQ5BDg4XpcnklKYz6sVtlQGbRQ3k5XjKGbZjDvZKays8grsDP4FAIBCSCe4shvFzz+7usbiuBben+b9Of9D2sTg7UBx8nCltWB8t56EcrJ4OJxAIBEJCERFhHXgOju8zJF7z7sHjRnAV1uBUW+7l+VxOvmpVJut6MYFH8n613PnlwWjDPQKBQEgwmN2aXkyfouW6xUNcx/PZrMwsVqWzim2jbMu0XOfXZFqutvlsTo6+eA4Q0ifE0xnJrVNxfZ/22A8EAoFASCqcWVdRywPK+ThD63GGcTFmGWasl84pj1bWQoCXab2DPZ6DHNHy4hyEHr1qWN+yEG5C5QQCgUBIIqyp0RhezPI8vK3OVklXRlUmp+oQm8doeTTPm+dg7iWL87SKHq9loRws36e6ZIlAIBAISUQML2Z5Hq+twtyiqBiC8SaLEbuxkLZcDU7u2TPWpzfX1ON/mp7cX1HMCNTU9HMooxiGIX6LGORHIRAIhATDitCcYRTC6mv6uJLRDOHNNQ2pFLN17u5Ga9UqU3R5lLePX4/F1VaeQ33ZEZN763HKp5Pc1p3fGfa6H/EU5vhoGEp/gxbXEggEQoKBX/8pcMZHsNahgq++JvjGTQjj1j4H7tgqxixn/wPP+AtWf8fUAcp45NPd2DhS93KwMp3NNXWeQR0gOMBzpe6mxQ13MltVPOt/vTU4acQkEAiEBMOslOlsCmDv7ypHnDg1OC3HpDNX6dWdGpxNNXXNTKnNCfY8qudYbxumR7TqDK29esnRcdxkUC9zkVxXa1McawR1sD2aYTU4wa7BSfvqEQgEQpKBX/wp/dSqublPmRqcaqtGapbn0leDs7m6DmpE9JpKqXqlPGXP3ioeTZdbu9s5Y6dedziP0rmic4+u5lABFN3LweUEAoFASCisnXBcS0alXG/t4H6dKbrLQfFlhulxOQfVx6nqoPgv1bFP1R0OHp1r9ShOIBAIhKTCHeOCHk2olMtniNbB1p1XVzi3h1Wf7g7Als61uoZDPM60XA69+kdlJpV5+9CISSAQCImF7acU87bA3MnYcnqIj1MOGq4e4Nzv0axAr7juZpgOtg4K1+nc16e8TiAQCISkIjwiixGpMZ8eiLm88VdYXFZe9/CU4x0B6SDxcFYZZxaXbkufzpT+zKN7XCyg6F4OLicQCARCQmHPn/qsGixEh1BdcseqYW/cqtGV1pqedXcu0uhezkN1pu0jXTIuFyOmNfaBvg+L4FBWJxAIBEJy4cy3ejgvq0OQg1cHzhUldqsMzFKRXB2wGdPrZQd1a2eCiMEePIO3OuT7ubeP7VAhEAgEQjJhL26x1wO5q4JsHYD7KmuygOLVwVlXJEZNpw/4a2RWqsfiEKmLai+ePhBVd5NpdYjSCQQCgZBQaCKscpFXbG4PmuD4L4EF+7OweM2zH48b2cWowclDOffpXNG9nEfpnOt76nSwc6gEAoFASCSY2qoeTb1uTYcq0al/8ZCqc62uaZlWB4/ujn0Q8HGCR2daXd/yMD3g77Rekvv7WOuYuNWHQCAQCAmFNa/q925yzxyuooPqxYzL+9NCgEO0zrU9yw3qEDKQ27rer6njlkIgEAiEhMKeJmWeVtUh0Faqe1uIoYO/5WE6lNd5oA3TvS0L1SFKJxAIBEJC4cRTUEHkFVf3tiyGzvwtD+opKwsqxictZxDH3wl6jyawQBvQGdP31OnkRyEQCIRkw4rEuMWZwsN0d7kPaBYYKTrvDw/xbobpYHlWgnq8loXpDFxfpvvyQR+nzG7aHAgEAoGQVAQ8mhDNIT7nGg5lOMTjXMPVwRtAt1LYP6hzRechuvdRXp4TCAQCIaHw+TUHzHlZDqD3gAL4PaAQ4u8EvefSq/MQL2a4DgeEEwgEAiGpiIjUvBFZuUgtRvzVH86CerAGJw/lrBLOg7U2QzmwsLqbIZxAIBAICYUS9cXnEI8zd8IzBg/6MstzHqEzLQc95zCQupsqJxAIBEJSocycAnOSev3koHKm4VCGg59zLWfRHOJxVpb7FRbKycFJIBAISYfj1wSu5zweB3B9nLG56svkUXo/OFP8mvE4lOE8FicQCARCUnHAIjVWCVd9mTxK1/FUpC9zAFytu1mOg6fWZgxOIBAIhITCnmMFO34DJZ4cGHeX+MRqIdKjqfoylbEshu7loOesHxwCXP4mIBAIBEJSYXs0WSjn4Po4IzkoY18/WghypucQxSsf1HWcO62qeDn39aQBk0AgEJILe0ELD/BwLyaA3pcJlXJ2sDkcKF6Bj5NAIBAICUWFkdcB4oH6mmG6FbvFqMHJY/FgTU2Vl28Nbvh1ruFBHycQCAQCIaFgbsuZqkQuErLW06q2jSDvZ8u0HNxRrwwv3/Ly3DD0nk57XJen5edAIyaBQCAkF3L+FJTZ2CCHgBeTW0MmhPs1+9NCbB7Zxl8dHNpyQ671AY1HU+HBlkAgEAhJhTU1qvFlslAOcjTV6JW2EJsrLR8wL9/irKxHqcDHSSAQCISEQht5hXG7lYPmQKZfWWyutNxbg1Ntw+pugsbryUJ5v1qm4UEfJxAIBAIhobCiMq7hDFiInSOiHidn5fUA5+V1iO3vBEUHjR7h4wTFlwlaj6a9M0MYpxGTQCAQEgvHdqjzblo6xOdco4NP5z4d4nEerYPaxzvAq5yHDPY8hKtuTu+jXM8JBAKBkFDYq39A8WiGcT4APW7dzTAdvH5Kl1eqh9fdDNMr4wQCgUBIKsIjMnVmMiQii9IPAmdqDU7u8WiCw731NcN0h3O/j1Oj6+puRtTjNAzD5uDqBAKBQEgolEjP4mDHUhBadzOiHqe9SjdKdzkEPZphusN5hM40fbjVM9BH79GE2NywXsarEwgEAiGpsMc116lpjh88oHs4hOlM0wd8us2teBVA6QPhOvPo3K+Dv49+UGcxdJfbQ7LuUdflCXbESiMmgUAgJBiOdxNsL6Y5YnKN7vVrWpselNUDnPs9mhqdR+kgY8ZQHYLeTRbKoYzOfX1UnTsuT1UnEAgEQlIRiMg4BCM4K7gKxlkRuib+8sRrWp1H6dbqW6sGJ9P4Nf16hXU3w3Rd3c0w3cvB5QQCgUBIKOx5VXWRkJ1l1OqS8zI60+uqL9OJbCHMi6nXmbaPV/dy0OsMDlTdTVUnEAgEQnKh825akR53E5QeHRQvpjr2qTrodaVVBuZoXXJ1IGfsoAz2PDDw+9f5gqWE6DRiEggEQmJhL3qRk7Qaz6WlAwS9mBBDD3AWQx8Qh8rra4bpYCnhOufKAiV70ppAIBAIiYQm8jpInPl9nxqdqfFa0Lsp19+kPN5NJyOqtH5/p9ajCcEqm2F6oOUaXe/vVN4VgUAgEBIJpraqVSNMZ068CgHbRlmd6Xt6dHfsA42Pk2l5+ZbH0D2c+3XrVPw+TrWlAZNAIBASDDlnCsosrR3jgc6j6dEDHGLo/hZi6KC2XKv3d7D36izQhwU4i9QJBAKBkFTY06dBL2Z4fc1KdW8LMXTwtzxMj815qM60fXy+zBDd5t5lSgQCgUBIIhQ/pZ7zAejh8VrsOI4H9ZS2vqbaBv2dDPQ+Tm8bpkfW3QSNd9Ptwxj5UQgEAiHZsCIxbnEGcetxsvKc94eHejqjOGi4t2VROmg48+sM9D5OZ6x0zDsEAoFASCIC3k2QHPzeTY1ehnMNB3DGtTicazgrr4OiAwtwJ0uq6NynK6OkTynDCQQCgZBQ2CuBQPFuxuG83xwgvB6nl0OI7xPi+S+9nIHruQQI92IOlBMIBAIhqdBGYaCJyJzZSE38BZXHYnE5C+opu/aYiI11vsx+cl3dzRDu8WvG4gQCgUBIKJRoMD6Hstwad3QcojmrhPMIXtaX6fdiHhhOIBAIhKRCmTkFd7yrgEMYZxpuvyL4Oddy1j8O8Tgrw+3WqwQ493ACgUAgJBS2h9JataNM0kZzv9cT+sNVX2Z/OQvxbrJQDv3kPBYnEAgEQlIROyJTYy59/FUB56ExWgyectyWINqgL7OfXFd3M4RbXpMKOIFAIBASCnuO1c4yxlg8BCGLh1Qe0YLF43s0eShnsTi4nPWDQ2xu/c4gEAgEQkLhzL2Gcg6ujzPAQc8rbJUBO4xDXD6wwd7mPMbaYWtdkcKBQCAQCAmF461UOYvmuhb6w9mB4nCgeJx6nGU4gUAgEBKKGNHWQDjXc119zdjcrcGptjyUB+tuhvF+tVzDgz5OIBAIBEJCwbxt9IIhruX9bFlZDu5Ip+H9b3llXOPX5HoONGISCARCciHnT0GZjQ1ypYXYvD8tRHJNyyHuYK/nUa1akQVCeLAlEAgEQlIR9GKW55W3EJvHaHlszmPo3paF6hCXEwgEAiGhULyV5XnlLYvNY7TcW4NTbcHn6Yzyd7JQ3q+WaXjQxwkEAoFASCisqIxbnMHBrLvJY+gKh0hPJyg6aPTwVlnN5PV3+nWbMz9nYZxGTAKBQEgsLC8mgOvLDHAIcl6BDuCMaw4P051xKlq3uTuu2YN3Oc59nPk49+leJQYnEAgEQkJhr/4BxaMZxnkMPby+JgO9j9Orx2gZhPssvToD11up9lH1A80JBAKBkFTEitTcSCoYkUH8+GugnKk1OL2+TFA403EepfNQXfVlAoR6NKG8TiAQCISEQokAo7ne2sH9OlN0l0PQoxnQ43IOXk+nq4Piv1THPijnyzwA9Tg5kIOTQCAQEg537OPxuWjL6GDrzqsoXIljPbo7AFs61+oaDvE4K8OZR7eH5MCjPGSNMI2YBAKBkFjYPktrpY6yDCbImU8Hja6tr1mpXo4zvy+zbD1OULhO574+lejO8iWalSUQCIREI1akxnw60+jh8VcFejkuUoYprS+zDGdROgvVVV+m5S/ReTShvE4gEAiEhMKeVw0sEgrTJfcvHtLpSmtNz3o8mn4dAh5Nvc60ffxeTHXsA30fFsEhhm6/Yaa8JRoxCQQCIbng7nwrKHOvig5BHbgyw6uMfZW1ysBsTXiCf8BmTK/HGNTLDfY6zn2cBdb5AljrhwJ9OI2YWDN+yAAAEABJREFUBAKBkGjYC1rEWOBzXjIIejF5iBfT79e08o6ePrH1WBxi6LG46un06lBW58ryJe5MchMIBAIhiYgReVXImd/fqdOD8Rr4YzcdF2FnSvFiQgjnPp0rupfzKJ3HqLsJoXU3meNoodW1BAKBkFwwtVUXCSmTotrFQ6rOtbqmZVodPLo79kHAxwkenWl1fctj6NxtNf5ON5cZqLuptgQCgUBIKKy5WmVmFhj4626G6X7enxYCHKJ1ru2pWx1cfrBnPj3gyAxVwloCgUAgJBX29Kntp1TbSnVvCzF08Lc8TIfyOg+0Ybq3ZaE6lNUlV1sCgUAgJBUxIq/yOg+N1OJEcEF/p6oH4zi7Bmfcupvg82h6OYvSWYy6mxBad5M7zhVaXUsgEAjJhRWhcYsziKq7GaLz/nDucuDldclBo8drWZQOKpc9nWwlV+pr8pC6m5xqcBIIBELyEfBoWhzic67hUIZDPM41XB28ITCQg2ZQ54rOY+rq6mCvUoYTCAQCIaGwVwKB4teMw3lZDhC3HieE+DtB77n06jzEixmuw0HlBAKBQEgqYk+/2hFZhTFXXM7i63YNTjE+BfyaMTj3cx7OgYXV3YxTj1PhBAKBQEgolGgwyCEeZ9awG48HfZnlOY/QmZaDnnMthwPICQQCgZBU2GOf48WslIvWz6EMBz/nWs6iOcTjrJ/cbr1KgHMPJxAIBEJCYXsrQfFlRnFQfJyxuerL5FF6PzhT/JrxOJThfECcQCAQCElFxZEaq4RzfywWplfC+1WDM6weJ1O8mzoOPKzuZpx6nAonEAgEQkLhWxjUH+43b5RpweI8No+quxnGQc9ZPzhEcvBxAoFAICQXtndTxEqg1tSMw/vTQpAzPYcoXvmgruM8gtsK9yme1lPHBQgEAoGQUER5MQH0vkyolLODzeFA8Ur9mhpOIBAIhIQiRhQ2AB6orxmm6+K1MB6nBqfa8kgeu+UaDrE5EAgEAiGhqMjawbW8ny3TctBwpuXlWx5D93Du59apBDkHdwWTtyUQCARCQiHnVUVyU20hNu9PC7F5ZBt/sI9qI92ZFbcEAoFASCqc9UA8yCGGHq+F2Fxp+YB55e0B8HESCAQCIaFQPJf6KCxMj9ey/kRzPJqnFF+mvcpVV4/Tblkkj90yDYfYHAgEAoGQUDixpc1VO0dEPU7OyusBzsvrENPT6bYQUHTezYAOGs78nIVxFsoJBAKBkFBYXkwxPkJ8zjU6+HQO4XU3w3R3wA7TQe3jHeBVzkMGe16Gcx8PKmU4gXCQsXHjxh/84AebNm0CQgCrV6/+7W9/u337duQ7duy48cYbt2zZAgTCAYLt0QTFuxnGeQw9bt3NMB28fkqXV6pz51EZObKy+oHhBAKBQEgqPJEa10RkYXo/4q+4nEXzjOOkBLC9mKBwpuPc9W4a3NDqDge9X1PohuH6Ml0u5otT5jP7dYPLVwQCgUAgJBR2BGiOFCmpuHYOqx5nQAdr9BEDaypEd57TGoPA68sM0x3OI3Sm6cOtnk4fQ3FbBvuAomu49dQBLvsYhl83uKUTCAQCIamwx0SujJuOR5MpOlN00Xr62EOmv4+9itZS1D463R2YLZ37dfD30eggx2uDa/VIbq3ktUZAqRicKWuNxaOGonOLmyuoaMQ80rF+/fr777//5Zdf7uzsnDRp0rvf/e45c+bIh5588snf/OY3+/btk/+sq6v7xCc+sWDBguCT4I+xrVu33n333YsXL25tbcWe8+bNO//882fNmoW3nExwnn766RMmTNCeA3b4+te//u1vf3vs2LFQDv/1X//1/PPPf+QjH3nrW98qlUWLFn3nO9+54YYbJk6c+NJLL9100007d+7E162qqpoxY8Y73/nOY445Jp1O4xvBh/DY4HP++Mc/njJlChwKyAQnXq7Ro0fLBOfJJ588btw4IBAOBKR70owiuRIVun5NcGI6r49TTvDK/kzHedADquouD9NBxoOhOkTrTI5fdlSo6gq3de7rA9ax3M+tPoZXl5dD6AQCgUBIKqzgiVkTrKCLyMJ0O+bycg6qRzOl1XlIf5tDlJ5xPZT9a0GjG0FF5ikDPM4zy/7y7E1Oa4UIBAIhueB2a8WczM+ZVucirxnsU6aVI47K1TZM7/eIqXs2I9ax4qJ4uJPXDNEBDOv3AYFAIBCSCW7NpVoBpsXVEcSeyeU8pRkHGSgKBEZJRwHdoz7dyWhCqK4O0mG68wJhuvXunNykurLH1t3R1l3baziKXa9FKmLE5JxGTAL893//99/+9jdMRo4ZM+axxx677bbb7rvvPkxM4kObN29+5JFHPv7xj+fzefwntsOHD9c+yapVq6666qq2trazzjpr5syZmEq8/fbb77nnHsxrzp8/v+w5/P3vf1+yZEnYk/uAGUo84U2bNp1zzjmYwkRl+/btqGB+FDmmNh966KH3v//9w4YNQ47vBd/CH//4R8xf5nK52bNny/ci0dHRgQfu3bu3WCzCYQC87JhsxkwnEAgHCNxaBStzhFabkq09Awle3Ro9lf4RLej0mMce4NZxmPh1Qw7tQjHU/q5ucQPA49e0jrUWQBlAs7IEAoGQYDizi2oAmQqZWo3TxxfBafVUKjgXqvaJbjN6j6an9fs41dbgXKtrWh481gA3J+rJeuIVkd5Npw848afBgUAgEAgJBVNbO4sJ4JkUTakTpMzfphQ9FXzUo7AAd1a8RuguL99ylfMQPbKP5UExHN3Jazq/IVy/pjvna1gtgUAgEJIK5vduyjjL49FkPl8m+DyajsICfRwFNMf6dVBbrtWZ4tcM05njvNTrzsrfQMuUY+3crevmtJSUnen09rF6Eo5svPe97/3Wt76FyT/kV1999QUXXPCNb3zjT3/6k3w0k8mg2NjYyMJz4X19fR/60Iew51//+leZGUV0dXW98MILtbW1TrdSqYQJReyMPWtqalIp+VPXTLTfeeed+Lp4Dtinp6cH+6CI3TAZiW3wFY899lhMqd5xxx3ve9/7tCeG2dZp06YhwYTrNddc89RTT2GCE0/mkksuUc/nrrvu+tWvfnXdddfho8EnMQyju7sbTwY5npvMjBYF8PzT6bQ8+UKhgH1QkQvT5fk7h2hPDzvgM+MJZLNZbB0d32xLSwuK8vTwmXt7e51Lga8on02+Cj7EhEtVXlKZ692/fz8SeVbYv76+XvbEQ/CC45PIDxrR2dmJLb4WdsD+8iF8a3ig809GCyCGPpg1VStHTLdV/ZqpgBeTKUoqhIP2WFsPq7s54Hqc4S0L1UGjG4rucvB4Om1dKpZOIBAIhIRCnTx1WgiZWgXQTcv6OQt5lAWiOaXlYXqQD9zBCToHpxGhuBxC/ZpeXTg4pW5w+nFJIBAICYYVubkTmyzCx5nSc2vGNj4X63ZB8WsOhFcwYoI9Hnu46ss0QvrYWUymOFTcY60R0wAaMQkEAiHB4E6ikDkWRDuqssZQ8Iyn3MfB9neq3JnY9ExyxuJOFFqeAwvZnIH5q7nYcS9wQ+FSN5SVvzb3OUFDHgU3ryk42VEI8+bNc/iIESOmTp26bt06R8FpimeeeQZzY8OHD584cSJ2cBKTDh555JEVK1bcdNNNTnYTgQm/M8880/knJuGw2w9+8IM1a9Y0NDR8/etfP++88+RTbdu2DVOhX/va1zC7hn1+8YtfyGqd+HKYmzz//PO15zx37tzf/va3mBaN9n3iCQ8bNmzHjh3Bh1577bXrr7/+bW9724UXXuik/RxgfvG+++775S9/KU8GX/ErX/kKJk0xF/uzn/3spz/96Yknnoh/Spgd/M///M+NGzf+/Oc/x2wiHvK///u/GzZswEOOPvpofFPY+p4ZM4u33347Xi5M9+KjkyZNkglRxCuvvPLOd77z1ltvPfnkk5csWYKXa/369Zgqbm5u/vCHP/ye97wH85HY+dlnn73hhhuwM761008/ffHixfguPvWpT+EzjB8/HpO+eCXx8C984QuXXnrpJz/5SUwG79u3D/Odb33rWz/72c/is2FPmRs+/vjjH3jgAUyLYur3gx/84O9///tHH3107969F1988ec+97lRo0YBYYhD+CmdaVUrvyisJopf03FeOrORXs4i+EH3Xyq6l8v3F/BiKn5N25ep4aD0gZBjwepvezdpXz0CgUBINJzp15QvUhOKuoMO9/osUyF6HF75sX4HJw+rtRmDW/lIAPd5w7l7BmA5MvWcOzU47cgT3CiUanASCARCgiGiJdeP4vAIT2eA25lLsFbpMqW+pqcGp8pZJZxH8HBfptpaJx2bc67nsk+wBqfj4yQQCARCUuGs/ilXgxPUGpxqH6bhzjMzhft9mXrO4nOI5nbGkSm6jrMg19XgtDOsKX8NTtnfWhVEINjAXCMm55wqm5j2w5Te//zP/xQKBcyQnXDCCZgeQ8W39vrBBx+sra0944wz5D8xA9fb2ys5JuSkBbO9vf3pp5/+wAc+gBnHP/zhD1dfffX9999/1FFH4UOPP/44JikxX7h169abb7553Lhxn/70p/Go7du3y1ScFph+wxQdJhSvuOKK4KOYd8S8IKYSn3/++V27dmHW1tcB3843v/nNfD7/0Y9+FE8p+AyLFi364he/iDlFTBy2tbXdeOON//Ef/3HHHXfMnz+/qanpxRdfRIIniZdr6dKll19+eV1dHeYUv/Wtb2ESEXOK+NKYB/3Sl76E+U5MQzpPi79U8TrgQ+eeey72fOONN/AtSzOlD3gZMXn5kY98BNPADz/88Pe+9z3MeuIVw4TrD3/4Q5yP+s53voMvihcTXxcTnPKo7u5uzBZ/QGDy5Mmo4Of19re/HXuuXLkS3/LIkSPx9GRnvDgzZ85E8aWXXvrVr36FGV/Md1533XUvv/wyJo8XLlyIac5gPpswtODU4FR8nODxaHInchRxHPh5SA1OZ42Rz5fZXy7nP4PeTRbKIaQGZzmuejQD3OpjhPShEZNAIBCSi9DpV8WvmdJEYfG4uRut47+0YrRKOTCfj3PADk5dO7AanH5/J9XgJBAIhCMHchEqj1ODM+5m7772QHgx+9fqa3CGjongzL1aFyXAfXvVglKD0+EEAoFASC6cOVnbf+mMhhqPJvdzT2VNCIyYoBtJo32csdvgoB7Go1ql7mZoDU7faAuOrtbgpKrVBAWYZsMsF+YFP/GJT0jllFNOmTJlCmYZS6XSs88+e9NNN/35z3/GhJ+68SwCU26Y6sPMmfwnJvAwJwrCxPnBD34Q82QgcqXnn38+piTT6fScOXMwkXb33Xdjug5vy0cfffS8887DXCO+dGtr69lnn4250qCl0gc89pxzzrn33nvf8pa3BB+99tpr8STxCTdu3PjmN7/51FNPVR/F3OF3v/tdfEd4nngy2ue/4YYbJk2a9O///u/4LkA4WfG9YAoQ+2OiF3O6V155JSb/Vq1ahddt7ty5eAUwlzlq1CjMmNbX1+MhmAd9/5aY+gMAABAASURBVPvfj7lDPE/naTEB+cwzz4wePRov8oQJEzBnuWfPHjwweAInnXQSZpq52Gx24sSJDz300BNPPDFr1ix8RcyqfuMb37jkkkvwBFpaWjBD7ByFlxefE09bbqiLh3/+859HsVgsYkYWP5q//vWvToITP9mvfvWrmPucMWPGI488snfvXszIYk4a88GPPfbY66+/jh+Z3PmWMHQhvJjSx8kcz6VVgzPgpEyF8KFRgzPUD2ro63FyHuAefydI76bQLU6zsgQCgZBgOLOLA6vBWZmP067BGebRjG7VGpygcL9fk4dwa79Z+/dB3JYrx9rcPXtwPZ2GodTplJxW1xIIBEJyEVwkpNbUZO7OQrYSaFMh3FaYoug5uCOdhve/NVzPpdffqec6j2aAW3tEGI7u5jgZOTgJBAIhyVA8mmorph91Hk3wc2fU8/MwBXyezgDXtFzLWRkeMcwrLdPyQH1N51GqwUkoi97e3jvvvPO222778pe/PHPmTClOEJB83Lhx69ate/LJJzHP50twOjUj5T/HjBlz5pln7tq16w9/+MNZZ50lE5yYbzvuuONk3crx48dj3nTlypXIN2/evGLFiuuuu07qp59++k9/+tO77roLs5KXXnppWPYRRMb08ssvx1zd888/L59WBaZmhw0b9sYbb+Cr4Ov6nKB//OMfb775ZsztnXvuuWEORUx/tre3O7nJnp4efIOYWcTsJr4jTBPimeMJ4wXBpKN0tWLmEkVnT11Mo+JRcodbB5gNxT6YnW1sbMR/YvoQk4uS+4Cp0P/+7/++77779u3bhy+9fv16fCqcGtqxYwcmUPFzkWeOeWVZbdS5LHg+MrspPxQ8Vfwg8Fg8Hzy2oaHB6YyXF7ObSFBEMn36dPlR4ueLVwzznWp9UMIQherRTPn8muD4O/1KnEdBeRQCepx6nLE5D9GNkD4yltTrHo+mhrt+TfDU5qQanAQCgZB0ONOpKg9MrZadlmVBbkdkZaI5J3ZzWx7NB16DU+vgPHA1OJVMp8OBQCAQCAmFE3O6k5z2xu8psH0nXp05dTQhaP8I+DJ1eipEj81jtuDzZaqtq6t1N9V6nN5jnTlc77GGJ7tJIyaBQCAkF+Y4KIhTaxOsOVxnrLR0ruoyqyf9nbau82U6Q6lPd8ayaF3DY3o37b0KwPFfWlz1a0rdUPrErsGpOjiBanASFOC9gfm8b3zjG1dfffVll12mnXmoqanBzGVHR0exWPQ9hOm6xx9/HDNwst7kLIHVq1djcs7pg88pk2eSYx5OFp588cUXQeQjQaTZ/vM///Ntb3vb7bff/qtf/ernP//5D3/4w/e9733ac8YnwfwcJkQxgRc0cb7nPe/BtB/m5zBZe+ONN15wwQVOLcylS5d+73vfw8zrZz7zGQgH5ibPPvvsj33sY46CCcXZs2cjwRfFtKLcaBevG2Z85Sa0eGUws3vNNdc4h+Bbxqyh+rR4qfGNoy4vMraYndUmWT/72c/+7ne/+9rXvoYvipfrC1/4Ah6Ih+ObUg8xF++LTYCdk1TTzw899BC+hX/913+98sor8fL+6U9/euyxx5xHHXcmHiU/FOc5EfhC1pcSYSiDa2pwWvU1rcxlQA9yj19Tp/MIPa7PMpYuM45WH71ONTgJBAKB0C9wdRs91Z1p6txTAcR1bZrj0cGvwam2qh5Zg5NH6eIXgJWt9Opc7QPM68sMeDQDHOS7ohqcBAKBcARCREvWCBKotWnN2OpqcNoZSlCyno7OXJ4Kq7sZpjucR+hMxwN+TXWvhkAfiObefR4UDo6DU9XJwUkgEAjJhz0mcl0NTlB0purM5Y7uPJvClcyiR3cHYEvnWl3DIR631/pYXNWtVb1hOgd1nZCzEkhdL2xFnWpkbtjzuYQjG/g76vXXX//Upz514YUXXnXVVY75jwvIXBcIQ+G2bdsweRbcPPaSSy752c9+9ve//92xAMrD1T6Y/Fu7di2mDPHZOjs7kWOK0TAMTHAec8wx8ij5cqcIfPOb37ziiisefvhhzHeqpkMVTU1N55133pe+9KWxY8dqO2AiEHOff/nLX/74xz9ed911+Py7du36yU9+gq/y3//93xAJTCviW164cKGTBTTsRed4EfB1MfuI54l50BNPPFF2wBwq9jnjjDOca2gE1qlXV1ePGjVqw4YNXV1d9fX10lXZ2trqe3W8RJg6/eIXv3jttdeC2ARYXiJ8R8OHD8f+e/bskZcLU86bN28Oexf33HMPnt5NN92Eh2PC8pZbbgHCEQZdDU4Ru4G6RpbZ64FArc0J1n6zKfHH7B4Lbt5R01/xa1Zcd7NsPU61pibX1ODkvj6hur4GJ4TU4JT7FjKqwUkgEAhJhhqdqT5ONfLy6E50xp2YS68rxwb0clykDFmIPlgOzgpqcOo9nfLsqQYngUAgJBv2nGxIDU619eraDeEd7whzMpSeVtWDI1GY3u8RU/ds3jFRvmTwWHFRPNzNYobp5OAkEAiEZIM7e+6Z/3L331N2DrByfpzrRkkGmhFTo0BsHtlyNzYuw7mXe1rPil1DHU8dHZRRFdRHOVd8nGoNTusNE45ovPbaa1deeWVjY+N73/veLgEQm9P29vYuXboUs2IjRozA6Yh//vOfDzzwAKYbMa3oe4b58+e/+93v/sMf/tDS0nLSSSfV1dUVCoWXXnoJE4SOuRD5vffee9xxx+ELYcYRE3sXXHABZuleffXV888/X2bvMPv4yiuvDBs2DDOamMPDZB6mEsO2kJU47bTT5s2bd8cdd4R1wJwr5jgxsfeJT3xCWhgfffTRL3zhC3iG6uaxmDXE1KN64NVXX/3Zz372t7/97Zve9CbM6ba1tWFS9uKLL5b5TszpXn/99ZiFxTwoJmjlIf/2b/+G2dZf//rXmMfFQ9rb23fu3IkXRN0gFy8OZhzvv/9+vJiYCsVz+L//+7+gURKvGx4lt9jFi495yo0bN4KYFJsyZQq+kbvuugs/FzxnvJiYLg17+2PGjMEUMn4WeFVXrFjx1FNPRV9PQvLAfTU4rZylx6MJXj3II9rDqAan5SoxArriy/TU4+Su7htzfZ5Oa5EU1eAkEAiERMOZXay4BqenjmZoBKf1YtrH9q9Va3Cqfk215QHutgb3KzyohOhq3U1fThTs1bVOH3DiT6qPQiAQCMkFc7Kb4GyBIHTmGDB8Hk1/q6vBybSPgqKrY5+qg6JAoE/5lquch+huq/F3Sl16NMHl6u8JTjU4CQQC4QgEA+71aMo4y+PRZD7vpto6O+6oIyMEFVD0aG61PKAAgLLy1+Vcq1s7yjorf9VhngU48+mxanAavj4UYxJ+8YtfLFmyZO7cuZixc8Q777wTU5sPPfTQY489hllGzEd2dHRgru5d73pXTU1N8Em++tWv3njjjZjjvP322zEFiL/lisUi5vkw+yg7YCoOk4g/+MEPMO23devWz33ucwsWLHj++ecx8YkvLYtoYr7z1ltv3b59ez6fx1dE8bLLLvPV+/QBU6qXX375I488EtYB83mXXnrp73//+5/97Gcf+chHbrvtts7OzrvvvhvTnGq3r3zlK8cff7yqvP3tb8eMJvb/29/+htlKvBr4Fi688EL56NFHH33qqac+/fTT11xzjePXPO+88zAfiQlLTOXiRcDE5OjRo/HdqU+Lf3RnnXXW8uXL8XwwN1kjEMwZ4+Ef+9jHvvvd737qU5/CKzB58uT6+nr5EKZs8Y3cfPPNn/70p/HtY24YTyYsbYkX59lnn8WrPXLkSHxOPGe85kA4kuCuAbLrZaYUzyXzKeVatScoCgTaGHU3w3QeaMN0bw1Opu2jeje9x7q6zZ3W8m4aHsXSCQQCgZBQqJOnTgsQOvEajNQC07KeCC7li+B4SGTHWXndyo+yYm+x39lRucJO4+A0Yjk41WMdbjh71drbuUhF1nVHjmJbTwfyqWMnA4FAIBCSgrVb12Nbk6tOm3MTzCyCk7JGUfxfMSwya+GpWI9j+lFSKWuCVOFg5yB93FoZZA2CHo+meWyopzOMH4ARE5jr4AR7bDYUX6bD5bE+7uzuLiUQoyTqhj1i4pDZVewGGjEJBAIhWZAjZlU6l07jnCoGiWbdODnEIRfjmjVjC/bimZS1Ktbl4mFmj0Eebk1vyifwejTlMyu6E5HqeUzvpr161+Lmmwzozr4+ii/TXS/rcHGscxLenmA9ynUxZqHPLKlII+YRixdeeGHLli0+EdN7eHts2rQJk3yY2gSRSsTU2ogRIxjTeJjwRsJuq1ev3rFjR6FQwIwgZtSmTJnS3NyM/TFziXm1Y445BlObe/fuRRGziZgX/M1vfoOJxuuuuw57gnB5rlu3Dk8GCWYTJ02ahLqz560DfKpMJnPCCSfIf2LG9J///CemLTGf2tDQgCfw8ssvn3766U5mFO/2Z555Bv/8MduKPeXb8QGzrZiM9Il4Gq+++io+Ib47fLaJEydiotFJJV577bWYocQcp3Mgduvq6nr99dcxRysPwbcwYcIEtUamxK5du/CZW1tb8SrhJd22bduxxx7b2NiICn4c+NbwEuFlXLp06e7du/FCzZo1Cz8I/AhkEVB8s2+88cbmzZsxZ1lXV4fZ2fe85z0f/vCH8SHMrc6ZMwfPU74QfoirVq1av349cilu3LgRE7G+y9jb24tJbrzmeBr4T3zpV155BZ8cXzd48oShAjliZlI4YKZBxJdiwGSSix0ObMeJlY/k1ojp5XKYdLnqj1SO9Tg48Zn76b+sgMuBzefFtKJIRefcCHL1WIdbx4oxk1sjqdnfrEcrOP5fr2EWD6YRk0AgEJIEOWKmMOBLm5OxzCxOnpJTq+YPPxx9cEwUa0NlkClnUx1fpsMBlMylwuX45Ryr6urz+PrH8YCy3r5ee0cFE6HcHu8dLsNSOx/pzh3LMBLsEVcGoPLZfJyruUy71qY4FqwanGD5NVEyw07BS0apvacTaCglEAiEZEEOpbW56pSIO3HQEplOkNzOTMoFQPaMEmOuUcTmKdfL4uESUrGOtnVmH+vTQ7k9JRvk7oY9Hs79s6627jy5o8sx1MfVYx3O7dOy5m0NLsNQc5pWcMx0dvX2AI2YBAKBkCxYCc5MLiWGTDFLa46YkoMc12TEZY84ajImWgxVpBVFiqHj3YHhTg1OVZdxoqpzZ4hWuHWsDD0tboWgGK9HjJiFUi/QiEkYdGBS7eGHH8bpjre85S2+7WEPfxSLxRNPPHHhwoU33nijNuN7UNHX14cvKm2vDzzwwOc+97nrr7/+ggsuAAJBgRwxs6kMs0fMtFgXGzZiWiuDBFSuRJEyc2lxy9npZBMV3T7Wr5flFQ2Z3LNnrKXLvCQ4w6E7EHq4fayHW48yqYhZWjlrKxYDITeMUp9hLg+iEZNAIBCSBCvByWSIaQ6TmOkEa8rUWugDYnhhKWegdItJOpypvswU882CMjOX6V/tai/LhVirY8UTqXzANTgV9YuSAAAQAElEQVTjtVSDk0AgEAhx4Ng29DU41UEt3obwgfYgejTLjWu6Zw4fEx0fp5PRZL4sqW+vWnPZkaPbnEAgEAhJBXf23JMhHlNGQzmauP5LbQsh3OvRLMMj2/g+Tu4f0RQldPWu4edi9ARlJAXfaAuOrtbgpBGTcOiQzWYvuugiGGro7Ox87rnn/vCHP2zYsOH2229nh+Iv6IYbbnjmmWdOPfXUHTt23HLLLRdffPGCBQuAQNBBVMSULXN2dE+F1NEc2jU4Q/2gqqfT7+/0ctvrCfZgb/UHi9OsLIFAICQYzqxjxTU4WawILsC59IYOYMZVrcGptjwmt2pn2r8P/C2P4r4anKD0AWbvIyRjTs6BUQ1OAoFASD6cjKbKubqUJ3Szd7t/CLcVpiguBw1nWt7/VsyfWpwrOud+bp2Kwg23InWwBidQDU4CgUA4AiH2NVDGMm6PVuCtwSkVTctCODjTmDF4ZMtck0kZ7m3VGpwiXxuTi5wl13K5gtipuKn0MaQCBAIhNrq6up566qndu3fffPPNRx11FBwKnHzyyatXr/7HP/6RSqU+85nPfPCDHwxW8SQQJNTamSlrbRDjtq4+ymLU3VRbUB6FgK60fMA8rDVCH2UeDhpuhHA5Chtuaw3bVIOTQCAQkg5nOlXlEROvIdOyLMjtiCwYwdkt7x8fkINzT0drT28RnyVfVdVcXadmLn09VcXlEOrX9LpbxLnakechWRtIIBAIhMGBE3O6GU1ul7V2HJBeXToj3d1oPX1cX+bejjZz9znG8tmcPWbJhKA4tmJPZ5ge0Zrn0IPnwHk+Z46bYI/HHr+mUoPTw32eTmdkDB6rtgQCgUBIKriTTGRgWxDtqMrycYKy8Q+3nJHgjEoOB41Hk+3rbO/pM2O96lxVkzlmOX04OM/s9nd1xX8ZqjveSq0O9lTq3s62Ql+vGW/mqhrzNYwxz8pfQ8O97k8IPup1cLrraAkEQnyMGDHiP//zP+GQ4gwBIBBiwHZwyvjRqZFpjgtW5jKgB7nHr6nT93aZYxbq1bl8U3VtlJ+yUt3LZcbR0sGj78Nz6O3FmdV8Vb5ZnoPPl8m8Hk3nWAjxd4LV3/ZukoOTQCAQEg0x/coVn6U6LevZQcd0XoZwFovv65TjJlTn88352rL91VbVU9YYyRwfp8J5lI5vSkabOLT1FAvuK3n8mqDqXg4xdD+31x8RCAQCIZmQZbZYqM3DzlxG6S4H5sSrgNlNqZtLcxTdz3mEzjR9uNUz0Efj15TZTeTyHEDp00/O9bqyySCBQCAQEgonOQg8yFUfJ9g6+HSbW5lFALWPzG4i7+4teL2bzNOf+3Xw99EP6iyG7sabvQVbd1bsAtjxqZJPdfqois0hZP2vNYdLIBAIhGTC9lzK8IjZ635C9QDnzOfR1OgcM4tS7y72qLrFmb+/qkO07uUQrvfgOYhBrqfYE+jP43GI1oFmZQkEAiHB8ERkio8zoJePyDQ6V3UZ6yEtFApqvBYnjlP1ATk4reVPBpe2Gq1fM+jLHEgNTk41OAkEAiHRkBOMPKwGp9p6de2G8GB7R5jMPqacVUVenVXqxexXC1Y9bXMsSzHHc6n2AXu+lQfzlI4OITU4fTo5OAkEAiHZsDJz2hqc6jioejq1o6QzgRmoyin2dJWbxVtDjdJT7a8o3I2BQ3XdoM50zkvzLaXMEU27IthQd/0xmPdYrnLDUFfWKg5Ow32toQMMkPfs2VNdXQ0EAoEwBIHzmHV1dblcbtC+e4UXU7SOT9Gukel4NA9MDU6W4nYlr4NbgzPE92mNm7wkrq3aX1ODE8Ad8l1/Jw8M7dZetWBxmpUlEAiEBMOZXay4BmfK7/tkugiOe/fGk7nF9IBmZTOW00WOi8zj1/S2Gj2fy3Wb3k2oymRdnQePVc6+XA1Oq7Udrx6danASCARC0uFmLkHZmdZZMMRcnQV0z6Mebo5i+Wy2p68XI9iqdNYO0JhyrDPSObrLy7c8hm7wfDaH54C8KpX191EcJ7bfRflNYNXgBGBUg5NAIBAIAmKulrljmbODDjit1FUl8KjLwfuoGLOKyPPpnM/fabUcdDpzVviG64HB26fbNTLz2Sq554E4B2vNq3MUC7TqsYxF1OA0fH2GVoy5devWCRMmAIFAIAxZ3H777ZdddtmgJTjt9UCMq5U4wePjjK7BGVaPExTFGrOAVWVyEPB9Ki2PzXmozpi2Bmc+h+dQEOeQ9fUP+jJBW4PTaZ09aVXF0gkEAoGQUKjTqU4L4ROvgegsOC3rieAUBXOLhaIZb1alc4HIjsfmA3NwNtfU439BXefRjFuD0+dlkWuLGKManAQCgXBEgNu+TKW+plqD050I5d66m1E1OAXHAUuMIHL4s9cKMfvYUE9nGK+gBWvcNc/B5qru5f2twenJazJycBIIBELSwZ0EIrMmJK25Wm6PlUxxZDLFx2m5GMHPXcOGPWZpdC+3dwcK4SHeTT/nzv5A1rHW1GtTTR2zT9pwPZr2KuDYNTgdr6f9/HbUaVhuzqFlR6mvrz/mmGMef/zxfD5f0YEdHR2ZTKbSow4G8NPcu3dvS0vL4RDdt7W15XI5uiwqurq68C+ltrYWDjXwNHbu3Dly5MjD4Vbp7OzE06ipqYFDDbwsu3btGjFixOFwWSr9YikWi1dffTVexsE8ebsGp4wZrbxjSkaClvOSRdfgDKu7qbbNOGZ5lNSAfJnhXGYcNXU0mTyHesPw1tE0+QGrwUn76hEIBEKSwbkyLev1X6bYga3B2VxdBzUmT5l7D0R7Pcs7OP3eTQ135oi93MplenX3DLzeTT93dwqy9wgCOwpNSe+mV3c8nQQCgUBIKFQLR0rhOt3OYnp5KkQHxpyFRMCY4lwJ5zyCMy0HZRx0uDM2u1zV43Dv3g7+PuTgJBAIhCMQzuofUFb2gO3XVHTp9bR0m4OGg+rLZMzr0dRzFs0hHmde7mQcbZ2Fcu7n3DMaWhEys9cLO3lNuY+fw/mQijHxtNPpdF1dXUW71Ip5apB5iEOeFMFpBLlHpTmdcUiBlwVPRiY46bJIyGkmmeA8HK4JZlsPk1uFCQxyZk4LvCzd3d2HyWWBCr9Y8CbPZrMwuHCdl66PU27CJ0dPN6YLqcFpHQvWvrUpx0+pODtVv2YsDkHOYnG1BqfMO2p0i/Mozg09dz2d8jJZs7I2pxiTQCAQkgum+DVTIVFYKjw6s7i98jWlcCtLmnK5qgc5KHGcGtOBn6dsl6Q5AkZxa6VSLA6K/zIeh8o4gUAgEBIKMey41g6psEg9pJXjURzOQzmrmIMyDsbkEJtDNNe2BAKBQEgquD0na3PQ8wpba1lQXA5RnMfmPILzCM483Fpd5LYQysHPgUAgEAgJhcgsalroD2cHisOB4jxUB0spz0HLrYVRAU4gEAiEpCJGdBYjUvPsrBPNY8VrkXFcyufX5KG8Xy3XcNByruGh75NAIBAICYVj4eAOV9swXdOy2NxZFevh/W95ZRw0fk09709LIBAIhKTCiujsKcdQ3p8WYnOr5VrOYvOolsXm/Wrt3XEJBAKBkFDEqawZbGHAHKL9mpXx8JaF6hCbg5aHtQQCgUBIKuJNufYjUosRwfHY3LNPT8rn12ShvF8t03DQcqbhoe+EQCAQCAmFFRNyd4LUy3mUzoN94uoQ4KDh8VplNZPX0+nXbc78nIVx5uNQVicQCARCUsGdlCLTcK7R3aNcHqY741S0bnN3XLMH6UhdWeFrc+bjPIZenocpwXW0BAKBQEgqbNemnFC1HZlh3G5B0SGm7uUQz2cZpoOnD4PKfZkHgwMNmQQCgZBgBCIv6FcU1i+u8TqG6B5vZMpxWAKAn3O/j1Oj8wrrbnJvrc0KuXXeBAKBQEgolIjRipy8nLlxla1bY5C7hIhpdYjWHc4jdKbjcs2spYPOl6n2gQPK1VavEwgEAiGpcFOTHNwx0eKi5b4+7lEuVzKIHt0daC2da3UNhxi6oNGcheo82If7de9KWetR8OvM1inGJBAIhATD9mXK8Mj2WXJgCgetF9PSeQy9HGd+X2aYDrqamjqd+/pUojvLlyrW7UVPBAKBQEgiAhEZlI28KtDLcehPHBdZg5P5fZwanQ1W3U317AkEAoGQUMgJRmeZDjhRlFf3tdb0rMeX6de9nIfqTNvHq3s4A69HU6f7OcTQ7TccqftymUGdQCAQCEmFFek5451aj1NtGeh1pXWmK50JzKCucIjiPDbnEZxHcObRuX9Vb1DR1Wvx6hRjEggEQoLBQzyXvD91N8P0WBxi6LG46ukMq7sZXY/TWgxVRge9TiAQCISEonykxvz+Tp0ejNQgLEaLF69FxHEpn0fTy3kMPbLuJmi8m24f7tGBsZD3FtAJBAKBkFAo9gxwbBtcq2taFkN3RjS5EtbSQVEg0Kd8y2Po3G1B8VzaY5xfD2YruTavGd0SCAQCIamwIj17ytHDIYbubyE2t1oeUEAZvMtzb+vVWWwe2fIYurJ+iEAgEAhJhN+vGd5CDB0CbYjOobzOA208nWn7OMuRInXJ1TZc9yvuMigCgUAgJBExpl9ZDD0YhcGA47UwPeXzaHo5i6FH1t0EjXfT7cM8esRZ+nUCgUAgJBRWFMXdiVMv53E5L88hwEGjx2tZlA4qlz2duVSuq7Xp0VlMrm8JBAKBkFRwJ7HInClHl9s6KLqOQzzONZzpdWUlr59zH2cxdHUVcCU8sEYYItcL04hJIBAIiQUvW3fT5hBDh0AbojOIU49T9WKG66Do4NEHmYPdEggEAiGJ6FfkNQDOovUoD6StZBxXJQC4eccQzgPcMIygRzOcg4cbIRz7pJjBDW0fU08u8L13dnZms1kgEAiEwwOlUimXy2UyGRgUWDGTmHpNKdya6hSjT0rhLIwzP5fOyJTCWVnOgSn+Sxbhy7Q413JQ50+DehyuHmsoXL4lwzAV2cqejkIgEAiEpMIeK5Udd8D1a9q63dNNe4bX4wQ3swiuecMej+JyCOcsHhcjnaqzUM79nHtGQ+9K2ZT5qHx+d92t4MmOMQkEAuGIh4wi3ZhOclBqatoRpbe+JvccK/UUpDgofeRR/a7HGY9DGDfHrxCPZlnuHitXI9nc6mP4dSvHSSMmgUAgJBdqtJUKicJcnSsRGVf62Hoq0CeV8vSP4KDEcZE8o/opD1xr+BQrDxrgUS14+st3aPJErxXavXv38ccfn0qlgEAgEA4P4Ffx7373uzPPPBMGBY6FIwXgJPVSSqsaFFM6bgVrru/fXlsTygerBd0r2vOwTMliajgol8NezeTJaPrymk5LIBAIhKSCW/OwKWvsc0Y9tw0qYY86i4mkEuSRLXezmGV4VMuVXQ0UzoLczU0GuNrHXV9rR6Dg1Q3DcF+LQDhA6DOMYqmUTaWy6bQjooI6iiXOU4whobuOUBK3Ct4KuXTauR96SyUUUSmJ8AHvohTdKgcAls8yZfsRJbczjq5X0qf7+oS1/tZ9dAAAEABJREFUoNNjHnsAWttJonBDcjnAC26EcGWwV38QcLU1rNEcrJwoEAgEAiGpcGYgUyHTr55p2ZQbqak8IoLTtvax/Wsz1holORZGcX1rqLnMYA3OSE+n8GjacaahcPOKgHSocDvmdLnB4TBGa2vrV7/61SVLlmQymc985jMXXXRR2o5qXnjhhe9///s7duyYPHny5z//+WOPPTZ4eHV1dWNj41NPPZXL5SA28PpgZnT48OEJi5HwYtbX1ycp3Yuf1K5du0aMGJGwT6qtra22tjatBPBDHfhJ7dy5c+TIkeon1d3dvW/fvjFjxgzdj6+9vT2fz1fkEcdL8aMf/WgwP1xrMRBYS4KcliltUNE9ynycBTi4I52G97/lIVyOdJbOnUdBw7mfB92Z6u8McnASCATCEQjm927aoxg4LVN4sGVeDsqjQR7ZsrLeTWCRg7e9ntXilvMyoLt53NCW28f6OIhdgqw8qLKC1vF0QtLBReKku1Qy0mlMmTDzZxIzk2z2Uip3TZWA+osXdUP8J/MxPaUSZmNqslnZB/8/nbLydfJ45j3ceQZ8tNjX114s4r97+vrwfNL2wyXx0vKUZDpHZnckD54bt8+HixeVMwz4hCg67w7PShLnZJwnkQqXAJDvDpwtrLwXQX3p4JXhSn9MYXb39rYWCly8I3ny+UwGL1dnby8XHeRRmVRqWHW1THNmRMuU68zsMzHECRrin2lHET+VxYwKlz8UU/aVLwnFecvyg5BXSb0UzL4lgu9UXo1ewyjgCWezVZlM/24V/A9vlUJfH77h2mw2LYJ681bBp0qlom8V+YHip4m3Sl+p1FUs4lM5m8kYCM7T4qLJu86wz4oFPjLnMvYZhvPMKOLT9uGtYt+3GXHPMPve098q8py9twq433CV3Sr4JHhx9vX0yBOTvfFWwVPqLBbNv1b7VsFTaszn8c8NucyDylul5JyJ8hcRvFXkx2e/hskldTqn7FsCSZ99q6i6c6s4U3zqxwRDBMxxYXpbtcpmUIGAwiL7gL9eptry2LzSVsaYtuLl5XycVqZTjLCGo3sUHuhDex4QCARCgqFOrcaYltVEbSk9t1qRK/XEaP3hnnbADk7Q6DqPpqHhumN58FgZlzq7CXl//h5uuPXWWzds2PCnP/0JE5n/8R//gVlMTGfKh774xS9ec80155577r333vvLX/7yhhtu0D4D/sauqampqqqC2MALjodghukwvzgVwQxpenvxTSUpwZnUT6qvrw/f16BtYToIkJ8UQr398E/77rvv/uxnPztEN5E2g17D6EeCs6L1FgMHt7ybZjBvRVfcHlIdB6Slq30EV32Zts68Oqh9bO4/1tOG6WVasMfaMtwI6KqnM9rfSQ5OAoFAOJLBrW3knNEN5Byr5fUHZdSzExIs6NEM013/pU/nOo9mmK54MaN0H3d6cnXlr6FwqRvKOlp3PHWPVRyc7qPcXjsrdbBGW0g8MKOzpaNjb08PT6fxKuAvQsymYGpN5jmQSC79ZJg9qsZcSzotM0MoYt6uq7cX26Jh9Ik8Ij4nplswAYbP04Dhq0jjGSLvgnqteP6scKH1isM7MGEmXgs74/Xe1dXV29Zm5s9EtslJluTEujrMyWFGEE/JfB7x21U+MxPng0+FySHMI+7u7EyJBB5mg+pzufqqqlwmY2a/xMedE6eEeUT8D7v1iudEvSqdxmfGF8Mkq/k87e0YhNfX1ODZ4qun7Swg2PlCmYJKi6XlZqYNL042i0/eK84B01H4EOal8Prs6e7GI8c3NjbkcvJZCqXSHnynpVJtLocHYn4XXxSftqNYfG3XLnw5+WMvJ7LO+Ft9f2vrsJ6emlyuRiQFDXH18EXlS8gPoh0TqAB4DiWRA8PrXCXeNf6HJ4Bni59dRjybSCoyfC2ZvkIdn1laS/Fk8ILgsTLDl7UzfPgSHYVCa2cnvjvW2mqITwRfKyPCIvM5GZPOVHxrMmGJry4/NXmr4BvsVG8V0ygtbpV0Gj/Kumy22s53SktrjVDMSyEub484Aflx40O5VApvWqO11bzBUik8pGRPGclzxkuB/fHU8VapFWELt/PlhrjOeD7YYUdnpzz/XnF9GqursS2J7wczwYn3P2MN+fzI2lp8R5j7xI8VO8tbggsDLr6jzq4uPIG6YtG6VUR+1Ak6SuJWQZiPiLtL/h3hmeM5txWLbT098urhZ7q3Gz+qvnH19S0YcopzwBPbj2KphHE1vmu8/l2YHuYcX3fV7t3ytQyRlJUf9759+4YVCvgJ1olbi4u/I7yfmXgJfEU8gTYzNVzKizjdEH+Y5m0j/o72Fwp4AvhCefFsTPzVt+P3gzgZFGvlrYJXJp2Wn5S8/jnpKBVvFu8BTL42DIWIQ/gpnYlW22EpbiTLZ8mY3nlpz16Cz6/pzGqGOzijfJZl/Jc84L8M1QEYaPSAR9Pj6TQ0x4L/WDkkC13spWd5N8nBSSAQCImGmH7lYm2oG3nZG+v5I7JUCGcVcu+xahvHA5phyiIsa7x0uDNHrHD3GUHJZXp1L4dQvfIanFb8ebgCr8Y//vGPj370o+MFJk2atGbNGifBuXHjxlmzZjU0NMycOfP6669XD8RMHv6URdLR0SGTEEYlb1MsYeTWXr5JQT+uw+GPpH5SyfuwnE9KFTGPWyhgEFcaol5V52Oq6JOSny8MIpxF0Nzr4wzqbhZTPKAsJHJ1puiyj1uDk3t05tGZVgd3vAN17FN1h4OiKzOtOj0O99TdVDKanBycBAKBcKSCOYtllZU9VtoTVH+n5Fpfpl1VS8SxHh3cjCM4wyrYYxP4PJphOijPE6H7uD3qOTqz+4TqdjbXt06I+x619h9S9COnBicmVO5dterlHTvkbwxMgWACp0tkCp38E/5K7BHJy4wwaFaLzKKZtRKpspJIbqFYn81ingxzJ30irdhcXZ0X2b5OTK5gxgvTTphExFya8P+B7WvEV8HOmIzBZzDTge3t1d3dvdwCHtgl0o09mAoVDjbs1iuyrU4iFs8Wk0DdxSJmvApix9e02OvVbEWOLS9STlZKX2StDPHLcDieYTbbI8yjWZG/xLyOTIXiy+0RCc7GmhpU8BnywrMos3T4H6Yk+6RzDqBbXC5M/GBSB0+vq1jc3YUpr760naDCDCum2WSmUPoCMU/WKQyIVSJjhD1LwniKScpO892Yhrle8V7wmfE681KpuqoqLVKeKZHfxQwZCGvd3q4uPCsQp4FvJCOyy5gMwxfFC25mE8WzYX95wfEJ8SphEstMVomz4uKapMQSTukFrBOnxG0baEokPvH6Y9SDb9wQF1MmI/EVCyJbmREJNjwWTwYzavhk1ZjPFgndkrh/MiJBCCJJhp94Yy7XjieD7yubxUwz3hWGSFGb+TaRZs6Jw+Vl7xOfCF6QuqoqPBY/NbwtO1pb6wuFXpFBlJGJTKMWROYSD8FPrSTCFjMRKz5fvOZ4Mt3CItklblSZ9sPbMSNckviKjvvTzOiL9CpyTDfWiQuI+T+Z0kPkxHXAT2tPRwe+XIO44fG0pYkZTwNfqFPkC3vtRCCeIZ4DfhZN4i3jO8KMPn7o0guLb6RaJCalL1amnwvilusRmxvXiRyw+abwj1S8zV6xCKBPfMoFkcgsFYt1NTX4wVWJjGO1SB7LT2FfodAlfNJ4V+zv6WHirjA7iFvLzHmKP2qZ+OwRf3S94oWq8KVFktgQAZf0QMtbBR/CSyfXImSELhPwp02Y8I6ZM+Gwh+3RBCeOC6nByf2+TKuPp+6myW1dcXOqx5aruxmmezmU0W1XpVYvz+U+hL7nsRdPyVympw84+U4gEAgEQlKhRmf6GpxqHU1dpOaWEAtGcPaxENAlB0/spte9nA+5Gpz88M4MYRjQ09MzYsQI+c/a2lqZtpS46qqrbrjhhgULFixatGjDhg3qgS+//PKPf/xjEBkUfL/t7fjTtwCxgYdgYNXW1nY4X5xKgZ9+p1hlmTAHZ1I/qaGb9tMC3xR+UviXqH5S8s8ZxSHq4ETgJ4XRa0VeW7wUFX0dDRwyncrVDd699Th9qT2vEsuveRBGvXit6yjlytxrmRqcdqtcAgBPFpMcnAQCgXBkwp6EZCzo17SDSt3oqXg0PT2DPk6I0rmbrQzVgy/v17myMlcd9VQ9dCWvpwanp8qmzcHzKCi64YzC4Kz3TTa2trX99fXXV+za5SRUpA2H2ckMsDfSAJHLLMn5DXunSmkQTAubFwjfnvwwM8IXaDrwMAWSzcrNSEtiB1pzK1qR5ZJGz4ywf4mXMQ2jRl8fptMwVSOfvFskz7i9LYf8HFNyu1RhOAOR1pLT6qaJDTORuRy+elH45KQfsSTMjr0iEYv/YToH9S6RmZMTC2YeVGwJa27vaa+ZKwpLJRMXpE8YNKVpzxAXodjby0R+y/SJiueRXjoQ1zBje/jkxanO5UoiuShtl2YKVtglmbikzO4vc5xM5BSZyBUZIlmL+Twu/H9FkWYuinSmIbP+3FppkBaJOsyZmVZLzJ729srPV3pqZWYUX93MhwmFi5cDcUmZ/SlLyGeTaao+kcM2z1NkyExvqO1ulG/QehU8xH4S8+bBNyJ8riBzuvbfkZzDkV5YuV0qlxZSYe3NiuxyrXRtigRbW6GAz4wptLwQ8cPttTduNU+vtxcPMteZiifHy+vs9Ju2L35K+Gtl+i0lc3jc3L7VTAOLp8WPHq9nSmSdpc8SL5G8MTLCRYovanqU8ZqLF8ZuOWlrxucXeVywC6nK7xErvy6SfzK1jM8vl4bICyiN0eqtwuw/JZm2T4mNi+WH5VTixCP6pDVWJErdj0Z8gtIkDSJhiVc5i3GasMk6ryh9xob425HPgAlLfIYNhQLeLfIeKIlrK1+uT1w0w75DDMPeM03ccuqt4uz5bC47kG9TfAb44kMiwSn8mtLH6both0YNznDfpxy8Q/QYNTjloK7+CND+XJDeTWYvd6IanAQCgZBsaKZl/dOvbkTm6ZOKFcFp50sPZg3OyFbGANzQ6rxcDU7wxpOeepxcW4NTKod1DU782ZzL5fbv3y//iekQdafZT33qU0uXLt2+fft55523fPly9cDjjz/+lltuAZF+WLhwYWNjY6U1ODEzikclLzJvaGhIWA1ODGGS90mZi4sTV4Ozp6fH90nV1NRgi+LQTXDiJ9WPLWrxEBhEOIuE3NbyYrpteA1OxnU1OIEF/J2MKbrLy7e8Ul3xd1o76YH7mwBA/X2gcABt5lKb1yQHJ4FAIByZ8I+Dql/T8yh4W9A9yhTd6QPe/l6FKb7MMD04VPt1phvOtTU4WaA/07XeGpyG59GoGpzJHzEx34PpHCdZKDNVqhPHUFJfaeefmDLBYzHUFblMM6ElsjiYuuyzO+8ViUyZ7KxJp+tzOcx0ZkQOBgMETKvs6+7GnIp045XsHCeILWSlLzAtLGtMmAILIm9UJfZu7ZYJRZHUkSkf+QvH3AsUc6LFYp8wm9zKNxAAABAASURBVGIwbGYfxY9GTCNhKqskEl2bxbrSGmENBPF2eovFXcWiTP3JioNp6VwU2Zqc2JDT9LAWCmlhiZPePpksxB/SjWLnWDzJLmFA7BJlNdMiM5QVf0L7i8WMsIfigS01NcOrqzGD1So2O8X7TCbh8VSxQ21NjWkrFGvDQZxATszsdItcV2dfX6/YnlS+8ZLw7YFMM8tcpswa2h2cZC0TH5bMPzifJgfHp2190LKzmr7yebLSlsnL7IJPmBGHyFuiTxDD29PKTNuvglcjLfKCJe+t0grmLIlMrObFh14jstR5kfXEa9XW0YGpzSphpeVOErqvL19V1dHb2yUylHLz5KLYgpVJ/6JMkNtvEITpEDNv8lbBex4w3Y5ZUvE7uc82dMr0pMzibe/owMNrRNJRvh28z/eInjIXKLd1TQm7sCHPP5Mxk4vFYkqcQ05MW/TJfCRjtbkc/iEUxDazfeJUS7JuqKxCyhjmdPEc8iKCbsjlRtTVmbsl9/QUxS0ts5h94lapF7EYVz7KnNhlGu9/0zxaKvWIjZfxpZnYqKdPrgOQtwpYX+6GnfUs2R+3easIX7XvJvHdEmnvN4PvVknZ6e3DH9KLKT/f6BqcENCjq2+C39/p0WNzHqozbR83K8nBCNHLcca8dTeVWpvOoz6dO55OAoFAICQUmmlZf7zGQqZlmXIsU3oydw5TVSw9Nudh+iGtwal9ntAanEq8ergik8mcfPLJf/7znxcsWNDe3r5mzZqJEydu2LABMyJNTU3YYd68efim7rjjjhNOOEE90N4nBpwUUUVvkweWTCYA8tNP3puCJH5SkiTv9gPvm3L+TofoOx0qf1Pc9ms6O9Nyu9Zm+RqcNhcjiEz2xeKpqD4VtGCPryEcYvQ5YDU4OTk4CQQCIdngTmKRKROSclSSw4IzlII9dgS5a9LwcfDodkQawkHv3fRze/VuGHdW/EDQ3xldg9PhoIzg4I0onUeBBWtwJn/EHFFTc8KoUTnhdOwTuZ+iaNNyXkCU4gORoSkKSxkmmarEDqLSIyj9ZzlR6s/cUtXMPpn2xCKmcIrFHtPtWCpgDlXscjm1qamlthYzfHJ2vKGqClM1y7ZvL4rcT0mkBruEaW98YyPmEQ3hA8NouqmqalhNDXIzJSZWc8sdaPEZGvP52kzGEPktPBNMBWGqBjNbZrlHkYDMi61Hq0SVwe7e3h0dHaPr6vb19Gzr6ECxLpfDJymKkoH12eye7m58UcxCYa5oX0cHvlBzTc36/fvxqepECnNPV9furi48Cs9wXEODuY1qOt1VKuGZl4RxEElWRO/VwlyIeVw8nzG1tWYeF5NSYq9a1Hd2duKp4j+b8nlz31Gxm6hMlxZ6e9fs2YOnhxnQja2tu8ReK+2FQsn+yErCmddrl5dwtkuVWUwusl8YosgZBNO9Z+eP0+JjleZRQ1ayFPMMvWIj3B7xFrLCAmgm2DCnK5KpXCTnZNYtK5KO+HJ4JaUhEuTWSuIPKm/XW8U3iDcAZierxfPjNZHb+YLY0ZSJnVp7zS1+zRusT1ylbrz9sJvIwxVSqYnV1aPr61uqq5mIs/CC44330rZtXcJuiLcfpvG6xM63eAPjZTTvW8PIis11R9TWSoOj+f7FZsV4qvjhNmLPXI7bxVatJDpj3SJFKmtS4rWqEeVj8epuaWvDTx/Pc3NHh3kO2WxzdXVRlE1tzufxnPFk8JrU5fOtnZ34Zppqa/Hu2l8o4Ecstw7e2dWFl3psff3ExkZZuhJfHVOYcldn6UbFDnjrIsfzwb+gkXV19aKnuclwPo/Ps7u7G58KryS+aEM+nxJJU7kJMLab2trwJsHbY3Nr6xax5RfeV/LPBJuisC+XhKEWRNBk3ioi7jOEsxM/o6wd38qMtZn+ZCwjkutyy2JU8uKjZOIiy3qxRXGbmVlVUdhVbmYLIl2K/+GnMEXMdB3+sGtwypixTA1Od5ZScWFCOb+mrk3F8mXG43JgHswanIouvsu5s3aCYkwCgUBILqTzkA92Dc5+zME6bcYaL+2pfHfuOAZ3I0NQoscoDh4erwYnKH3Esx3Wq2uvuuqqT3/60x//+Mc7OjquuOKKadOmXXrppe94xzuuvPLKp5566i9/+UufCAA++9nPAoFAGFIYO3bsxRdfXNH+roR+wJqrZe4yczejafPQGpyqzvxc9gl6OsHJaOo503JwecCLGcaVTGSs/mHHxnNwMnZY73lAIBAIhIHCTV9yZbzjYI1i4ER5YOsezpW6mz5ujaEudzOUIRzicVaG2zGprMGp6jzIuZbb7kw7rwlMXefLnRqcoOQ+j4wanCPq6t49e/abu7pa6usx9dVZLLaJSpZMJCzN3TXFdcOkS1N1dcbeihYTS7JYIGZrMCe0v7ubiY1GMdWBh2OixUxV9vbu7e7e1dGBWcP9PT0y9bhw0iR8RWd7W0wLvW3WLFmt0ywkaRhtbW2NTU1yq9KUKPlpuQ/Fnpn46pgRlHt64ul1irQK/rOxqgqzOK3iVXrEdrJ4YF5sdYtn2CWsbGlRJBJPG8+2QyimBVMkVqXZDnNXx40Z0yiySpiC6ursrM3nc/k8XoRqkSXF58HbZVRNjbw+mJGSCSp8qFqcJ779gsjbZQVJi8QqPj/mU81SmsI/KtNCM4cPl5k57Nzd14dZTLxo29ra3ti7d9mOHTs7OjCn1S1MsYZdYzIrMrhmSrWuLie2GM2KrC2+elHUX8yJbLSs9ciFeVRmaruFrxRzVLIwKl7AapFCw6tREEnNoqi32pDLYUbNNMv29mJSDT/HjMj2yU88I9KZxWIRX7GloSGPV0NsIYsfgazDamZDxd8SXqtGsTlMRiTC5c6l+LqYe8OnMtN7IreaEddza3s7KniG+MHt6Ozc29mJn84+UUHz5HHjJjY3p+wsCr7Em/Dmqa2tEbUw8Wlb9+9vGTYMb79akWOTNVlLIsEm7wpMXVeJvWS5SHjLSqUNot5kq0gEmrVXxWeH51wSKcYO4c7MiBwwivjPdpFx7xWpXJk0rRb5S7w/h4uNfMzCn93d5q1VXY33Xl5svNwjDJr4EUvPJV4rvMhVIgEsK3RmhQMYb2m81WWe2DSnCgcnXhZZDlNWeJ02bFiL+NS4SBVjih2T3/u6u9ft24e3CmZhd3V1dQr/ccnev7dKJCMz4ibB1jRPY1pUXKI+cb/JTzYrEr1M5DJrRLnTgkj0msU+q6owudtUVVUjbpW8SMH2iTUQSPC+GoZ/F/jGSyU8E/wDT4lNp/ENclnj1jCOsis0HfaQUaQb04XU4AS17ibTezQ9XPF0evqzaO8mq5hDGHdrZ8b2bjpcrbvJucutPm4NTlD6UA1OAoFASDLUKExfg1PVdRFZKoRbc5gpf39vvOZyCOXcy4dADU7/DkKH91qhcePG3XrrrQWx34jctPNPf/qT3BDy7LPPPvXUU5FUCcCBw96O1mWbXl/QUFeXr3HE9p7OlVvXTh05oaXOXVLXW+pbtW19U039uGGjgEAgVIJmASAcZEhLMPfW3UwprS+1xwOeSwjhUe3A1grFbOXbs7g796rxaGpaAI1epganNTtMIBAIhGSC+7ybrgvTaSF8YGFej6bXr6nhkS13s5hleFTL3ZW8fk8nYx6/phon+rjax11f612V6+jGkVSDE9MS80aN6sGEEOacRJlDmZ+zSvFh1qdQ6BEZETMxJpb0ybqS2oohXGTjenp7CyJDgymrbe3ty3fsWLFjx+KtW1fv3fvS1q2fOf30SU1NzJ4Nwdykc53xyu+uqho+fHicciRmxg6zPjLnIJ4B84WYAJMfHBMlD/GxiXL7UJH+AWlca2rKiwxQj8gg5kSGkotsa69d5hATOe25XENNTVYU7JSOLjFvw5yz5SKXJusvSgdqr3CC1gXKyoyqq5P9zfSh2EC1IMygr+/evbG1dcP+/Wv37t3Y1ra9vX1/odArOmD+zDSV5nKYTMKMWrpUaqqrqxVGxpTImzYK96pMZeVEDcuiSACPqq3F7JR8v1zUJZV5rJzI2FUL16b6LqwrL/rj4b3C8MfFPwsihYyXogHzlSLL1dnZiTm/NH5k4vpzYcFMy+qkwptobg8rkoh4Dil7kif4chIyLSovIObJtnd0vLZz58s7dizdtm3t/v1PbdjwpUmTjh09GuyNcGVu27lVdmazI0eOjFm5pkZ8KM4fNf5zuNgNOOXcKpyPFcU1uV2NUpKc6a5NFUQOOCuswyD694p0tZlSxb+Rjo6aqqrqfD5t117lImuu3ipcpF1lTU152+CnibdKyntlRtbWyv7YoVtcTHyh/T09a/buxftk1Z496/fvxwTnLsxxYi5f7HCL+d1qsfMt3v+mG9gwmuvqauRtI5LueJ+YKWex0S6esLQs46vgFcDEs7yN5U65srxolUhVVos2Hfjs5MqArPhykBdBvh1MvuJVkl5bmU/t7uqCIQDOLB+n678cGjU4w3yfYfU4NX5Njy8TpBfT5cpg749AnZZqcBIIBMIRA2cGMrwGp6IrdTd1NTiBByI4fXuAa3BW1hpqLrNc3U1fzOmpu+nW2hSKpganzQ97P0pewPlnnQhyEDkBONB47o0lV//6q9v37z5q7NSLjz87n63Kps2P9bZn7311y+oxTSM/89Z/m9gyJpvJplPp/338jr+9+Aj+uPnmOz/1ryefX5PLV2VyO1p3P7jsKfy1ev5xC53EZ7Gvt727s766NpcZquUGCYQDC4zzd+3aNXHixCTVhT0MYS0GAmtJENdV3PQqfr9mKoQHWxhgyyvj1s6x1pvkzqNBXiaXSTU4CQQCgQDgeDR9o6Ti4NQovkdBx0HHrZZrOYvNo1rmcF0NTpVHtN4anN61wFE1OA/3GHPgkHUBGzMZjFWDWagqgNpArJoOfzY5lYDJLRnrjqyrmz5sGP43q6VlSlPT/W+8cf+aNZgt+9Kb3jSuoeGA5I/VJ0mJApmxD4Vs2vNWMiLdKznPZAzhOMyJDKLvhZyXNktyVhgCYCZv2c6dmNpctWvXuv37zb1qi0VMCcuqiuPq648ZMWJKczNmnqrkRrIid1Xq7p44alQzJhpFYgl/yZmHCLOgzFpVCe+mzCamxIk5CTaZwQrLMkqYR4mrUeXdlmY4586bNZ8nm8VLVFtbq32q4MVPpSNuFjORjHdXreCYmcZ3bd4tLS3Thg17eM2a5zZv/tk//3ndW95y1IgRB+RWAeVDND27mIcL6xc4bf+tIi645OaslEjSZ51bBZyvTvd1mdietyr2rj9MbMO7ZNu2V/Bu2bMHb5VtbW2dYjddfBm8JYbX1s4Ul2tYdXWd2HpXmnT7Ojsnjh6N9w9+HDIB2d3bi/dGTjhcU2InYXMFg6y0Ilo1iymrt0ZccDOhLt6F6V1WLsswbq17ce46GApQq2xG1+AMVtmMU4mzjF+zMh7eMq3uZivjeDe9y5p89TV9C6YMv+4oBAKBQEgq1InXGNOymqhu+27QAAAQAElEQVQtpedWK3KlnhitP9zTHooanM6jumPDa3AaLicoeGrlC5jdRLJy61okGXMLlL6eYqHQV0Rx2/6d1/7p+7lMDrOe+NDejlYQy9Z+cM8v71n8j+pcdU2uatv+XUs3vIb6nYse/P/e/vFJw8fWVOV/ev8ti9etOGHKnE9d+MGm2gYgEI54bNiw4Z577vnMZz5DCc6DCm7X2lRqatpDqr0c2/Fr+mtwqn5NW2cs1N/JQ3klvkx7TI3Qo7gR6ekMejQ9x/oftWZs1XwngUAgEJIKbm0j54xuAGA7NoK+TI+u9Wj6uOO/lOOjxVMuh5A+wPpTd1PVnWfw9ImswalW2XT6KA5O91GujJjqmlrCAIHZlElNTS01NZiPwXznr1966a+vvjq+oeH/LVhQd0C3LzqcgUmjnR0dT2/YsHjr1hU7d8qiibKIaX1V1aSGhuPHjJkzatSs4cPH1tdLs11ahBYl6UblfN/evSNHjEinUk72CB8C26taNiOV7u9vv8GcZsH022jx9vE+MXd/NYx/rFs3dtGir775zSNqa+GIQWtPz+Nr1y7asuXV3bvX7N3b1tPTLYqhYqp7dF3d/NGjZ48aNbOlZWJTE6Y2a8ROzmmxKyyIb9k9u3ePGjkyY2dbub3FcSrGrQIi9Qv9AhuaU3IV1eD0OC/t2UuI9GuC3meZ6of/0u3j1UM5sINUgxMcB6fob3k3ycFJIBAIyQYfvBqcbpsK0eO1GfffcrFeuXqc7iuBksuEEL8mKFFlkIfX4BTXywj2seJPgoKWuuYUSxncyGWy93zh5hmjJ6P4xrb1Z3/r/ZjpxIf+3/lXnnfcGfs72zfv3f6123/cIxKf+Wyuo6dz7Y5NPX2Fzp5u+VQvrl1++Y+vUSvQvLBmGV78dy64aFzzqGwm010svLZlzejG4VNGTsgoi/hKRgnvjDRlfQiJBn7d9fT0DJU1qkMXMlqSI47q47RiLBbwZao1OAM6U3RQjgUno+k91taZjss1s5bucPDoXKsrM606PQZXc5ncm+9UHZxyegMYOTgJBALhCABzFssqK3ustCcEfJnc8VyK8cXtY+maGpxM6a/hEEMH5XlCOAvqVg1OHuwT0AOrer3rhLjvUeMIrsF5sCGza5i1Om7UKFml7ztPPPHzRYtmtLRceswxR0Ko2Fks3rp06e0rVmxubTV3oDWMhqqqhlzu6BEjzp8+/c1TpuClyEcaTw1RFVK1YMopG0gW5NurzeVmtbRkRf3IPU899btly6Y0NV19yin5bPJ3kCr29d37+uv417Fu//7OQqFQKtVkMs35/LRhw86eMuX8adOOGjkyelkA3ipZsadusm+VAwjXo8mdSFPEdI7/koOSffToYGU9Y9fgZH5fZpgOtg4KD9N13HZVanWXQ6jOg8/j9gelBqfb3+pJIBAIhIRCjc6k/zIViMjcOpq6SC1ODU7wxGhun4DObJ0r3KcfxjU4vf2deHVoLhc7iHj7iefsbt/7yoZV588/c8qICVLEBOR17/z0M68vxnznh978jpZ6q3Dg2OaRd77wUD5bdc1575s2ahJe232dbV/+8/V3vfgIPvqW2aeecdSJe9r3r9y65pEVz8pDfv/UXb969M+5TG5s08j2ns6dbXuy6czHznnvqTPmj2oaPrpxxK62PX9d9GAmlX7XaW+dPGI8EAgEwgAgM8hct9m7oliey8Am8H6PptdbqR47SC2o5+A6ShU92qOpbQGCWU9PSw5OAoFAOBJgT0Iy5vFxqgMCaIcRph7l9gz6OCNb7mYxQ/XwsYyx4EpepdX4OzWtofJYNTh9+hFVg3PQUJPLzWxpwcTLFfPm3fTCCzc+//zc0aNnDB8OSQTePH2GsbWt7R9r1/5p2bLV+/YV+vow8zShoQHzmvjf3FGjTps4seVIMibGRy6TmdLcjH99H5g//8fPPvurJUsWTJy4YMKERP49crGB8J6urqc3bPj9smUvbNnSWyphSnJEXR1mvo8dOfKYESNOnzhxQlMTEA4CXAen4rY82DU4B6/upkZX/JpOVpJ5PZrc9mgyxa/p+7lgtVSDk0AgEI4YKNOybkSWCongUqoLMxUrgtO2qQNQg5MrLQSUkFbGhNxQdffswT/Dy73+TmDB+ppuT10NTqkMgRqcgwxMXn72og9t37ljzOjR6ZTlqsyk01cuvPQ9p70tYy7rc62Wb5lz2puOPjnFUtJ/mUqlWuqbfnTFl69YeCl+lMdPmV1bVYNXe3vrrqt+8cWlG16bN+no77/vi/X52nU7Nz+47KlbnrwTzOr3fT9/6Pe/fuz2XDZXlckV+3r3dZo73z69avEfP/Gj+mqr5uiWvTs6C93TRk1QT4BAIBCioSwSitjsnfkUu/X7O2VP8PR3FXBHPY8S1fIYOndbj7/TGun8una2V5+z1OY1qQYngUAgHJnwj4POjjvAvY+CtwXdo8zn6VRbHlAA3Cymvw8LcG/r1Zm2j64GZ4zWzXp6Vsc6j6acnWmDNThpxDyQwBwn5mwumDFj9d69f3/jjf958cXvnntuJp20qBDzVVva2p7ftOmvr7763KZNhVKpWRhYF06a9KZJk6a3tNTmcvFrMR6ZwOsztbn5LVOnrt2790/Ll2Oa838uuaS5pgaSBfxtv6ur66UtW+55/fWH1qxpLRTqstmjWlowoXvm5MlzRo5syuePBOvqIUSwBmewmmbK5920OYT0B49HM+XrD6pH0+W8Yp1p+7hZSbMGp15XljKF6eputOCrwQm+zKjN7blvAoFAICQSyrQsC5mWZamoSM1TdzPlidS8ild3Oa9UH6wanB4l0sEZWoMTXE7wImVWks9i2tInVqVyvp7MLBTv/91cU1V9+qwT1D5jmkbe8ekb1+/cPHnkeMxuojhl5IS5k49+aNnT2/bvTLPUu0+7eMGM+au2rV2+6Y3HX/2nPPCFNcsWfPXyYyfOwrQo/vOn99+Cv5yuWPj2b7/rs8EXJRCGIqj65iCAW7U2lZ1p7Vqbbg1OVbd9mf4anCEcdHpqIOMg0/s1+891NThZ2aynL6/pHEsgEAiEpII76UVnyAR7vAAld1hB3U3u7iDkejF9usND/Jqg+C8r5c4qnwHV4FTH5cCj7lpbqdOIeZCQz2RmDR/+1pkzV+3e/Ydly86ePPmio46CpADvoh0dHc9u3HjfqlXPbtq0r7t7eE3NOePHnzFp0onjxs1saclRXjM2sun05KamC2fMWLlr16Pr1//h5ZevWbAgMdM+eKvg7fHili33vfHGY+vWbWtvb6iqwvz3WVOmnDhmzHGjR9fkckA4+AjW4ATblRGswenOdoZ4NCGugzPl8V/G43IAPhxqcCq6Wn3TWcREIBAIhCSCD14NTvXYgczHug5OAHAfC+VKlAhKZOjXIRYPr8GJ78rghu3aZIqDk1bXDhIwr4mpSlVpqWv6xYe++eTKF4bXNf3LiefIbW97egtf+tMPbnv2Xvxorlx4aVNN/cqta//vhYc27dkuVpDB7566C3/VnTL9uLmTjp48YlxXsWd3+76xzSPz2SogEIYUxo8ff+mll2ZotuIggyl1N+0anHZGU45Htg6MKe4Tv0czyGWfFNMdy62eQQ56zrUcornq0YzVX39sTAenzAEDgUAgEJIKN31prwE1Fa54NFUdwOfR5N66mxa3M47g5kd9upvRDOesn9yOSWUNTlXnQc5Vbq1hEjOzzF0nxD31WqgG5yACr219VdUpEyacN336L1988WuPPbZgwoRhidiptae396n16/+0YsUzmzbt7exsrqm5aMaMi2bOPGn8+DF1dZl0OkX58gqB6fC5o0fjNVy1Z8+P//lPvGdmjhgBQx99pdLirVsxwf/E+vVb2tpqc7nTJ0y4eNas0yZOnNrcnDNraNLy2UGDjCLdWE+pwcmVGpzAfLp1bCU1OFXOFF9mPA5lOPfrbu1MbR8fh5AanF4OtjfU1kHpI/KdBAKBQEgo1Cgs5XDuicj0us3j1OBU+4MnmovDuZcfpBqcUZ7OuDU4wePptB2cVIPzUGLBjHn4n6pgnvLHV37lY+e8L5fJThlpFeDsLvb8203XPmY7O2996k78D0l9dW2hWCiW+t5+4rk3ffg6IBCGFJoEgHCQIZYK2Q5OJYXHNRU3ZRvl0fT6NcPbga0VitnKt2dxd+412qNpc9BVMot0cFoKgUAgEJIKK9Kzpi6Z4sh0BwHNuAnA1M3q/Dyy5W4WswyP23L9Sl7d2G0EFSPIQR157ecxqAbnoQDm+cbX118wY8bzmzY9sWHDLUuXfuq004b0pcZbZVdn561Lltz68suYr8IM7llTp77/uOMwX9WUz2dSKbqR+ge8bsNras6aMuWFzZv/8tpr337yyf+99NL0EE/+dRaLf12x4hcvvPD6nj35bPaEsWPfd+yxb546dWRdHaY26VYZdHAWWoMzxQ9ODc6Yx1bQVuD7NPSeTmv8VXamVX8cBH8uWC3V4CQQCIQjBs4MpGdaNmV5NA1v1KbW3RxQHc0DUIMT3HgvRt1NVTHU/Wa9fSDA/a1ad1Otx8mpBucQw6yxU9R/Vufy37j8k3X31vSWet97+iWTRoxfvvH1petffWT5M+u7t2CHu158eNu+HafOPGH2+OnjW8Zs2bt96YaVx4ybfv7cM2qrklZvg5AYtLe379ixY+rUqbTS9qDCWQzEo2pwqorfr6l6NL1+TX8LA2x5GA/4O+UpBmtwemd4o2aBqQYngUAgEHxgYMdlnlESlDaoqD5OpuORLSvr3fScClOeWqs7q4B9XKmjWWlbrgansoJWzX3SiHlwkEmnZ48c+S/HHPPsli23rVjxzjlzxjU2wtCEwfmavXuve/zxh1avLnE+d/ToC2fNeg++o4YGSlYNHBhhTR827G1HHfX4+vUPrFmzdNu248eOHaIXFn/Vt/b0fOeJJ36/bFlPX9+MYcPOmz79/XPnzmhpoUDyUCFYg1OtxAmKAgGdhSigVzjE5ZW3TMvdbGV5HyfzLWvy1df0LZgy7BaoBieBQCAcKQiZlvVEbamoaM5Td9P1a6qPck+MFsVjtYNVg5NrVtfq2/AanG6sSzjsMWvs1J9d9fWSUarJVeNHNmvMlEtPOjefy9/44K2yA/Jbnvxrd7HQXNvY3tPZ0dOJqc1c5qsXH/9mIBAOS2zatOnuu+/+zGc+k6NCKQcT3K616e5MG6zBafsy/X1CPJ1h/k5vG6aX82XaY2o/ueI40Xg6gx5N77G+R+09D6gGJ4FAIBwB4FbrjG5WVk+sDfVMYAZ01cfJ3V2DfP5OVbd5yuU+76YzzkboOq6uAgZnbatXl2OcfxTuVw1O4MqIKVuDRsyDicZ8/qwpUxZOnPjCli13vvrq1aeckhmCOZ7u3t5nN2z4zpNPLtu+fURd3cWzZr1rzhzMcWIGFwgHCPls9pTx4y+cMeN3y5b9cvHin4wciQoMNRT7+lbs2PGdp59+fM2avSHjCQAAEABJREFU+nweb5X3Hnssvq9qCiEPKYI1OB2HpaYGp9raM58Qvwan661MhfovvbocdGP4Mg9KDU4Ad/hXj1V117vJOTk4CQQCIcngg1eD021TIXq8NuP+G0Dl7jN6fJke3Y0MQYkk/d5NCOXhNTjF9VJqcAodqAbnkIKvymY6lX7PaRc/t+qlTXu2YRbzO+/+XE+x8OK65b9+9I77X34CO3QWuj7xm2/87cWH/+XEc+ZPPsbg/MVVy8aNGHPcpFlUsJNwOAAnvwqFAhAOMmz7h53R9NbgBOb6MllAZ6rucHuKVT0WLJ35jpU6uOMdqGOfqjscFL0MVzORoX30uprL5OEOTrG4Vsmb0ohJIBAICYbrv1R9nDzEo8ndKUrPsc4qXVvnzrFM6a/h4OUshq7jTFn5a+lWDU6u9LH6O2uVmJt/BY/u3beW+46iGpyHBNObm6+cO/fFLVv+sW7dvxx99MShVvRhd2fnXa++esPzz29tb587Zszls2e/bdassQ0NVGvzgAOv6uVz5jy8du2zmzdjLvnkCRNgSKG9UHh49eqfPPfcy9u3T21ufuexx/7r0UdPa2kZikn9xEFGl058p9bRBKUGZ6COJrd4BTU4md+vGaaDras1NXU69/Xx6OVrcEKo7i5r0tTgBG0NTusVCQQCgZBQKJGXVS8z5Y/I/HU0wRudxanBCTEiOy/n4fpBqsHpd2H2pwYn83g61XgVCEMT00ZNvONTN7Z1d7TUmRsT5XNVZ8w6cdLwcet3bX5t65oxTSPePPvUdTs3ffrWb2fSmVwmu6N1N3b74iUf/cR5V2QzQ2/xJoFA6Afkhje8TA1Oy3MZqMrp92jCQRnjKmhBPQcAja6po8n9Spx9a4M6+VEIBAIh2bAnIZlvSzm7hYDi04G7GU3w9lcU7mYrQ/Xgy/h1dcVumK6MkqDVtXGij2ufh1MNzkOKXCbzlqlTT5swYcm2bS9s3jx+6OxSi/fG5tbWXy5efNvy5Xt7et4yZcrVJ588f+zYhqoqumcOBtKp1Mnjx7/9qKN+s3Tpw2vWzBszZgilBlt7en7/8ss3L168qbV17ujRnzr11DdNnjyspoYS4YcHRCymr8HJDlINzv7X1wzzd4b7PgNc8Ws6WUnG/PU4wZmbVrj6c4Hb3k1mL4+iGpwEAoGQbLjTsmp9zZAITq27qfavdAY1dQBqcPKolkfpvhqcEODgiy1VXa27qdba5FSDM7Goqcrjf6oyftjo2/7jhuUbV84aO3V004i+Uqm1q+33T991/b2/lh1+8vffvrTu1Q+e+a+YDd3f1bZ9/+5ZY6eQp5NASCosG0mgZUpreToDuljx6vF3yp5g9XdbKNvySvWAvzPgxVQrTwf9mhXkMqkGJ4FAIBDA8VkGR8OgR1OvM5tDoL+iMMWXGaYHT8WvM6Y/XRbgIh/JtXq5VnVtgm+lLHBZg9OQfk1fH9rz4GBjeG3tu4499omNG/+5adM506fXD5HtOjfs2/etJ554QBTdvGr+/E+cfPK4hgbalvagAu+NK+bOvf2VV57dtAkzhVOam2EooKNQuP6pp36/fHlboXD+9OlfPeus6c3N2XSaEuGHCYI1OFmgDavBCQGPZuBRuRutxSHo0XQ5D9WZto+bfQzXy9XgZJ5lTR5d3Y0WfDU4wZcZtTnV4CQQCIREQ5mWZSHTssEanGrMBWrdzZQnUrMV7ovgvJyH6qDtM2g1OI0of2d4TyVGNZRYl5Ag4Ac6qrFl1LGny39m05nq3IiPnP3uOxc9tHbnJlSOGT99056tH7n5yxgetPd0Gpy/Zc5pv/jQNxuq64BAGFzQ988ggMepwanqtl+zXzU4Vd5PX+ZAuRHq6VR5RNbTkzGlGpwEAoFw5IA7Dk47pygzdpw7HHS+zEjO7UjV9Wiqeoh308+dMTeEe1f+BrjzbB7d8Pf3RI5xa3B6I1Z3TS2NmAcXeLXPmDjx+NGj71uz5v3z5x87ciQc9ti0f//nHnzwH2vX1ufzXzr99I+edFKWUpsHH3irHD1y5KWzZt326qtLt2+fPBQ2NN7b1fXNxx679eWXM4x9YN68L595ZktNDRAOJwRrcILt3OiHRxPiOjhTHl9mPC4H4MGswRmoxxmswWmA6910FjERCAQCIYngg1eDUz22H3OzTpty/w0Qxt3IEHg8Dv3gEMG5lxOSjsaa+ps/8u0vvvUjP3z/l37zse/99urv33jV1ye0jDXEp/+PFc9ivvOWJ+7c2boH/9nR07Vy69rOQjcQCAcTEydOfNe73pXJZIBwMGHFTE4WM5wDY4pbJR7nEZxpOei46ss8iDwsr+ltlTloLwdaXUsgEAiJhjWKgV0xK4Rz0Ho6PbrLWTSHeJyV4SyU8yDnYZwFuX9VL/jqtURwGHT09fXdeuutI0aM+NKXvoT/7Ojo+NnPfnbCCSdMnz79Yx/72ObNmyFZGF5be960aVtaW1/btat0eFtmMep8Y/fuzz/00KPr1o2ur//KwoUfPP54ym4OGvBSnz9jRl+ptHjr1s7eXjiMgV8dW9vbv/PEE79btqwmm/3QCSd84YwzhlVXA+Gwg4wiRUzn54G6mweQy7nNSjiU4XxgHKI5xOQEAoFASCr0kRqPE531k4M2moNgrc0wruxvq9QG83FQ/JrxOPSDQwT3xa6EIwCzx8+4auFl7zntbaObRkweMf7c4844cdqx8qFcJrt43fKv3P6juddefPmPP3H2de8765vvvfLnn9vdthcIhIOGhoaGWbNmpYZOGZghCte24W+5j0Mo56GcVcxBz1lMDpEconncFvQcrN8iBAKBQEgm7MnGMq0zFelMTgZ1hUMU57E5j+A8gjMP1692jeDgcFdh8TgMLgzDWLx48TPPPDN16lT5zwcffPD+++//zne+88ADD3R1df3oRz/q6emBBCGfyZw4btyourq/rFhRKJXgcAVmN9fs2fNfTz31wBtvjG9o+Nypp77nuONqh8ieuslAirFZI0bMGzPm/lWrdrS3w+EKM7vZ1vaTZ57544oVecxuzp//H6eeihlxmrM6LCGiQtEGODvYHA4UVzyXZTloubUwasCcQCAQCEmFPoLz77ITwQcQwUXxiDguRg3OsHqccm8fbu2PF8ff6X8P+hqcok9KqbjpxLdUg/MIRjaduea89+Pfy77OtgvnnXnazOOffv3FZ1e99MRrizbu2YYdnlm1+LdP3nnFwrePbGihiIJwMNDW1rZ169aZM2dSjvOgQibpdDU4XS+mtwann6t1N1UOVk+/Ur7llXIOfi+m4NaOsgCV5S+5c6yGc6rBSSAQCEcqnGUt3haU1lFA0dVjg9xqudgaXlXAeZk4PKplZbmhrnCN37q70VqraTU1OLmic6ce5+DX4MRflX/7298uvPDC3bt34z+7u7sx37lgwYKFCxfW1NR8+MMf/u53v7tp06YZM2bI/vjrore3V+aDC4WCVCoynnIFcIhw9IgRJ4wZ88jatdva2horfwsHA77Lgu3m1tZfvPACZjdH1NR84pRTLj/22LqqqsE5T+ccDu1lORxuldF1dWdOnvyj555bvnPnqcOGHT63Cigf067Ozl+/9NJtr7yCv+8xu3n1Kadg/n7QbpVD/hn1+0wOyTkHa3CqlThBUSCgM73CwePXjFmDU+WVt0zry9TX4AQt97X++pq6R2XdTVex57sJBAKBkEiETMt6orZUVDTnqbvp1uPkyqO6nXj0PLwFlw9WDU617qYR+Zwh9TvFlu92rEs4IjGhZcx17/pMqVTKZrKYtLj0pPPedvxb/vL8/Z+69Vuyww0P3PLHZ+4+65gFH33LuycNH/vG9g1jm0YOb2gGAuFAAOeY7rrrrs9//vM5WsF9MMHj1OC0UnuBPrbOwjl4dLUN052VQfbMabjeH26PesH8pTXfylgw32m9l8CjVIOTQCAQjiBwq3VGNyurZ62i9U9s8lDOQRkfwX02i4PCWcrtA94+zjgbwpXxK1S3uLoK2NUDUSQYbp/YNTjd9bVizZMho9dBHjE7Ojruu+++2tras84667bbbkOlq6trx44dp59+erXY3HLkyJGpVApzn06Cc+fOnT//+c9feukl5JjpxJho//79lVo88VXS6fQhNIbmOD9u2LAHVq/+3QsvfPCoo/BkDofovrOzM5PJyMvSVijcumLFX155pSqVunru3AsmTCh1de3r6oJBAd6ceG8cDpcFrwYXOXU4dDimoaEln79l8eLjTjsN7/bD4Vbp7u7G0ygWiybv67v9tdduXbq0UCy+b/bs98+alevt3bdvHwwK8NPB+zabzR4Ol6XSLxa8r+Q1HEwEa3AKxW2ZomtbCHLuHqU+qugp7tXl4Oo71qdXzEGrV1CDE7weUOtY7tFB6uTgJBAIhMSDH/ganJ4ITqsPrAZnxv03gMrdV/J6N8HHrchQiSTjc8ONYK2Y0+4jrpfh9hE6kIPziEcmlcb/3H+m0+cft/ADb7r0xbUr5k0+etaYqY8sf/aJV5//0zP31OVr2ns6G6rrfvGhb549+1TKixMGDvxq6uvrA8JBhmUacTKajl9TTuRKnblc1a0pUx+3p179x3JQxjulj+K/VH2Z4NG5Vi/D1UxkSB8I6eNzZ4pFtHZPxcHp6uboTCMmgUAgJBqu/5IrYx93pyvBTttZY5yrOx5Ne6zxcnsMBWcaU9FBp4O3v46zUJ37+9jre4J9nLVKzM25gkf3rJc1uKdGC3P8msr8smH5OGEQsWTJkkcfffS//uu/GhsbpYJJVsxZYppNhi0pgZKyj2tzc/O//du/veMd7wCRH/3oRz9aV1dXXUmpP/l+MQ9RfUgLBL71mGP+vGrVH1auvHr+fHwLh3xnFC6AiSK8LH2l0r3r1v122TJUPr9w4ZXz5lUNbt1NvA0w8XPILwu+fbxPsK2pqTmEcfRp06bNe/31x9ety1VVHSa3Cp4DXhC8VbB9bvXqm5cubS0UPnbSSR8/6aThNTUwiMBbpVAoHCaXpdIvFrzJ8bsOBhsyunRiQMxrOp5LYIoeVlNT6W9z5voyWVjdTdW7yRyfpbePV9dxHqWLvGOgpqbaJ1x3lztZ3O0vn1npo6yCol2CCAQCIblwozacb0x5/Jo+XY3IVJ7y654ITh4Lfp3ZkR1XeJju4wN2cMZrVU+nzt9Z3tNpx6vk4CR40FzX+M13frq1s72ptiGXyV75pktf37ru/1546KZH/oiPtnV3/Nffbmrtaj/3uDPq87VAIBAOe4ilQlbazh4LwF4qBOEeTXU1kKtDzLFmYGuFeEx/J4Avi6nM4XJ9LjO6DfN3WvlODjRiEggEQoKhTEKqLZc+SwNUv6baBv2dkS13s5ihevBl/Lq6YjdMV0dPXVSojxN93Ps84IlAQaO7XtJBxLJlyx544IGHHnoIRLYScwNPPfXUvHnzWltb+/r6cOofUxe9vb2YvXAOyeVykydPlrytrQ1POCsQ+zXNt99b90MAABAASURBVJmxcQhj6qNGjpw5bNhdr7++sbV11KhRh0N6Bi8IXklsX96x43vPPtvZ1/fvJ5743rlz6/J5GFzgDYk3A57MIU9wyv2QD61BcExj4/zRox9et+7B9es/NG7cYXKryD+9Tfv2Xffkk9s6Oi6fPfvfTzppdEPDIF+ow+RWgX59seDJH4rTtupuphS3ZSrEo6nqqXBPZ5i/s58tD3GRqr7McD+ofxRW/ZpOVtIZ+H0ezSBXFbc/WJwcnAQCgZBgOLOXqZQbqaU0UZvaR8yspjQRHMSclU0NZFY2Rg1OrtGdd2Jwg2ljUbsPKDGkVwmrwSkdnLZ3U9XJwUnQoSqTG9nYInk+WzV30lH4z/955E9iQRys2LTq4//79RENwz5x3hUfPOuytTs2YZ8pI8cDgUA4LGHZSJji42SOecN5NOjXZBqPplcP9oxqeQyduy0EfZ8BXbOjbJwsps7B6Xk0UIPTzZtSDU4CgUBIMALjozv9CABe76ZWZza3Wq5wt2UenWv14Kn4dcb0p8sC3F3Vqijelkfo5WpwGk7dTVBzn4M7Yr7//e+/6KKLJP9//+//TZgw4ctf/vI999yzaNGi9evXY9rvsccea2pqQh0Sh1wmc8GMGfesXv3bFStOmjkTDg/gT7KN+/df+/DDOzo6Lj3qqA/Mm9c46NlNgg/4g/+cadN+8/LLNy1Z8m+nnQaHDXZ3dn76gQde2bXrzZMnX33SSWMHPbtJ6AeCNTiDlTXDanAqCg95NFiDU23j6Uzbx12OFK4Hamf6+jCm2bZe9WiCNwPKFE+nTz/4NTjZKVOxHd0y4s7v/WLBnPmeh5xFw/14WvojJRAIhwH6SqV/vPrCvq52qBz1VdUjSlWXv+89mzZvxn/yjoNWckKZlmWxa3B6Y66Uq6QCEZxbg5MHIrtyOmj7DMzBuaejtae3iK+Ur6pqrq5zdCOkjqZmpW25lbliflacK9XgJMTGmKYR33/fFx98+cmRjcPfueCiZRtX/mPFsz+5/7ffuesXhb4i/jF86e0fu/rc92XTg78vCoFAKAMeVoPT6+kUQ5in7qa2BicofG9HW6FkVhLK5zxjVj9aN49YIcdz6MFz4Fyeg8xB+vtH5DJ1WU/u9W4yRjU4CQQC4cgAt1rm5BQV00VwMpN7OLcj0lC+r7Otpw/HLKjOVTVV19qxrta7Ca4PMhb3rvwNcOeZ93a2FfrkuJlvzNf4+ntjTL87k+t6gi9iNQ5NDc5GAcnr6uowlzl+/Pizzz57yZIlP/zhD/GhlStXfuhDH2ppaYEk4vwZM5offfTZ7duLfX35w6O2fVtPz/eefvq5zZsvmDbtoyefPLm5maYdDgccO3r0pIaGf27ZgjnFUQ0NcBig0Nd300sv3bd69Uljxlxzyil4him6VYYCgjU4wXZ09MOjGfRTWrFeV1uhtxeV6lwex00z66n6Mr1cDtIHvAbnPnEOOK7lq/LN5jk4/UNrcAbqcapeT6kb4Ho3+cF2cE4dN2H5H+//2le+9p3Xvz5nzpxx48aNGjVq7dq173znO3/0ox+98sor11xzzd13371hw4ZJkybNnTv33nvvveSSS8aOHfvLX/7y61//+o9//OOvXP+tuxY/Lp8tlUqNbBz2ngUXNNbUHZIvdi7gcy3zGFtHxOlDIBCGBJzvgRVb1lx0w+f7/SX69Od/vvKlZcefseD1Vavg4IEf+BqcELJDD8Z6xb5efLA6n2/K1/Z7njasBqfHuwkhXESb5tDWUyxATZ3SB2Jxw8NBiUidGpyg6OB4OgmEcnjv6W97+4nnVmVzuUx2wYx5mOZ84rVF//6rr4D4UfuLh/9QMowPvfkdDdV1QCDEw5QpUz7wgQ8cinohRxZYoAanPUJBiEfTz1kIF5lFjHCYuTSnRmY9w32ZFudaDv3jnMvsJnJ5DtH9IZ6D052P9tXgFL+i4EhG+xJgaag7DggEQiLRtQr62qDhRDhi4Xox7Skwa0x0dGWKEpSpS3BW5oZwOW7asV53b6Gpps6d0nSym17OKuAslFvOSytvKrOb5rhZLJhJVif/CtpVveC4M928plqj5bCpwani6quvllvRzpgx4/Of//yyZcu6u7svvfTS+fPnQ0Ixuq5u3qhRL+3Y8fK2badMmgSHGhgY/nH58jteffXolhZMWc0dPTp9qLf9JEjU5nJnTpr0+ObNd69c+ZGTT4ZDDfzSuG/Vql8vWTKqtvaTCxYsnDQpN7hVWgkDgIwu3RhQcnDzlOCpoxngmhqc6rFibrOnt1e+Vnexp6m6zo5Sbb+ml0MZzmPotqtS0cU5cDFP2wPmOXDLo6mpx+mtu+kugwI7i2n4dTffebDQVF+/6Dd3VVdVv/rqqx/+8IevvfbaU045BUfG1tbWadOmvf766w888MCECRNeeOGFN73pTX/+858nT568Y8eO0047Df9ZKpWuv/76pUuXjqptPnvKPPmE+Al19HT95cV/fOhN/xLxujjydnR0IBk+fLj8FdHV1cXsmrtOt76+vmKxaNZs7uvDf2o3isfscnt7R0NDvXNgodhbna9yOhSLvZgGyIhvD20KU0bxbe2d9XU1h3wb6mQAL2lvqW9/Z3tDdS1OFMvLLq9z/CyyOZ/T01MoFHO5XE2Nvupwb28fPl86nabkdGIgc5P4dy1ng+U/Qdw5EX+/wYfwDz+fr+osdKvZzWwqjd/AfUqqy5rH098/fFvrngXTj3364cdmzp0NBw9qdJZyuLMKVmY6Y9fgVLmM4JQanEURb+JrFAoFVl3nj/LUOE7P+QGowWm9T0MWTIOInhXU4AyprSI2XbA5gVAO6VS6vtotutlU23Dm0ScPq23c29kqlZ89cMtP/v6bD5/9rnef9tZdbfsKvYUTpsxpqKF8JyEUtQJAOMjgnhqcVvgmc3haj2aQg2ec8nK5q3vKo0tlIKMhj+nvFG/PPAf8+ZLSZyuj8pphj0LkUYOMdd+Arb+ETJ2YHcfoOi0KwZXESWbM1ug1iSuKWSGjD1IZcYgZKIqeIHqmxRspiQmHtPmOeBFSObsnE8+DF7YETMSW5iumxHOavxLBKEDfPjjmNmi5yHohAoGQDOBc3v7H4JV3QaoK0vViaq9kfXWYXw4Z+6vDECKzv08CX0eprPg+Ub6O3MOdryPfFxeIryPD7GAdLnoaPTDyfTD9ezCYsCchmW/DOaV1lKCPM1Yrd0FP2RlKxa8ZOjaFtPFX8jprXu0x2hw39SO1rgan9nkOtxqcKs4880xJcBJzhgAkHZg+vGr+/Mf+9rd733jjkCc48dN/ctOm37z8coaxLyxceOrEiZSyOnyAf5iXzZ79rWeeuWfVqg+fdNIhnwtauWfPzS+9tL+7+1vnnHP+jBnVlRTBJRxqRNTgTB2oGpzCFYrxppy3PED1OCv0fVrzzkbJE047vkxu50SdHwSca7iquMcCuD7Og4XrP/nllsZmGTvv2bPn6aef/tGPfnTCCSdgjnPkyJErV6589NFHMQcpMw2YZ8Khc9WqVfv27WtsbMQM6N13343Zx3Vr191x5+14lu97x7v3drRu2Lst01LGAn7fffcdc8wxmJcaNmxYSkwa3HjjjVVVVZ/85CedZBj+Zli7du2DDz748Y9/fPfu3ZjjHDdunCyI63w7YbcHH35844Ytl1321uEtw4IvhB2eeGZJPp/DBOcxR01pqK/zfbHhE65bv3Xbjj19faWjZkwaNWoYTYMPHHg/veOGz9901Ze/e/evvvavVxvcSLHUbc8/dPHcM+ryNXYf/IxNj13EBf/7A48dP//YP/7pzv/v2k/K35bixyQeZR3y2murMtnMhg2bLzj/zVKnjy8BKBSLe/fuHztmFH6a23fs/MEPf9Hc3PTlaz+p71wolEpGbW1NnGe+dN4Zlx1/1od++18dfUX85yXHnnb1mf9y50tP3PzMfU6f4C00vKXl5z/+KRw0OLOXnrqbzmyq4Y3gytbgLNMCk67QFAxkJjakBifn5XVzp6Bcd7GAQ1tVOit1sOdzI1srFx1Sg1P0SSkVNy2danASBgTMcf75Uzf87cVHsunM245/y7b9Ox9/9fl7Fj/ym8fv6Cqa+1afPvOEW6+5vraqGggEHfBH84YNG4477jhaQ3dQ4Sye8bVilHEe1Xs3JZePBnk+m+vp68XnwTELFL18W87faZjhTgn/gb9xOQ5oJdMMwk0ziCFaMxjCgbPU19dZ6OouFPHRXDqD3cRPaG5tMmgFjzjQcrsKtXhMzCwbJZy7t/fQU2ptMvuSyawtF8uXzOctyV1qS421g7tuo9QO2WEw7ftQ3ArF3VA720wwdL4K+SmQqYeeDWaH2mPMJEH7S1AzCzLNUNgCRjdUT4dSB3S9CjXHmPnRrtVmthI7YNu5EqqnQbrGdGthdhOfqtQJncuh9lhI10H3ajPxUD0F+lqh63WoPc5MOXSsMF8On3njd2DNZyBVDcPOAQKBkBi0vwBvfAr69sCEz0PjQmh7AaqnQm4U9O6B4g6oPcpcDNH5mvjmaYLCJijuEmbuFHQth9x4yLZAz3pzDUTNTLNtWwR1x4qvo01Q6oKaGabY+Yr5DZbKQ/cb5lwe9sSvI/xuwe8l85tnjZnvNL+OWqFjOdTNh03Xm3yQYY2P/haU1lFA0SFOy+W4WcSnyKdzQb+m+5Jh3NuySO5rnTqa1dmqnt4iE+fA9P39Pk5dDU5ur3Ny96S1FMfxSbsEDS7OnTYNp0Be3b27t1TKHtKE4pb29t+98sra1tb/b+HCi2bOpJTV4YYZw4ePyufXt7bu6eoafkgXm3YUi/+3atXiHTs+MHfue449toGqtA4pqBU349TgDLbMzzl4vJ4pEW/imFVApSqTA7dP5S0L5Tofp6Hq+Zw4Bxw3M1k3uxlcDAVKptPloDwKSjYUPH0O5i5BH3zrZZJ88YtfxLkXTFu+5z3vyVXlTj311KOOOur/7rrr9ZUrH3nkEdR/esNPsV2+YsXTTz312GOPgWmQKl5wwQW5bG7BSSevWfUG5jt7CoVUvCEGs5W///3v8ffAihUrbrvttnvvvVd9FH82fP/738cMaFdX18aNG7/97W9feumlqP/5z38ePXr0iSeeiOcGdnZz1649Rx8zo2VYs/aF8CXOWIBzSulMJrVpy876uhpMiqsdtu/cM3p0y5TJY3ft3j+8pYnSYwcEeBHfveD8r97x88sXnPe7p+85dsKsPz7799qa+hMn73ninw8dNWbS3u6OR5b/86J5p8+fNGtkQ0vYZS8WistWvIrzNYtfWoYZrOXLX8tms5Mmjc9XVXV2dS1fsXLatEm1NTWbNm99acnyXC7b2tp++mmHfnUOYSBoa+tY/srKjRs2nf3mM0aPHolze1MmTxg3bszv//jXTCaTTqcw3VhfX7tz5+49e/fvb22dffSsbC77pjNOifm5f+KPP1owdfaw2vrbX3oik878dfFjYxqHf/PiD9778tN5sTHuAAAQAElEQVRzxk/v7O5cuWvLsq3rfEe9818vh4MGpkzLRtfgZGHRnFp3U/F6Ko9aHHOLmD9mdm7RjdritK7Xc2AOzuaaevyvzFpazerayGdW5m3V/lSDkzBwzBk/85hx082F96nU0eOmnXn0KVcsfPu/3XTt6h0b8NFnVi2+8cHfXXPe+531OwSCiq1bt95zzz34ozZ3eNQKSiq4WoPTWjzK3R1rucevWbYGp2/MEiMI8+mOhwMDwpIhkpViKU2pVDJbo2RxM7Eo+pTM1uQc+oySOmZFczB/WKdq8tVSN3d3V8ZHq493HLQymiWxtEfxZSq+EzMdaj5xHxepVrOeiiHO2XyU80YYdGDmoG4utLbD+HebWcl9j8Hwt5lpS8w6pKqg6Swzu7nvURh9hZm2LOwycwbN55pZyf1Pw+h/g/x4M3NgFGHYReaz7X0QRl4O+WnQsw4yjdB4OpS6Yd8jMPbjUDUKOleZVip8Tjx878OmiOlVzEA01ps9d/0fTi9AzdGw/BKY+yA0LQQCgZAAtC+GpW+G6pn4hWoudMDEJH5LICm1wZ6/w9iPmOsbWp+H4UeZmc7CNvNLZvRVZj5y3z/ML5baOdC7G1gOGs8wxf2Pw7irIT8BejaaLsxRF0A6D/uegNEfgCoU15pfI81nml9cu++BUe+H/CQobjdd401vMm2j+56ECZ+FbDPs+C0MPrjVeicwrRWlAR24u4OQz9Op6i5vrqlzM5qOdzPl7JcAPk+nquu46t0M0+3VrvYzN8mKWYJr9gGqoAan4VNsT+ehqcFJqKuqOmbYsM1tbW/s2nXM6NFwiFDo67tn5cpH1607c+LEy2bPxrMCwmGGXDp94aRJ92za9Njate849lg4RMDf/f/cuPG3S5fOHjnyffPmtdTQjMEQg6zBCeC6If1+TVvn8Wtwcv+z4bjJoF7RUz5fphyY++HLjOLg0eU52OOa2l/W0bR4oO6myr3+Tlu3ok7OD6qDM23nI3++4u97Ft1x0ZwFr2xdu6ezbXdn209G/MdH7/5xOpUeedy0b97yvxjd//2WFbs69rcVeja+VvzchVc8ufKl9moj29vzq9/dYvT27dizq66ujsdbQoNpqi996Uv46u9+97sxUdrd3e3r0NDQgEnWRYsWTZw4cfz48dgB54VGjhw5c+bMLVu2OAnO5ctXLjzjlJNPmhfxWnl7u1pDt0mhuUmRuZCZjRxB1aAPGPCj2bB7208/cO0Xb/vpiPqmySMnzBg9sQ/48Pqmtp6u7mJPb6lUV1U9a/SknW37MMEZ9jxV+dz8uXOWLn1l3fpN48ePaWpqHDdu9Jo1G6qrqzLZTFtbO75QTU11XV0tJsDWrdv49DOLMMEJhCEL/EAXvbhkxPCWY46ZtXnr9lGjRqA4ffrUGdOnvPDiUvwTLhSKw1uaX3t99dFHz8AM9+TJE2bNmrZly7b4L3HB7JPx7/4vS5+UL7hi63q8Fcc2jpg6fCySh19ZdNSYycGj0gd1dSA/8DU41VbVm6rrmFlBjKf64/70OTidkdXlAIru5eDR7d1+vHo8rtbdNOx1Scz2wEpPp78G5xBwcK5evXrVqlX5fP6kk06qr6939N7e3iVLluzYsQPHxblz5zY1NQFhcIH3XtrepdC8+9PpScPHnTB1jkxwIv/fx++4c9GD7z71rWccdeL6XVt2tO5eMGPeiVMPWRxFOKzAxZ4kQDjIsOIny3+p+DVB9Wi6nDncmWJVdJnpxLRfHyYqMe+HmT/O+0xDpVEy/4Ga6be0dqiTZ2BFfZIr4ZtHt7kzNsfhahaT6/tASB9fDU4G7t6Acj8HuaKWyZNmh7QGZ6ndzFBiFsHMHDwL2ZFmihEzB5ihrDtReDeXmKnN/FTo3mD6L5vPNpMErYugaixUjYPudVDYAcMuNB1UHUvMY6smmw4qzI/WnwClHjO3UTcfciNMv2bfLmg6E4wu2LfINF1hdrNrJfACNJwmDJ0rxQz9OVA1CV67Aqb/CIb/C+1VSyAMbex9EFZ9AlouhlFXwutXmV8OdfNEznI7dLwq9qPOQutzpskSvxMKW6F7LTS92ZzUa3vJ/IapOcq0aXatNit34rdv+wuQn2xmN7vXm/qwC8yvo/1PQm40VI03s5uF7dB4qpn47FgKDSdBDr+jVplfaI2ni++opVB7tJndxG+b4l7TGzrIsN2WjnlScO5OUXp0cDORYA+rkTU43SwmeLybcXQdZ8rK3zBdbkzgrPUB5o6MEFF3k3v4EKvBeWQCf93964wZP16y5PmtW48eNepQzeG+tnPnLxcvHp3PXzl37tTmZiAclnjn0UfftmbN81u2XDZnTuoQ3Sr7u7t//Nxz+KXx/mOPnXvoUvKEAcD2aMqVQJ46mnLsACXHCQCsfA1O11sJnvqdzO/vBFsHhet07uuj0wPcrcEJIX1AWe4EHp0rOvf2kc+s6MoqqMEYMTt6uqsy6Z5iz/PrX3v5G79703c/tqttH77wvo7Wu5c8MallzMjahtW7trZ1d+ApVWer8BwLfb372lpH1zZNnjpZTt2kspmWpubtHXt7ys3kzJkzp6amBnMG3//+95977rnjjz++o7Mjk84sXbr0jTfeGDFixOzZs5966qlTTjll9OjR9QI4Hf/oo49u2rTpbW97m3wSvIVOPfWE7u6eJ57657BhTXOPPUb7Wtt37i0WihjBNzVqNlvCvObGzTuYGBfHjB6ey9G+AgcAeDn/5YQ337no4StOv2hCy6hnXl962sy5E1vGvLL5jTnjphicj28e8XyptHjda/9y4psjnmfO7KPGjxvz3ndfOnHC2Of+uXjKlAn4N9HQWHf8/OOefvr54+fPmTxpIiY4MddV6DHxjssuBsIQR2tru9wTu1dUWcZk5/Spk/DL8Lxzz8xmMk8+/XzzsKZ3Xv62jZu2fObT/97Z2dXc2FAde4+HxRtXVaWzr+7YaP6DsUdWLu4uFlbv2tJnGNXZbK9h7O/u2L/+NRhk2BGZ3JnW8VxqdDVSU3nKr6sRHCg1OFkwyvNGdjqdB6K/gTk447cV1OAM8YPaNTiV+eXDEq+++upVV12Fw9vatWv//ve/f+c733HMXvfdd99f//rXhQsXPvzwww899NC3v/1tIBxqVGVzX7704ydMmVPs6z1t5vydbXv/9uIjP3ngt79+/I59nW2Y/pjQMvrBL/12WB1lowmEQYJYKuR6SmSG0l4qBEGPppmh5EZvX58BojU3Z8WHMaNp/q/wXHr8mmBlPT1jzQDXCnGvXzNMt96eL5cZrLLpyWVybe5Tf6y6upYxT0Z2UJGCujmmd7PteXPHyOqp5s60mLbE3EAqZzqoMLuJYmEbFDaYmQPs3/ZPU8F0AuYqClug4RQzDdn+okg8TDLF3t3m4UYf7HvAfNTMMaw262vWn2x6PTFjWj8XsiNMwotQP99sMTmaFUsvMUU65sOQbYLVnzE3sx1+CRAIhCGKfY/Dqo+bpu2p3zX3wUZkhps5y7795lbYDSeIb54XIDtcfMlsMXe9rj8N0rXQ+rT5FVEzy0x54jdS4wLzm2ffY+bGs/g9gz1RxJQnih2LzSUR+YkiZ7kNGk611mrUTIeqidY3T9OZ5kKKtmegZra5MqPjFXNhR6YBBh/cu5mc68gUBUMNUDyazhDh8XR6Fe5mK0P14HgUpgdX7cRdyctD+oTFib4Y0/s84Hn0sKzBecTipNGji6XSun37sK0SM0eDjJJh/GLRom3t7VccffSCceOyVHrzcMWMYcOaq6o2tLZilnHYobBO4lfELYsXP7t583mTJp09eXIt7WM8JBFRgzPE06nrE8ff2c+Wh7hIY/o4fSOv49F0dXcn28O5BqeK77/j/x09Zspjb7z81f+7eXdna1NN3ZnTjnv0jSUnT539w0f+fPnxZ7300hNTW0bNGjOlua4hl87u724fO27cxh2bN+7Y5zxJaXPpjONOTmfKfMPPmjVLkqMEHB2v4fz580HO6QuMGzfOeeiSSy6ZPn260xn7nH6qxq6X9hY5Gj1ymNNf0zmdnjxxDBAOKPBSHz1uCv4n//mOBedJgvPAkmCm/J2nnHPitDnRTzJzxlQkM6abz3PWmadJXYoXXfgWp+fw4eZHPGnSBCAMceCHftmlF6n/zOWyM8QnLvHWC98i/5Ani4+7SuSA5A3ggyx2lvJuSb1mt8fr2dbThe3urnZs9/dYYkexx+mQGZyKac7spT1TqnJ/BFe2BifEnFkduIMTAq8aXndTciduNLjcH4+DL54E7tUhwNX6mmoNTtGG1+CEw9jBief561//+uyzz/7KV76C0fJpp5322muvzZ07Vz764IMPYuLzHe94x7Jly7761a/6DgwjlZ4AJAtcAA4mRtQPu2Lh2yU/ehycefTJ117y71fd9MXd7eZPok17tj+y/Jm3n3RuNn3AwpjkfUwSCXtf8u1o39TQfacRb+rwgWUjYa53E3mfUUKYzsuS0Wt6L40+M4NZKtnfETJvKZ/BqrtpPZtlElGcnc6aWcv3CT6ljM79fQJeTHVMtGdsQZ/LjN96HZyeR1NOHtRwV9cads/BB+YSUrXQ9py5eyTmGDA32bMWmk43H2pbJLKb0820QfsiGHa+mXHseMnMYmLmoGc99GwSe9j2mSYt0+U50cxG4H+YjeAl8zkbzzLNUt1rhPXzHOEHXWw+YXakmQc1uqHxNLOW575HzYQo5iHw90SmCYo7oe4EGJ2CV94Fs2+Dlrear0sgEIYQzK2t/wHL3goj3wlT/8v8HsAvBKMIuRYzu7n/H6btG798OlZAul58yeyArjegSUw0tD4J6UYzu9m710x5NiwwvwEwD1pztPiS2WI+VcvbzJSgTI5KEZ+h6WzTIL7/CfMJqyaYFk/MgzadYfpB25eYm+Lmxpi1gQubofkt5p63gw/mGCA9revRDHDw6syjMMWXGaYHXzJM97cswFm4rtbR1LU8Qnf2TXLqa7qPyhqcru7mPmmXjsHHyLq6ac3Nr+zcubm1dVpLCww6Hl616i+vvXbimDFvnTGDdhw9nJHPZM6cOPHl3btf3bnzjMmTYdCxcseO6597bmxd3eVHHz2uvp7WQwxFqNU3w2pwhng31Ud5oKfT3/V3Btow3duyUL2cj1Opo6ntwwLLmhzFX19TfRSUzCgEPJ0HHb//6Dfrq+sw2/fAp3+8eufmb1367zgncOyE6YZZmyZ18bw3tXZ3fPRNb8e/R9SrMmbxtveddlFnT1dwuiObyeazuf795UYchQ+p2c2w/jIjEt2n7JMQDjYaquuis5uEIxbRf48x/1qd74Gjxkw6bfIxbT2dUDnqq6rPmX3yYHw/KNOywRqcVuv3aHojMrXuZlQNTh6I7Nw4TteHe3ycSjtgByeU8WtyJc7UcM063ID3ZejU4Ozr61u1atWnP/1pEJn5WbNmbd++3UlwXnbZZX/4wx+2bt36xhtvXHDBBeqBqNx5550guhJ/ywAAEABJREFUamLj1evs7JTG55jAQ3p6ejo6OpI0CuKn39XVlRKAwUVNuurS4895ZfMbhb5iVSb3qVu//fDyZy+a+6ZTps7NZ6v2d7U11dTnMv2ZxsI3hZ8Ufr4J+70i6xOkE7TqGT+pQqHg+6Tws8MWxeyQXbSLnxR+XWQqWSOPlwK/l2AQ0VHoNvePNTeOhZKwYPbxUspcyyO2MbBGATmEyfVBMs2nr8EJCldHwX6Md6AceyC5twYnY24NTl8u0zl/lxvuGiO5upaLtbpyppgfqopimHLoWGbWy6w5SuQsN0D98eKjfRlyI81NI7s3iHzAuWLTyEWmzxLTCd1roXenaejkBbMnpiLyk80sJqZC8XCjV4gzzWQGphN695nphFIndL4skqNjzKRFX7tIarZC1yvQcLKZpSjsNEPxHlnR8wIzq1HcDmuvNTeWxBwJgUAYQthzn/nHO/oKmPwNs+gmfsn0tZlW7+JOc7dqzG6mqqD9JXN/WnMTWuHIrD/BPBC/OrKjhHdzk7k2ov5EM7vZvtj8OspjznKj2Xn420yDeMdyyA03c5n4dWR6N08210zgC1XPFHvYrjZfy9yutmBmN1HJjTafsNQOw95ifv+U2gDGwiCDW62dI/T7NX2TmdzDnYhUz0O8m1ZBbEe3x6Y4PGQs03HnFSPixLAYE9xfAtpHvRGrnd1M2I/zIYGGqqpzpk798yuvvL5799Rhwwb5I+jp7f3CI49UpdPvmD175vDh6UEPOQnxgffGxbNm3bd69et79pw+adIg3yr4/fD1xx/fUyi877jjTh4/voqcvkMTsgan6sgM+jUVF2aKx6nBqSqq/9LlKa7XK/FlVliD0+aaGpyaepzOdg0e7no9ree3Rs/BqMEpgRdqWL21j1omnZEl6HDGqSrrTsQ11db7j8IEQHUtEAhe4G1sVJKVl/NN9MuQcDDQXNvw5Jdu6rftJDVoDs4DXYNTE9n52lR/5mmdVq3BCRDwX5bj1lxzmVqbXg7KsX5uR6RODU7w1+AU+uEKTHBiYrKuztpFvaqqSs1TykfHjBmzbt26DRs2qAe2tLScccYZINIPd9xxR1YAYgOvD2YsnL1wEwN5HVKHItp81+kXHzVhxrb9O6aPmrxy65qf3P/bf6x4dvyw0XVVNbva9xw/ec43LvvksLpGqBDyk8I3lbCRUr6phCU4g5/UjBkzPvjBD1ZXVw/dj0++qUyFm4AN8ie7q22fOWjjRTaL5qYU5yVY41RYDU6buxlNLxejCT63679Uxj7rGQKcOxwGzp1MZISucJ+Dk3m4ux+gMh992NTgzNSZKQGZY2g8w6xpt/cRqD3KrLvZs9nMODacZpqlWp8xsw6mBWqlmWZoOsuMJvY9CrWzTbMUphN6d5uF7krdsP9xqD/JTEh0viq2q8U8aK9p/aw9zqy7iQkMTHY2iDp5rU+Ze9hmR5i5ir5dpusLk6Pm9ra90LUCpnwLdv8frPqY6coa/UEgEAhDAjtug9c/AqPeD9N+aO50be4322RuhS0TnHXHmtvDtj5n/uFXTzMLZHYuF5bKLOx/1FwqUT3DtGNi2hK/T3BuzvzmmWF+yfSsN5OjTW82e7Yvguop9kbZW82eOPeHWVX85jHFNdC7R3zzdJuHNywwreGdr0DvLvMrDp8TM6aHpIIjs1q5147Nwe/R5Irucitbqeeh3k0/ZxVw5uE8yJ08q78GJwtyCOVGxTU4DarBeUiQz2TmjRnzixdf3NbRgTOP6UH8gY0f/c2LFr22Z89FM2ZcOGtWrblum3BYY+aIETgpsK29fZA3NMZb5R+rVz+xcePkurqr5s9vqa4GwlAFc2pnMrWOpuLX9NTRDHBNDU71WKb4NeNxKMN5XO7W4FR1iOauR1PLrT5m1Nnb11vsK/UZ5nxmsa+vaJLCmKYRcHCwv7UdCIQDiuWb33jPzV+O3/+YURNvv+Z6IBAObzQ11sNBgoybrIymtwanE7XFr8Gp8v+fvfcAkOSozsere3Ke2Xx7Oec7naSTdLpTOuVEBokogkGAsTEGjME2BhwwYBuDje0f6W8wGIzJIIQIyumkk+5Ol3OOG2d38nT4v+9Vd0/P7OzeXtq9O83jaNXWVFVXV3dVd9VX3/vkrO1kGpzusHmSsDluGpzmyBqcdXbmujU4z+vdtYRoNjU17dy584orrqDKd3d3x+MVPZ7Pfe5zn/nMZ6655pqrr776nnvu0XXdgQ0cgFOyMAmqpKJGf15JyaJc53PjnKpRAxISQ+0wLgAnnfea+ZfL8KUzFt556Q0/XPPr//e77+04tpdiDvYeWzX/8reseuWpNri8U1T4xXen6PHzei8el49On3I/fnTjEolTRrXPH6M75Wc71f0TYwxw8lYhuTFI2Dtk5YRrKEez/lEMEz53e4XMCtZohfPlYtHQCuVy3igXy+WCXi5qpbxeLmgUKFOgqGtFvawZYKiCqArSKh9NQ0MAYUNQWDcMU6/8Ci+9Ou8FovviFapXVb0e1auoHvyjW6V4VVryJxjXE8DTq3x0xZjL2nsT7B/yCDzTEjZgaiKzHpyq4HTACQQexBk5IDyAYANCNwmN0PrZFWQeBCyCPAMTASeAu3k5MEvCKqKXgFkFSbxjInGN0HMok0ALQjdzO4FiEhqhpSHbSWf0pkR2kzALAFmpMcJzUEhmnQjOBluUIIqOd4k9nwBuOuFdAEsa1rCGnbdGA8ixb4u9fwHW9dS/FB4/9i5Qx48sEumn0fcj8xnyXAP/tKEZADKLB4Fukg0+DxSThqPiIQCZ8SuwWkfjSXAKo5t7MSIRukmn6H8WRHAaeQr7LSAT4r48ngQ6MciUj/Folsd2ishioJsUqQ8A3dQzcGwbWYDIcWgf4TiNcy1s1uVr1gmPeDQrKOZJwiMdTXNUfM26b9XRzxNHmGM6e21H1OAEK+Vi+ji/UIy+6zqj0aZQaFtPT7Zcjp/K/PcM7UBf339t2BD3+z9wxRXtkUg2kxENO7+NkMVF7e1rDx8+kclMTo7deJsuFL62bl22VPrMDTfMaG4uFwqiYReqWbzMehqc6nCcTnMsNThPT3fT2rg0JFznaNQJu9MLhbDMsqGXAGjSPLRc0nUgm8KUu454GioQPpebaBPxqGjYGVsuXwgGAplcLh6NaJru9XqOd/W2tzaVSmVaDkoPDCbiMbrRtDZULJX9Pi+tOZQ1LRQMUGJaBOvrH2hKJTRNo4xHjnVPnNAqkw0MZuOxSLms0aoSpfeoKmXMF4uRUIgWK2iB4kR3b1tLE2f0dvX0tjXzGf0+qk84GCiXqXCCNmSPE5lsPhYN08Pm83q6uvtaW1KUwOvz0NlTiVhZ0ym+WCzTWiM9cZquUwV0nc6iDmZzsQhdl+bzeU909ba14ox0diowEuaaqCoVS881na1YLF09b+n2f/gxXUtf/2AqGZOFIJyK0yNOYdlcvEscH4e0XB8OhjKZbCwWofrTxcrWs6rXN0CFGLw1iprF6/F6PEqprAUC/lKxRIl7qfWScWoluvBDR05MmtAqb0F6IEOtJ/fcUwx1Po/qyReK4VCAyqHsPb3p5lS8jOvyUYO0taToqql0ut5wKKgIOdKYVH8qDU0aDlH1An5fTx9lTMhG6B/IJONRk7e6l6l6lNSjlrj8QrFEiWWzyxva0zfQ0pSgAumZoftIDwA1XbFUUlUPr/R68zk6SzCfL4ZCgf6BwSQ9NijTkx7M0j3S4XjNoGsJ+GldylMoFP0BX7lMVfIPZLKJWDSXx9XJ6lFGPFrpwdbm8Zg0NexUzKwsyw7R4LQVslyrqSfT4Bzt8WxpcI5ad7OuBqc7XrjmjSOF3bqbbq1NcyQNTvM81uCkvnrXXXd96UtfWrJkyfbt2/v6+ubOnfvVr3512bJly5cvnzRp0lNPPTVnzpw1a9YEg8HGLPoCskQ49q4bXp+KxN//zb+WMf/x2/8ZLGRfd8VtrfGmxq18mVhvb+++ffuWLl16MXFVz0OzaCQWmYT5msLmYlZ+dfbJWmxLd1gdJn64mMrRxd3Mlos5rZSlf6ViXivSnxmtmC+XchSgn/jXHEcSYElhOjKKqRX0EoGXdS/NrDsVNEeMMusXVN1kTjLTOoXBOTk4DgCn8ACzpH+xZSx095QITAU1imIIeyB4UrBwJgEMwans9fE4nNASUEGoJITuOgFkEloZuwzAw8CzDHl2Ap8gSDJ5rdAy7K52tvC3w3skpSGoAzjoBhGVhM5NqAVhovk9aB1tEI5wZSF0CqMopv01/tz/N4BUJ39IiMYY3rCGnZ9misP/KQ5+XrS+QUz5ODYoEKhJOGJ4PqtpbsXyHIR4N7BP7Nlgjed3sBNaH+BJi9C5D/stoLvpAfkSkOcMjjwBIJOGo8w6EZqG/RZwf93NA5dgcd+ZgDwpkoDM2BXsmfY57NWQY5Q+iDEKI89mEbsEI495CuoSZ80UhwApXCRJIRy+5ohh62gOiREVTmclrAwXHumojDpcczwVDc7asDuvafs/sPb5DtXgdBifDQ3O8bApyeTSjo7H9u59//LlYwZwlnX9vzds2NPff9/SpVdPmdJwTntBGAHh10ydSjfuaCYzKZEYmwk4rV//dteuZw8dunbKlNcvXOj3eMZjoG/Y2TG34uZwGpxqrbKmPFrcSmWYsKigpFXpXeFTPyqnwOMUwqjd4jSKo2HqJU0rAsukQLlkEJRZlnNKBm7slVg3p9NCRsU5BTjdvVvObcd4CVgZUo0L0egRJZiQAK0y9lSbhKgR1EQ4kwY8j4CoAt13ifNJ7I2+nQipIsxMbgjL5gom7/unjIWik1EtFAjI0yTARkf+rAIySiCixAXyfBZCvVRCDXPFbtUKE9KWzxdkFqsDKoKqR/Wj6lHJdEalN81nVPNcDZ3iGQjk9TdTJsM3nqrQ6Uol7BVnbBJnpJJVRubon0xjMIJAS0O4wLyHSyOwszwwmDNk4mJpcCBrcJVK4CnrEnGQu9/y+RLOQpghtw+1TLe8LpXOmOcd6YL5zboHump8Fq+Xj3ThBfoVpCYAtCU0CF8X4X/0BSIsf1sgXlNGukF53A6DcMhcDuJfMiOdsZKxWKK89lc+2oIikbFY0rl62SwyymvJF0o6n4X+J5uFziJvGTBjjweNR1AtNyydsUfhXQsCNSnki1QC3WB5jzzyxlGrlbVcoUA3F4gmyqQbDX09kxtCFk5NTU+CN+fhP6m+tDam0wBDV5eV16XpsnqNJfTz3xTXsuxQDU4XL3P42dloNTjd8cMfxbDxDv56TjQ4zTPT4BTO7NTyxcd1vRA0OMne9KY3HTly5IYbbujs7Pz+97/f3t7+P//zPzScEMD5xS9+8e1vf/tnPvOZRYsW/cu//IvamEpdaHbDgquum3/FY1uf60i2ZgqZz/zoX//f7773l69+/9KpC+ipnN0xTTTsojbq2r/4xS+o/zYAznNqFqIp+ZrWjMqsIJ3W20G4eJxWeEQNTuD2wKAAABAASURBVOvYU8j0FfPpUra/kE2XCukiBXL9xVy6nB8sFnIAMks5rUBH0bDTNj3NnmmvRrjvYeZuTgXwQJBA8jrmWj0tAtNYd3M3MMjUjQAp+34HXpTFoOoTiavY3+zTIrpM+FuBbgIcXYXpNOEWkSWIBFqZh0NaPSe6fyGaVgPPAOahAXjQ+gA8EPiR2yTa3gxoBO5te0TyGqEX8Gfn+8S+vwZPa/KHhXqhCus2rGEXrRmaOPwVsecjouPdrLsZg/KlJ4ENDdS7+x/B2EI9lwYWGgQoTCgmdXnJ3ex/mIHMmVD2lZ5p4RP7GRGciZGncACqvcmbhOoRfU+wZ9qprLt5QiRXYkzofUhEllrDEUaeFcIsicwLGI4wkmzGgJa6CYgmxqilwteGcYbAURrrxtislcjahU2zepHTFe94EKofdnM0leG4m6qwZ5KihtNp1uFoDhd/krBQqrw1WPGnrsEpKumNmhib02lpcIrGast4WHs0Or+l5fF9+/ry+emplBgT23j8+AO7dk2MRj+ycmXE7zfNMV48b9jpWMjnm93cnC4UujIZc6z2ph0dGPjJtm20wP3hlStTDee0F7hJDU7h8DqG8jXt+CFHm78ylK9p1imtmmdZq8EplNHyMs+uBidhQUWtyGiNVjL0YrkIfMYa/qxXtbA3PVXevNXuHcZMg5MqUCZERdPEuJr8NjiLl0qFjZ3gkSKaUolMNhuPRSVGqGlGcyrJfERvf1pNJmKSm0igm5vBSdiYlAsCg1O3OJSSfkeJ0wMVBifdIJVxRILfIuGgBCCp0VpAJQTqRlBYCzIiMYGCoWCQshCw4WF2INUwk8nFohE6I0GDBM61NFkZe/sVZkAiTGic3+czgaLpVI5E7AazWWTkxDquKyGvMZPNRSIhE4CuSpWny2BYsRQK+iUASTFNyYT0p0gDQpOVEfAqXbvEHQmMoUg66WAGFys5r1pZa04mJJ+SmieVjHM3AUbrI0hTVQkyDAYCRWZwKspAcyrOF+4lyLClKUnIIiGAzOAEQVnimvRAUGl5EDGD1MiBgK9HiOamBKGtdEcIcKb7JauaAYMzIJ9G0wIUvQQchkMhAiulXB0lZgYnzpKIx0wmh9FZ6BRk5XIpEAgQ6Bjw+6k0aj3ZsHQXqPV0ZrvmC0W6R1QCGJzQioKvPkJAI+GQZHD2pQdTiRhV1efz9HsydI+YwanL5mL8u0iV4abwg+wbj+aZwangLElZrCIaPqgvBDNPX4OzzgxulAijemYMTnEqfM0hmpo2llkbXxuunakKh5GpuNiZtkd4s54Gp2zf85vBKe0jbM6fjz76qAy0tLT88pe/FA27YC0VTfx/7/v8kd7jE1Jt9Gz+7IXf/2jNgx/69t9phk6/vuO613769X/i9zZWyRvWsDMyxcXXtLibwkE6HY5mJazY4WOZdFdhoLeQHSjm+0q5dDFHKGZ/KT9YKvQWs+lCNlMuWicYetJxXdb0e7zsYBbbGb2YTygedgmASHz9qh7e5+hBLSms+lRA7EX6kqRJg66V2ZMtzVo1uK/VdNMo60ZBK4rxMsUHGABTlhfhHpZW/At74TQyeS3gxv4nABsEJyGyfFykrgMvKrMOoAUYVNuAQcYuZf+Q6+D1EejmDviwJcRUH7BcQcJd7VZkjF0utAFLbw/czfXAIejsEt2kE1GbhRcCkyCI1MgBIi2nkZ4QkabbwRM99g1UdcpHgX80rGENO0+MVtAO/5s49M9iwnvgmZbQzcxGofght0mII3X/plsASdLUwN/Jir9HsGEizvsqBl/EForwLNA0KU18OcaBgbVgXkp0k+DJ5I0YK/pfEEFJJd+NYuOX83C0XkQuwRgFn9gn4NjWYM+0wVk8kuzAjorUzRiOBteDS+prFdmXkJF+HXtTrG1BdbibpnD4nU64gkSKCkfTHRbVaSoopqjibp4sXqlJo7h3+9amMWvjq5iX1WmEUp+7Wa3IMjoNTsOlwWk2NDjHywJe7+R4nD599vb2XtrZKc69lXWd8NQtJ058/qabJl3I2hMvN6OHZFI83hyJrD1y5ObZs/3nfr8pjQ8vHT/+mz177l24cPnEiYqzKtWwC9VsjqZ8ywzV0bTjlSpepuPvp4qjaeVVhuF0Kg7PsipNTXy9sDmKeJtP6cRXNDiFJD2W9FKREEKd/hkULuuaaTn6sZ5hK2xxMZWasCLLt0oWDsbp2hF1zt+YhUIhFouN7ySd0EEDINnZrAOTDsdouzxYerpRLJWxZgBlHKNkw8Y6hwl1ozBAR15p13StVFZxyapKCcoasoM4aZogOLJLVUKzGHvmMEGh+KyijDp4ogS8GfBYy+xAkPs4TGk1URachgpEe+qqIT/t6E/mg+oQ6EGVZNipKqK5ehh+gTeXwDympRFKVS7bGU3dzggSKsVTHNKwZw5aMgFJFBgcsMlSsZTNZukndsRazGQQlmxOWkoBBMFsV5TvLdFDSOtO0t0uFYKMzHnNF/K+rEf2IooHfqiqaFmtTKBmqewtFPKZLGGKWqnkLRQLdBYNOCWAwzLaHwOL9KDLekU6onVNKSu4LyVUVbALAaa34t6BXl32CGvbgeB7YlK6knUvcKf4duNquBHAxuY0GnVfalL6ES6oNZ0ZrXqRb4wAzRTNjruMJwEFqrpKd15RDTloUGSR76haomaXGTXJDaWwyURbVB53E6Cy4CqVEOTr0rQiMppFfoZU+DRufG9fCOaeqY1eg1PUcjTF0Fmb4uJ0Vs/ghpvZ1QubQ+O94gzQ0VM4ujidxsganMPklS1r8Tsb1rBxsrA/OKtjqgzfu+LOJVPmvuFf/qgn009/fufJn01tnXTfta8J+cdOP6ZhDbv4TDp7t6ZU1RqcmXKpK5vuKWZOZAe6C4MncoPdhUxPfvBEPt1byFWKqHpLnJNXRtQXCHv9EX8w7KWAL+D1B73eoIpjwOML+nxBlSJ9IY834A0EPd6wL+BXPQRkBjzekDcQ8HiCXn/I45P7hETlm8CsiXHCphCVNHbYsN6Pjnt3IffV6rzrQs5GxNibJyw8ITAyQ7NEcJooHoUAXuxK3NTBtexathNKnIQ9JK4FYjH4GNQ0obu5HZgBwQmmJnp+BRInUu4SWg+7gmQclH71JoFAEMYQZ4HPwTUWgyq7CS4oo5eLcr9IPymSq0DeoqfJmwI4QTgoFSgM5I0uEr4WuLdtewO4Wbs+JLReMeOzDYyzYQ07L4zGsX2fEUf+U7S/WUz7JMQ102uEGkDP1QbR06nve6IYRgik9LeAu5l5EZglUj7OkCfrbgLIXIm3QN/vRXgB0M3SYQwpNBRQZx94kUeeTmCWxQPwnk2RIJ3PB+pZ2ItzJVYC3aTxJHopfGJnN2OzBZ1dOraVOzBoSDE0dmw7HoK+Jo9b1XxN6wWiygXPWk7niEc3X3O4eLPmnTU03r1jd7j4k84BxanME0eYYzr7a4docFqcTsPWTBnfVdSXrVGjL25vn5pM/mLbttcuWiTOve3s6fn2+vULWltvnTOncdMvLJvT3Lyore0XO3d+eNWqMQA4+wuFb6xdG1DV1y5YEAs0JvgXgZmOZyBxWhqcQpwlDU5zGLaom385sh6n+ygALxUI0DTY06wOlMVUXGzLSvqTa3DWvrsrG6YM640vFPvz4lzeKolmuf6UgTMctCvfBqMrimfT1gp0FSdpmJLF2Bphcvl8EaflioWCAb/f766Fz+srecDS01WVMTgVjD1T+P1eT16lX+lO+v0+WmX3eb18rUImxn5rFQkItPJ5scva7wN2AJaeWvJRIfTV6/MRqCUZnIR1+Xxe6QOWYpBR6EiryowolvUyqUClwuCEB1QP6I+KAm4lquctK5QdxTiFUPmUxmZwesEvpcuRvElkpOp5KCNVRgKNMrH0ykq9IRDwx2IVVdfhwiJWp4XrJi6VSmbasDqkhGTsXYY27sKuYoXEcpgSygME9tJp4FMq3G4KMzipyroGZiq1h4+vnK6R8GC6IhXN7qPrpTSQvfR5FavfWQzOMkRJwW2V7El5RyhA//Mh3pD9hiU44YIYiQ3DB2eyHn4SQND0cLNLDU4QdjlG4k+yZA10Uh9dEd99mZHL5DMyoKrzw+Zl/i49MOD8UJl5j4frLzMq8ozsL3dMl1wAz5fKBDnH4/Ez76T2spxJoLXg+x6NRi/Kj8kKz7CeBqfbg447DR/rsTDFKBHAs6XB6T6rqMPdrDvndDQ4hWsOKVx5a+MrYbe+ZrUepzmSBqc47xmcDXuZGD3/U1smdiRbJcAZDoT+/qf//sM1D/7Vaz5w+fRFAV+AXvQ+j68xc25Yw07J0qXc8dxgVx4QZnch24Nj5gT9mRssGJqoeQOccf+K+YMJf7gpFCUMkmDLkM8f8QYivkCEAEgfBxAOhH3+sIz0ImBlHrr+a8XXX/8dimWewtGd1w7b3xOWyrezmC3xYCvl2JtRZvm62RC6I4CBYIDUzUzoXA/YwD8R0GbxCBw8EmZJcAKhDoQxQKGzm9HNMiQzk9cIb4vI7RKF3SK12iqTgAdCK3PbkDFxNTDL9FPAFXytEN7T+jhykAmdNwg1jAKp6QkFCUxiz7SDDFRcwjQshkYINyUItuMdIIqpfoj8ETrbsIY1bBxNL4hDX8S/jndyl4xCVdcTBDO73AMKeOp6oUZA6NTz4IuXusC/bLoT2xdoQPAkgW6WjqPjx67AFofBFxndnArIk0YhDEcCiCkNC3LkKR8XTTcLPQt/s3CpPRmR+T1MOi/xlghCN9uAg8KH7XUMeT5hoZtgkeoicQX2Vejj4XBJETXczcryo3AYllVh62gOiRGiglaKCjd0SLzrNMPEK3XSKEM5miMfHd9Hw6Qxh4Qrx0pet9amtV94GA3OBoNz/GxBW9v0VOrRAwfGYIGYVuLWHj68s7f3H26+uTMeFw27oKwtGp0ajz+2b19R06L+c76nZHd390N79rx1yZKlHR2NGf1FYKPR4KzD3az9dShf0xT1NTjdx+p4pW4ae5vSyPGKAlU7qGaWyppR1ItMczPck1InfdXWJ4f3qdRsiTKEm69Zk97COJ001sZace430br36eaK+a8/+pOwP/CuG14DBqTqMWz4FoQwpusx2czaFS1ZYiqvuZMVtTKFA17fA+ufvPOSVb/f/BwhQzcvulJVFXk1zhmd0lxdnlveNJ97ft3e/YeuWXkFARuzZ013A6U9PX2lcrmjvZXC/emBw4ePzZw5leAc1QEGxDkZQo6d6JnQ3kIYZ7msJRLR48d7J3a2uVpQnOjuoYqxrCZYiRnINBo2B7FUKJYYJ4M7VsLEQOYD+gVAkaqbL/CjxUxHKuF4Vw9EIlW1UCrnCwVKSSgZIZqSo0UlZLI5wtMIu8vgdD3UjB5FpbBp9OislFkqE/SVlbvNbICfwEIN1TOhtQnVT1t3M88qkQaHy8x9FOxQmSE0VI+uC4qenCCTz4suyolrpLbI5vImqxcZjGzy4//lAAAQAElEQVS1tqSs14X9SMmbYVpfxye5Mc6Ge8eo46UHMlRz+WxojLhKIJMgPmolD2ttEmyJmkNPtHiiqxdAoAIGpwnnXKiCziAoBC81bTCbpcamJs0VihrlpGvxKLlsQbJgqXg63WDGY9dcsA9e8DHBQNUMD1Q/6cWoUSNIgdJCsSisjQImA9aWBqd05Fsu4algX8Qelv/U0apCoEBfTiaWgwjfOKpeDuKdXjj7LZaKuq1gCqwXp5C8ZJxH40vG4+H10BNUKBTKZaDUuXxRSrdS4cUibooYKxvMZP7kQx8PhYILF8x77/3vzOfzoVBI42dbEnODAbhlproRFk4XRQ1I99FgqgDBvfSYMfxsSkfKa9eumzZtit/v/9OPfOK551+89pqV//SFvw0EAqVSkY50O3O5XCQSvgi+GaxZ2zAanNaxlqNZPVOr1eCsntmpdWZwtTM7UTdNle6m+3i+aHAK14y0ErbWZ7muF4gGZ8NeVhYNhr/yzk99+/GfUvhVl9+05fCuHz/30Nu+8pHVC6+a0jIxW8zfccl1qxetEA1rWMNGba/5xZfxH8nb5KVVOSuwI0drQY8vEQgng5EkHf2hFAX84XgwTH+mgtG4P9QUDDcFo/Jdow7j7b32fXQuwkNRz3pYpnDvkHLCRmWPkZx/QkvMaiub/Tn2ZuTApyR0k4BMghmaboW/WcIsQ6x+l9sOJDJ+JUBKYJZzwd3MbhZ6hmmaBbA8Q3NZTXMbu4K8CbTOzAbLFeTg81iUiF0K77KSyAWC5kvAGOJXiXIvwtElDIpswInk7JdOR2go/USn8DbB+S0VQkgnFUL4a+e7AX/ueL/QsmLm54XqFQ1rWMPGxQxN7PuU6Po/MfmjovO9wpcUA2vQnSNLGMjcCSSSQE2K9KXQ0xUVvZgGBOrmNJ74OzDOwN/sEQvd7H9ShKaxo2wajo4B3TQ13mwxBUBmbguAydhyHnnWWVRyjFEDvCUihxNFFgHdzG5FGoI8dTmS8L4KGmTMMhjkcHz9kuP2bUzNtI41i5lm1cKmM/O0976YzO+sG+8KD8PdrNXgPFl4mPfXycLOGYedUdaZYzoqm2KE+amoYXxKDU7TaMwxx8uSwWBnLPbrXK43l2uORMS5tP58/p+feYbwqlVTpvjUhtuGC8z8Hs/ERII+7HZ2dzdPmSLOpdH67N8+8URzOHzLzJkN9c2LwyoanEIZjq8p3Lqbw3E0LchqyK9uXmYlrJpD+ZenEgZIw14hwc409JJegi9J0/Xir+JZuuONqjS1YaNO3nrlmHZMTisfSHcfy6aPZnqOZPo/f+NbxLkxc8gX1QPrn/jDm++lt/ZALvt3P//G65bf9Kv1j5dYruVPbn3zNx776bIpc1/Yt7WglVbPv/zZXRvfdf2r//bn37hixsKegd7jg/3TWiYc6+/5zOvet7f7KJW2q+vQkd6uR7c+/5E73vbpH/8/j8fbHI13ptrW7dny0bvf/skf/vt/3f+ZoZ8ETz713B233ejzetet3/TY488SXnLo8NG21pa77rhx7QsbOjra/+9HD6y6evl3v/eTlSsuL5dLjz2+5vrrrn7iyWcJ7XjHffec2kLGqI0WMYIhv6cEFZva3xTR3trsaHAS4HTsRG97W1OpKDU4BysanKVywKXBCbxTVXr7B5pTCYa1ANpRUQQFEWo7MJiNsQZnwO+j9MARDbNQKkVClgan0t3b1tIkz6j09LY1N1Finx9SjuFQkMIOg5PaeDCTi8cilNjn8xIKSLiXrcE5AA1OPjsBsSD/CXhklRqcdJaBTDYejVhn6epra00xtObJErwUDsmalOExtkwlyPagrvTo1rX5UvH2pStVVtncdmTv4imzh2tbKVK78cCOpdPmueOpMtQCVD16Sg8cONTa2hLw+yUQGAz4CQIMBHyy9Vi806sd1dparQYhZLS9pUlhBidVTxFgcLKUZpA6OTVpT2/a0eDsUvqcjNRQNRqcVDKBlFKDk5C57t5+KH2WpQZnNpmIGoatwckinOVSfQ3Onr70aWpwDpyCBmdPX7+jwUnPnhgro7b67nd/cP973n7F8ssI1Pzv73z/4KEjTU3J/fsOstKqtmPnri/8w2f+9StfPXToyN98+i8+/befM3Xjs5/91P/98Kcvbdz8nnfd9+Of/rJYLCxZvIjahx6ntS9uuPyySz70J+//93/7p1tvf+2H//QDb3nbu2+44do9e/bTrVm58sqjR4/TaPC6177igp9WmKevwVlnBjfKo3pauaoYnPbbVwwbFsOGjVGkqQ47s1a3BqcwqmezVRqcwpXmAtDgbNjLyuZ1zvybN3yIAvRJsXzmkntX3PXIlmf//HtfeHDD4xT5wzUPPvd3P26Lj4csU8POts2ePfsDH/iA19sAP84Xi/mD7eF4SyjeGk60hWNt4Xh7OJEMhBKhSEcoaS2xOiu2Mo/cK2SHbV6LveI5JCzObtiFYrrjR8ng5A17Q8I8N7BLNhTrIq00pjkeb0xvQoRngqNJOEFqNQMPa0VkMUCC/A5R2CVStyJZ76+BTxDGkN8HdDOxQmgZEDoTK8GLyu5ECcnrLKeykaWQ2Bx8EbBochW4Vv2PWCkzmzCBJ6QTnmmfEKnb4CCXYAlavw/NgtPa8Cy0SfoxuMn1t4vBl4TiFbFLkL73t6L5Tri19BwWnfeLA58T5S4x/5tAUBrWsIaNsRH0uPMD4sR3Qdyc9CfwSZt+ClTs6GL01oFnINnrjYr0sxhMCIykGFNHN1cjou83IjgdYerCxUOAJwkrpV4P7uYkkd8PVLL5dvT99HPAOwNTMUCBkXk9aJrdP8c2CDkclXswHNFQQ+MJDUGeGPZSULEUpqFm4HkL3aRIyki5ygOi9wHRdBuGvrE3xTpaPE7T0dSsvOMqiKMQYmhYHSZch9NZCSunEFaGDZtDww7O6nhot+KVoeHh1VlGp8HpWoM2GgzO8TRaeVvQ2hrweh/aseNNy5aJc2k/2rx5X3//h1esmNfa2oC0LzijW3ZpR0dLOPy9DRuuOscA5+N79vxuz56758y5bsaMxqNysVhFO1Nx62i6+JpKLXezKuzW3RzC1xSKUqW1eSq6m5Uw4Ey4mYWKXVEvlUB50iovdfdWpkpYuLY1iar40YTN2jC9DY/n0wRhHs2mj+T6j2Z6ER7sT5fzQEUt5pv4vBg7C/uDB7qPlrTS7hOHPn73Ox7ZvOay6Qvy5dL8zum5Yv69N77uH372jStnLQ4HwrlS8f4bX/eLDU/dseRqgrKiLROmtU2a1jyhKZZEQUw3oxXlpmjiziVX7+s6/Pf3/BHho/lCLhGM/PNbP/rn//ule1bcWq/LK6tWXtnc0vS73z9BPy6/bMlTz7wwffqU3t5+VnyEWufKq5c/8tjTM2ZMaWpOHjx07L3vecvXvvm9efNm79y5R4yTSRlL1uA0oMFpGiWOop+k8iJrcCpauaywrKPGOotwr8oilJSYBTGp1ViDs6zRgw95RcRL8U5dUipZu1GDGKalwUnIERQxTd3KaEp9R9Z9ROGs76gw4Y+fcimlaWc0QOS0NDgNg0VDFemXVUCLx1B1RdfcGaV4J/1g1QQApw6RyzLkMy2As6xrD2546p3XvbIvO/jdp3+1bOrcn659dEpz29VzLnlqx/oVs5duObynLd7UPdAzuXnCxkO7YqEogeid8dT2Ywd6Bvvec+PrCEAVeIhQPbSGEBte2nrNqivT/QNPPfP8/Hmzp02b/OuHHiXIlqozZXJnMpXs6+37zW8f/8D73+7OqLBZupW4QF1eOP9psgYnCqdLK/ItcNIIC+HEFhxqwDJLZpZtDU4kRjNYSpmCiZ6UkT5vdY+hSQ3Oss6iokgMVU5TcFNrdBRKRYOTfgKZ2ZT0XE6sVTQ4KYyeJOVdYVD6pKFSp4yaVPrUStBJdWlwaiafkRBxdYy/tydN6jx8+Ki2TPvil/7jf773f888+du//OTfxmKxd9z3pm/8f9+58/ZbqcnuecNrdu7a878/+PH77n9nNpsjzPi+t77xk5/6u2fWPD9//hzCyKkd3v0H9/3Zn//10qWLbrlltTNEEMD/iY9/5Af/95N582Z5VO9PfvbAjauvKxTy4iIwa0esRDRHrcE5JFx3Blfhd4pRzezssDly/BkzOEd3rNJEGVmDc5iduXCKoDQ0OBt2PpqzW4oe0aA/cN38KxdPmXt8YzfFFMrFj/z3Zz94x9uXTpnn9TSAsQvbAmyiYWNo9KJKBaPt4VhrON5GQGYk0RqkY7QtmOiIxHyqV3ExL11OYCwOivMedb9TRP29Qqfj7V24Shs5bB2FqItcjhQzsldbo+JHyHTtujXdCitjb3Te/F7wpRKrwN2UZCl/iyjsAcOS0E0jB7CBgAf/RLiKJYwBjExbWo+AzOxWhhPYqWxmA0ALXxKRZFQmwQ8EasZXMHdzI9xFRi9BydnNwCpUHwqnI2GihKeS0U8Ek0QvhWfaDGMSBKxSIVRg080AUVBIEXQxgj/3/qXY+adixt8Jb8NzXcMaNoam58TevwZOSejmhHdBz5I6MkGGkcWieEzktqLvq0EmdEZAEC8dFdltQBxpBBh8AZhleI4o7gd9E4zMEvp1aCaL++4RhUMAIBG5BizPwCQk0/qxSULP4ETxK5hKvh3CvbHLsIWCslPAEwUOSnVLXAOq6OB6EZmPMYrqg5HnUlHuw8jTdAtSGkUx9mYvVCpDFzxdGpyndTQriGad8GiPzptXnPobdjTzROP0NTgr8XyuBoNzPO3qyZObQqFvrV9/TgHOwULhC089NT2ZfNX8+WOg4Niwc2GLOzraI5EHdu36F/ub/1wYLRH/5cMPB32+Ny9enAwGRcMuErN4maetwWmOqLgpRq/B6ToCA9C1glYkYIDWjuBi0tqI5Hqpn164zrGOBmdBKx8Y6D2Q6dk/0H2A/g32Hsr0lhm+sj4JuOnGZ9esbbctXbl+/w5aT7ttycoX9m27afHVhVJBN81oMDyQy+zvOvrxV76LUKuiVp6QbIkFw7cvXnG0r6s1lvJ5QelJhqLbju2nci6dPu/ZvZtvW3QVAUgDhfzSqXMJn1g9fzn91BZP+b3e1QuW37zwqnpji0l4FYFVd95xYzaTi0bDTU0pv98XCgX704NXLL/E5/P19va95lW3BwNwhxqLRfftP/yO++4p5AtzZk8X58bopuzZd5gRJvD5gkOWqujyvV4oLGqqDoFEW0oTXDuPyrCN6fd7CXCSnmmpSMgxEn6ogBJKZRJKJdvQ0uD0ez0FqZQpRSIFewMm6JF1HNmfLWtweqgFOTtn5GJZgxNFMYMT6JnCO5woktZTvfZZqO0hronqeVmD00tX5/d5mAYlNTjhErZoZYQGp7wuukYCID0lj63BSSeix7giGUaBt668c+fxA//20P98/JXvPjHQM7V1wkv7tz205fl3XfOKdQd2XD/30v995kGPP3Cor4sw4Qmp9o5EBl5Z+wAAEABJREFU03O7XqLmeMPym/jqPLIctB6uS9bfc/hw78TOju0797y0ceu0aVMSieiu3fsOHz4WDocT8RhBX0HmxYJJ6S0iI7Ub3CCji7EGJ/iauBfQ4FR80OA0bQ1O3A5KU/TieuUGQgxKOi687M7oUWwhUpXVMRHPvdaUepmCk0GDk+5+SbWfBK8qNThVR4PTa2tw4ssfDFSmk7IGp1cKdtKvrOOJMMBo1u9ERqnByS1Dd6pQ9LC6p+5UT0gNTmXs/GfQzbr9tpt//NNffv0b/33LzTfcdeet//O9H7z5Ta8nyDMajVx+2dJkMknP3tZtO6huf/LB9xFC6ff52lqbfT7/tdesvO7alb/9/SMTOjricSiwXnXF5UuWLtyxY/fCBfOoTe++6zYCSqkp7n/3fY88+uT0aVOuueajzzyz5vLLLhUXvpnM4JQoZu2qqTpkRjY0jVKtdDk6DU71rGlwihFrIFzzTFfYMGo0ON1HcZKwW3fTrbVpNjQ4G3YBW9Dvv/vS1Q9vepre2ZdOW7Bu/5Y/+Oonrp9/5XtvftOEROvuEwdiyXg40HB0c+FZT0/P3r17ly1b5mmsiZxLe/O8qydEk/SvI5KcEEt5FXyz2rQPe5es/FPY/Etrz+xJwsPFVI7maMKmEyPqhM264VGhlSdjcA5bjir9twsH41SsN+Y4aXDqabiCJABS6EAjQnMgdJfbBqARniQNYJbB6VYk4ZrwTFsUA0/D0yNhD5DYzCM7MIYNDCc0sytIE0QuIwsKZnQRMAaCJYQHynxaH1zgxq8U3iRYnoRZRgjy7IaEp6kD3mh5jfA3AbGgsxO6CaDiRVQGEOl6FELwRqkLnnXnfVvs+TOx8w/FnK9B9q9hDWvYGBiNADv/CBK5kz4o2t8KsDD9FPp4eB5gyNwObGKA3+l1cDENcd9DACPDs7GVIb8LOxsIyyzsQ3z8KrwZ+h8H3hmcIgp7eThajkjKHpzGI88OAJOxZRgQaOgIzwXLk+BSAjtpGJGeaWm08U+AoC/VjVIaOQCZFOmTPq5NjCSUcnAty/q2APukgWXsTXEIkJWjE+/wO09yNOuGLU5nJeyOV5Sq8PBHZUh4lEfb95E73hxlWDIyhQvXrOz5rdbgNM2KTqdhNBic42azmptTweDzR4/SqrrvnH1mE4B6YHDw3bNmLWhra+DZF6i1RCLt4fD6o0cHisXEOYMeH9mz57ljx66aMOGmWbMaj8pFY8owGpyivgan+2iKWt3NqrBwoaSivgZn5agZWlEjPLNY0vSiXtSADdTbaqScUtioE1/v2F0YPJDuOTAo4cye/YM9J3IDlTYaNYrZEoyKc2ZDuxxBm5dNny874/IZCyiQCKMC9BIP+4OdKTDyW+Ip60tAiImp1s5ki7AXDciWTZ1Lx5WzlzplOhujl7CTUvlJcP38y331/HXRrxMmtHd04N1BkBXFxPlIlkwm7EDcPVzMnROhP6ORcItoEufGJk9sLzNbkdUEGQBzt50pcnkCWEuEKEm3rqWSls3ly2XdW9YKxZI3VyDQkUqwSJamySxI4FW0/FIslbM5yDTCu6mGjCVOSRkphuC6sg+aikzIg9SlYA4ooEechTOWPJQ+m83Tm50CxWJJcj0VC9yDUWlcPYB/VEgmm5dnLBZxdirfi0KYpAjaomRnQgCykpES81k0AwCnoz0pf6W8sWhYnotQ0wO9x+kZ+eRr37du33Z6Qq6evWR228TOpo5DfSdWzV7aGk/duPBK1ePNl/LUMRdOnnWk78QNC64YLOY2H9o9paVDlkPtU6DqZfPUW6ZNm7xu/ZZYNBKJhOfMntHV1TN9+pRjR483NzVN6uzo6umdOmWSgAxkzoTOKDQsqSUVNsmC5Yst0cpNme8Fmp2uhYmtUk9U3rtCoSi7p1z+Yc1LXKzJGcGSRIvlpZ9eeXMlvkk/0e2iUzNHFMViL0WxCB+5Zc1b9hZLJTqjzugM3QJH3VMOaN6yp1goUYDKp/Yv4KnAIwQ3tkVci86PH5jmmkZtDq+89GygRnwWeuqKYHkWrYyEwKp0U8QYGuGXr3/tK50/58+bQ8dllyyh49133U7H/nT6jttumjixk8J/8M63Oinve9sb6fjud90n/6Rb9rrXoZw5s/Fh4Pf7P/qRP+Zf4K9x5swZMtncObOEa+S5cM2awbk0OJX6GpzDz9RqNTjdaYaqcp7sKIYNO7tpzw2Dc3QanMKZhVandMfz+qzF4KyEx9wKhcI3vvGNr371q93d3XIXxKc//el3v/vdomENG2L0vr5nxZ3Xzr+iZ7Bv9oRp+VLx49/7wk+e/w39E8zpvHHR1f/xzs/Ew+fwo7Bh58KOHj36wAMPLFmypAFwnlN756JrVWZFs1q7yrMx3jlrvRyct6aw3x1WWFUq7zYnfuhbRoyCNSLOjK85mrAbrayNd+tu2iuzNbmsaxlOg1MisuOlwUn4IkGViioGXoCaJsEJhEAUj0G+zizBK2xkIchShQOgURIaQZGDzwPmJJCAMIbycVC1CJgkNILgDQIdQZYqA6IgNLT31yJ1AyBPwkFNTcSWsLjmRpG8AewuAhuoHSILmJW1CTwtqgZBpP5mUEWNkohfDjSU0E06rzcK4hdFJhjSyG1hR7gJMelDYteH4Cpz1j+Nj8/JhjXsZWVaRuz9hOj+qZj6SdHxdvikBZCZxEBR7hX9j4rUjeit1M2VEEBNy/319SK7Bf2dUMzQdDAv87vhWlbxsnDmAnR/QjezW5GdxoH0M4hB5H7bCW1B9D6CwQpj1D5QyRNXQVMzswHbJvwt4JSX2DMtdmA8BzFOGqNo5CGLLQecSSisJJ0PbkAa77lawBrJTOtYs7BpVrwDDRtfN1zD13TeuVXxJ9fgdL2nho0/SVhU3vKnM8es936vr8FpCMMJi4aNk4V9vumJxIvHjh3o75/ZfE6kPXLF4tfXrYv7/X981VWehvrmBWteVV3U1varPXse27v3FfPni3NgtHz+pTVraMn+o6tWBX0NzYKLxyoanMqpsjAdL0H19Tjr5LUnopSX1vpLermowVljgYKmcUa8zLphUTfe2DvQcyjTvT/dvW+w58BA7/6BrpxWcppjlNYRSUyMJieEk52R5MRIakI4PiXWPHoo9PRMEZIaaJijOJFx9ioT8gUk7CQk5GnVRTgxI+St+XUMPio8bMP+rIhQKEBtGA4FNQYCMxmoYJY8YFISaIgwZDXB7/P7wOAs61oowBqchKiVkIB5hyBTUtjrKft8hF7pVKwG7qCPoDKPqjCuqYRCQWBjHpVwrHA4qBOu5vXm8vlQOEh4qmQfhoIByoIlHtXiTMvqSYCTYDbKKJmOJa4e9R2unUrnMiE8CXYgIWp0UgLbkLhMMZ4MZ6SSKS197FHYYC4pX7Wq2m98Cty17BoZvnXp1e7bs3TqHBlYNf8ydxNOamob2q5gLvq9dF1UpXnzZpUITWTKKaF3TalEMh5rb23uTw+mkrEJne3UvMuWLYlQgzBOqemalNJU2T2vvIn0pFDLlMoe6KEWS9aFWxKbdO8ML/sBpma3HirW4PQyTZaqUWLxznyhKO+Xh2tCZ5EAZ7nsYQlOghXVgN9PQGcg4JPNXvTQTQRKGubqMa9UCQYDHsYpJQ9P3jhKTKfmSmr8CJXpkqnB+d5ZHnSpDtTCzEClx8tD56L7RQlUziivizICBC2XxNjayJ0xlUwmE4nRdFh3mot/1mCevgZnzeqrUEaNJ6pnxuCsnKmWoylGET9aDU73TFXY8W7dTbNWg9PF15Txsn2V8dHg3Lhx4xNPPPHP//zPsZi1T2fKOVZ9aNiFbhOSrfSPAgGv/1/f/smnd677h5/954t7N1PM7zc9/eyu9bcsWSUa1rCGDTFrTqbI3bXC2Usrl0mFjHeFK/GmlUtxxUukU6aUaej7u4qLacc7YVEVb9aNrwlLVxsUoVKVmXAKcBZJ8F+FP2HlN5DKL3/69oNLEutDQFiQrbA+lFCsIfc0WWwSvOkhhiG9hagms0zkNytUJ4TJ3hTgEkQSUKRyBU8DDFOM+UuT8Amq+eAzwt8pAhOAOgBOWAk4IfMS86ImMqGzh7mbZQYy50PTDtzNLNBNfRAYZHgufMYShmHkIZmp9bMryJuEJ4Fy4GmWdTRzmwE8eCOIVAIithhABeUCU7OfH58gfgIN6xJ2hLuVuZtRIKCKB+hmqVtkXxKRJXBLSylDM8WinwLg3P3nwDg9YdGwhjXsHBk80/6V6PutmPrXov0eRjc3CDUEhJI6cn4b4Emo6r4ARnV4HtBNOKG9Eu+H3A7gkdRtCbPM7wHWSD164HkeeRjdpBJSN2GsGFiHTRWEg+Z3wf01GJkFoJI0hliEzi5kh7fb9Ujmb0UkDRoEoxKQSdgq1YfGKDny0FhBY1SWfdj6Uuz4uoxRZVwgE/nOUMUQ7qaNLArXUmd1fAWtdIWFK41wdu8qI8XXCyvOft7h4+2XXgVndYWFhUfW7giuVl4ZLn50GpxGQ4Pz/DG6CzfNmPF/27c/sGPHH69YIc620Y3+5fbtB9Ppm6ZNm9XSIhp2Idvts2d/6fnnf7J587kAOOlRee7AgS1dXYubm2+bPVs07KIym7tpzRlPRYNTUWp0N916nDWczpKuFcsgShX1MoV5dma6cLKh/EtRux3pJPFy3ujevmRkyiXCLw8M9Owb7IbL2cHuQ4P9BD1Ut8BIs0Kfx9MZSnbGCMUkLDPVGU1NjKXawzGv4jGlnyCecprWFPTcvjHpBkUikWw2C2LZOCwAo2kJ5gH45DmbMMZJIMmzbVJ4E7RMPAp4PnVL4BI3kpEpkxl4FK1wFCcwQZaUgKL0P2oybREal7TCYJiGLISLpW5hsByjjORnjP4ko+8rLEdUEts1MVV+fG2YACXrUkRAVpjSCK6YrB5XHs5mZSQrcZr4uuOqUl7runAZQExlmAvTpX6oWRcmP/3HykRHN/jJxDqMKZdiENPe3loCK5vXYQyrqQVj8LqVBpcg149Y9pJ3rKPupkztZLTC1r0TfKmGXDCiGlC0Yih8zVbzWi1pLxPJGLQC/cqf3IZu3X1ObVhPgo7x0MlonQVXZ4JeZt0+q0mds3CM7pyRnybcc9MuwXnGaqpnSD/I5rh06ZGsscexjrlnaqPX4HTPzoakr5rZ2RqcJ5vZmaPQ47Q1OE/KZTk7x1PX4BT29Zv2jlr5qxinJ+/KK6+88cYbRcMadurm9Xivnbd897EDEuAk+9QPv+RRPdcvuLKxg7hhDasx3uJiT9as/bBy60uFo2kf5YvC2e/jesMpdcIj7hXCq0W6SwFYKaAMQT957LCA2i7mN9A0sMKMXgpFan8K17lE5R1fdTRFHfUyc4jfWsR4ZNjj/GrSXMj6hrDPxUinCikIIKbcQKpMzztPfeytxsyVxlzkHEDmCyI4G+gmoYmlI1DTFB74nyTMkoCH3HYAjfErgW72/QYBeKbdCi4mAQYgdASq7qgAABAASURBVK5DwJsA1EGlxS4HfpBew2SpZrioVVQRvYw90z4DQNSbFOlnwdwi3ILQCCoqfgUIncUD7J1nExKDuzkg+h4BYuFNAUAlLAQgqNT+vNqW9wtDHNTIibZ7xZGvis33iIXfg2/MhjWsYWfdCN3c/gei/0kx+UNiwjsBYfY/BcgwPJ89VK8TiauFJwZmNvXx8Gw4mx14Drsc1CiYnRiAfYA8i4ehkUnrG9TBqf8GmaZJ/+JX0ZAt+l+Ejq8EMmk4os5OQ3nv75i7OQmQJw0adCKqDA0jNIYQkEngZTnNhE4NkCcNFPCJvYF9XC8DDtrzIFPJW7DrgkqLXiq0Xri99U8UY2yYPdZf/MSr1HBzN50NRFUcTTFs/NC32HDxQ95rI+7YHeVO3tGkqZlXnqIGp4WhNjQ4zxO7eeZMrxCP7t37R1ddddbvxWCx+ONt20qa9rFrrlEbN/oCtyUTJkS93g3Hj0u9N3FWrazrP9669UQ2+/lXvcpfz1Nlwy5kMx3PQOK0NDiH4XcqBfib1cqGRseCVpRTPvnKVNwv6bo8y+HiRwxrurZvsHdP+vju/q7d6eO7+o535QeHXO5IbRHzBafGW6bEm+g4Ndo8Jd4yIRJXhDMbtc5oCuHwQa0vAbkDSZzbgRTTcI8nGo2OLxbCDqUu5FeGwjcKcjZg55lyn7hw0HN6OHVOosjN2CYnVgwb2+CMzpeblUhwITpLCKnOTm38BwXaG8eF4to+LlPJwhUrqf0LvmMVq3ryqVMk3GSdTSa2kvI5Fa6YjOb/OGfEBcncvNOckvl8vkK+0NPTFwj44JHV6+1PZ5KJKDvCVfsHMsl4jEA4WtrJF4oBv5/xRmxe1zRwQ7PZfDQSLjEDtbu3v7U5SSgec15V1uPE9ak6eIv8f3A0Vf5JriMZ/IMEy00PLQurVB977ajSSs4dqXxsO60jb4eqOOktCpqw74VsJtWVWDa7DJt2EtVp/0rJVktat8+uhtXENuhnlyyfDWFalVGcM+KzurKx36653W94ucwpxH4OGnYBmL14WWFVytVIa911BA3Oujqao9PgVM6aBufQs9ZyNyuzTSfeMGs0OMWow3X0NSu/qpK7eb5ocM6bN+8HP/jBl770pZkzZ0qG+/z586dPny4a1rBR252XXr9h/5Z1e7d0NrUf7e9691c/ftsl173vpjfNbJ+iGXrQF/B7Gz5wGtYw67tOVSrcTdXF6aw+Vnic7qPqCstvaEit09uSPzfxQUpB/KVyPCBLr2fIEobp2k8zdP3XlcasWtUVI6z5nnUNTmviqdoxTry9KXJ8NDhp9T8wmbmbe8ChTN0ItpMU4/R3ivwO9kzLupuEgxLYQJglgQRaD8KEahD0GFkAPIPAUVOHGCelH3wB6CYkNtczg+pSJnRuAXSqRpCFHhPCRMsnmCR6GdBKsDYLmI1Tgsgi9mS7QaRWA8Kk0gBUXAJAIrMeiIUnhF+9MaQsHUeBHfcBMtn8OrH9fjHzn0SgQzSsYQ07i1buFbv/DO6pp/4Z9hOoAXRGfzMQytJR7HJA7w6it9JPQDdPAIxsvhOgY/pJgIsEOtIoR4MGdWEa9ShleJ4ITkYyQjcpu1ES/c+IACv+YjjqEYlrsX1h4AUGMtuxGYIGDRpkaNTKSCCzBd6qtQxI53paDDzLEpspDEf0DogsE3of6tZ8q0U2pdJiV1j8cmU8lsIVhwxZG3YfzdoY9wLKcPHul/GQ+JpjdbwyJKyMIr7m6Pg+GiaNOSTs8hZoVGIM03DSyDm54dLgrKRpMDjH2yYmk0m///DgYEnXA2cVWKL7vvbwYcLDVk2ZsrSj8Ta/4C3q909JJI5ls725XGv0LG9B29nT89yRI1Pi8bvmzhUNu7jMxdEUw/A1hTJEd1PU/oo5FqGYhGWWtFLJ0IvlogvLlFZnA1HVURlFfHW4Kz/AWOaxPTie2DfQrblmeSdFAVtCsWnx5imx5mkEZ9K/WFMKIpqmRCsrLWRKiph9dgviVFjjUzgxFejzXJoDp40LwnmBgjAWDmEbu3dVfLTgYSJMS9l0NDyGD2EFjk+xDOLRvAbi8ZVk0k8au7ziBB6TMwI5gJdUVTo7RbxhEsyHbdbYKEZotM6uVk0+CTIK64zIaBoeL/8BjW34qcLiDFdVyCpRYh8KpjA2c+OM9tl9KBq+Z3lzAn7ShcJnUe2zqFZGAdhRhg0A5OiPdOH+WNTr88M7bhmOVenimlIJVqakMj0U1nWEc7lCIOCX+96kYiWBkT6vPxaLlsol9sdrpJJJTdd9Xi/1B4o3eNXFWyz5+PKK5XKQcFRviQ4lzSB4npBRQkPTgzkKswddVdNNNAi3sPwE9dhNqnsMdqiL+0XN6+Xt9vJ2eJ3GUWTnoyUSjvRgactg8XLVbl4GXxEGw1NwBNqFUurcmKosDQm4YbklwZBVGIiVt5h+okcAGpz8J6qhenxcNDKqhry5Pr4dutyND8azqnH52GZv1dlT9nh8dmJZrMoglmjY2bBztwPDmmdV1DfdfE33r8PP1Go1OKtndmrVDK7613oczeHiz6YGpzjJXlr3PLNO2KziuyjKearBefz48e3bt2ez2WPHjsmYRCLRADgbdkrWFm/+7Bs/uvfg/plTph9Pdz+w7pFvPvrDJ7Y+f9mMRSWtPKWl84O33Tch1SYa1rCXt8ktLibzNYU1q7M0OFWbh2HzUSwep89LgKWHvju9+DxT+FvKS1noyF+/VfuAhMRHa99los77aGzCQ1HPYTQ4nTd3JWwMQVgdFTFl/DQ4PXERnMZeH7tBvgShcz2AQ+lvVh+AL0ejDPk6uKtttfxMJlbB3yxSLob6HTBIExQruILcDDSC0M3MOqH4mSzFOpqEaNK54NAywHJ9XZxyufBERPppgB+hmaBphmYwwvoce6ZN4BRwgDkfQGZ2E2pIhaSfgaPL8HyAqbmdIrkSZeoZMfcb4uAXxI77EfA3nNo1rGFnycppseN96GuTPizaXo+OmX6WaZrz0DEJjExeiz5I3dbXjL0RUneTujz16MG14HyHZoHESWAnBWhJse9hEZ4DPc7iQfRiym4wF5zygru5BXgqdXahYRihkYFKIMyScE2JbvY/gfEBY9Q2DFlwVzuIsQL7KlIoh4zgTyPDWyguAa80uxHnJXSTBjpKkLgCI8nYm2kdaxZFzaoFUlO43ptWWK2EhVKXu1kbdt6/o9DgdIeHeX8NEzaHMC+HnVHWiTFGzFs7P7U5nczjbDA4x9t8qnpJe/v+TOZgX9+s1lZx9qyo608eOHAonf7S7bePpW/Ahp0jo656+/Tp/7pu3XOHDt05b544e6YbxjMHD246ceIzN9zQUN+8+KyiwWlzMYXN3azH0VQdjqaoIJpQ0yS0w7SgN0WcnHOpjiJNbbhgaLv7j+/uP7Ev3bUzfWJH37EsYNTR2qRYamqsZXqsZUq8eVqiZUqsNeL18XvWcM5VCQtXHUT1nNQ0Hay3spe3kmuMrPFuHqXRt00+nycMj9A7OuZzOcLdoKypafAnit8N+kk3dE3D55MGR7JQTzQ0XVOlc1edExuqiT85gS5BZiuxyj5T+Y+yBq9RcLXKXkl1SxoHK/oyo0TMrUI0fHRx2QSk8qcaP0SIZE+4QtMIL3QyWmENZ5cuak32yypLwJUY7sSGFeZhXLNd01I+yeVEetNyr6yw11YO4mnmsGDvulYMEvMjLv9mB7LSZavCjmQFe8bldmOM1nLBCse8hlbm5tVV06oSWoxK0fgPxb4ugTMq8LVr+w3mBMgiExickQql24EKaiY3lGF9qLJTWUWVWSja4GQG3zvpyxcF8h3nW8PZKLF8EmQTyiyyrWSM9Hyr2w5sTWvrvlWyZuiVs5i6oqN0CpuGzGUQDs1tbt1QLpOfN11mlM+h9M/LfoYbdrqmw/O5KedboWBQnCMzT1+Ds+7MblTHc6bB6Q6LYcPDa3CKEcIVRqYVFrUanHJl1uZxVtKMjwbnkSNHrrnmmo9+9KOiYQ07Awt4/c3RpN/rIzjzfTe/+d4Vd/3pd/7+wfWPyV9bY00fuuMdasNp7flqc+bM+eAHP+hrTHfPsVlLo0qVBqeC/WtgX3oVbJDzs1a6F/vIAGHKt4IiFCevMF3lmFZpclamqHV0N+33VIV/eU7ChguJrJk9DnOsrE2DcVIvzGnMYdKY47M5ToVIXnGfSN4I+IGABwCZLMZJQGPianiF7X8cXmRBltoJQCJ5PQid2Q02kMnkSynG2fc7kVhhsTwVn4gtBVBBsEfyOtAuCeoAF5NwUCZgJVZChpPAUX+TCC8EfkmmDYj+R0AkVaPMuNJEfCl7pt2C9ABR1jLkuQi4KcGuBI3AK+YLOCnBLZ6o2Ppmsek1YuH/CX/b+GDGDWvYxWSECG69DwDhtE8D3YR36OdBrY4sQO+mTp28BtsU0AdbGPI8yvTrG4FuUl8GujnT2tCA9ZESeJbUfwMTRfEQ0ytvwwsh8yLUNOGEdqcodfEgkxc9D1meaQt7QNCEo+w8+OU4YwyQZ/kYxhYaJeAT+1LhbbaGEcJWtTSGo+QNIHQS2qrnMIhpGSRouoHQGWzUGHuz+ZcWkdJ0NDXt5UohKoijEGJo2K27OUSD0x1WTjOsOPt5XWFzuLD9Bnf294gaRRZ32BwmPLwGp6k0NDjPV6Mb8fZLL/2Thx4ihOnsApxHBgaeO3x4Qiy2sK2xkfQisTcsWfK555578uDBswtw9hcKa48coYHwmqlTRcMuQqtoZypuHc16GpxFrVwol4rlIgVoZZ+T2RxN53VbCStnEiaw41Cmb1f6BLMzj+3u7z6S6TNHTVxsCcVmJFpnxFtnJltnJtqmJVp9qtdGZ4T9QSBc26Cqw2Z1WHGlwXvTkLuNZbxrp9Q5f2MyCqJLJ7GnvQPJvZ9J2FPjMynw/Leurq6DBw+Gw+HOzkmqrblDOBccesONKJMzZViRfyjyv3AUy45WTahkIiP/aLBiD7h9Gsco7IvUcslqmNIFqZUcujnwRqrCOyuHpfoP7ziXGXESLse03aBSmDBPjzujfXb6RVWtigKrU6hMhUEQ1cnoqAu5q81nV1SunXWZshIeDoFDaVqN4+EtDvjBKlY+M3arIAFBkx47o2qY9rWo3Dvk02S3DJqJG1PIMxpydVfluqp2SpOdtqqcW7VuidWqrgtH5Z17Z7WekNswJIqkOnV2xJVMvnBZPVOiNVSUPC0nUBWpyoSwxpUUfI+kD2p5evpJ55BwWonr6JxFlxm52XX+qLaeFlVWybrFinV1royK5SzX623sNjsTo3FM37lzJ42QS5cuFefIrB2xEtEctQbn8DO72tmcrcE5mpldZR53gWpwumN4rVZUwmNu7e3tfX19u3btSqVS8l1IL4zguYPKG/bysFQ08cHb3+4AnA+se2TJlLkr510e9jcerfPR/GyiYefYAl5fwOcnKNPn5X/waOJlFyX4wDJtHr98R1SxM0cdD62NAAAQAElEQVSnwSnO3l4h4SptNGhlZd44DF+zTowxYpkWR7MWMTWNivd4MfamDwClIBjAyFmMTAIe4PUxDeYTIYuEX8I/ZDPrbqYBJ8DB40tQ6PQmgDvSFzbhoCBTbkHAm0IWoYvIEkAjBEJAWi8gMhtB6KTywcXcyG4q/expNgouZukI0FNTB5LR8hpAmJSGAFc6dekY8InoEis9ISsEwRaPMnfzWsZNn4f/ydBsFEL4x8IfiN0fEzveK+Z8BWywhjWsYadtNDjs/BP02el/K5puE0qQ+yD7kS4eEYXd2NlAHXPgOewtkH0wv5d1fAVS+ieCqVnYh38EVao+/vV66G5iX8VRlKkXQNMMTmHPtDvgiTq+AoRsbKG4hAmd27CbIXoptlDQ2BJeCPIlRVJnT1wHdikNR4S2elII0KAR5X0VNF7RsOaN8T6JEvigFEnjFf2q+FAOIaZjbzULlYorzIsVwhUzzNGsoJgnCY90dN6wJw2P/g07mpRGQ4PzIrJbZs3K/+IXG0+csB6bs2F0fzceP77m0KE/ueqq5lBINOyisBnNzTQx2N/ffxYfFSpqZ0/PQ7t23TFnzsT4eDDyG3bOrcLXFEM0ODVDK5bLBGfyv6Lpek3W19E8g2PZ0Pb2d+3oP7az7/j2vmMEbRa00iivIeLzT4+3EZY5I9FGoOasVEfMF5C8s1HMRo06YeFKU4/BaW+Yqmhw2p8X59CoPx48eOjJp9YcPnL0LW96PS0JxGIRTdMGBgbDkXAoGNQNI5fNNTc39fb1RcKRYrFYKpWamlKDgxmv14t9boOZeDz+2ONP3XTjdU8/89zCBfPo1507d2/dtuPaa66ORiPlskZrO+l0OpGIZ7M5n88XCPgpMhS6sNfiqCnomM/n6ZjJ5guFArWGrkMekhD7TDanlXWP11MolDKeHPymej101SWvx2BEmal6+CIqFEuD2RzrU6qlcnkwk6OfSt5SvlCke6/phs/rAQKNfWNmiXPx4oxSLJUzmRyLXHqKRYQ1PksRLGidqYeKVBSiclCaAi6jx6vaGVHVYqGY8Xg0LkQrl0vesslUzqLXA0BBVSmj4BjpG5aqynA4XVcR8J8hpCSBYPWiMhiI4J3SmhIu3D5L5RpVhDWmFVIuIJO64fWWZfW0Mg8OxUrGfLHkyeZM5oNS2ewUVqHGLNEfTuKsdeF09sFsXrYkVc+6dlw1CKZo3lKJ6ZV6qVQuFIvyWrxovcotoJrofDmyQ1IjoHkpI1Mq6QbJa9GtaymqWemqBeRR6dFXYw467nVZy1HrKYKehKLXui6D6WRUAQ0l0LVo0pEs37gynYUeHmpCar1BD67Lw2cZzDJ/lxmc5XKZ7gv8ADNVk06E1lMVKyNXj36gC6cbfdLHGPfQMGpEcCvf9vZioAyIl6VlMplzSmYwTcuxnqhacR2FBqcTHk4Nc/ijetY1OMWow/YqajUvc6Rw9XFEDU7TpcEpXGnGRYNzYGDgm9/85k9+8pNoNCr7z4c+9KE3vvGNomENOzOb3znzmnmXP7Ftbdgf6sn0f+C/Pn39gis/8ar3TW2ZKBp2nllvb+/u3bsvu+yyBsv2nFpnqlVuRRNyG9oQTc2aoxhyVIYJV2KquJujCZu1YYuJUhs+yfFsa3BaR9bgVKy3pGJxOg1rR5EYeyPokbBDssEXgVnCFeQW6OTFLgMvs+9REb8chE6CEwhygA/bPMOTS1li80V8t4ORWQREAUm8ViAHtLJAQCZBnuknGWNIIKXqZ8+0vXByG78aPLD0UxblCzjodmAelJH+9DUBk6CSgW52W74uCcJE+hTc1Zb7UR/CXwm9oJKpJoSsENxCuaTM54Q/EIf+WWx6lVj0E+C1DWtYw07DSidAhqZxYOIHRPMrsbeg0gd7oJ1JPVTqblLHD82o9EFCQAfWgE9JQ0phvygexi4H6sg0AAYnwyd2fh8iY8txFsqCkacdmyG0HniRJaMTEWYZmIzhAiPPcgxKFBlfzoPMRmHmsUkCVPJNGG1o0ABB3INRCNrAa+HDFiPJS9DajC9FhWmMgo/rBHxi06DkTYmxN8UiRtYNCzs84lGpy9e0wlWczpGOyqjDozzavo/c8eaI4cpRMjLlfl631qY9JzeqWJ522DAaDM5xtuZwOOT1dudyOqs3ibNh2XL58X37Ah7PVZMnn11pz4aNowV9vinxeD+trhaL8bO06VwzjOcOHeorFG6aMSPVwMIvRnOrb4KtBlQGcCZhAyX2pMhYpr1Wrpiul+Uow8PioHmtuIsQzb6jBGru6D22d6BLG90bx6OoU2JNM5LtMxOtOMZbJkRTdc5iVva8jvooHI5m/XCF34kYQlN8qleFwJ4iyWziHNv/fO+Hf/zH7/V5vevXb3xx3Ybunl66UVMmT+7s7Ojr6z9w8BDhl1MmT9yxY9fGjVvoJt5w/TXxeOzRx56kqk6e1DlnzmxaUHjm2eevXnEF3WPppOHYsRPbtm3funX73Lmze3p6CUbatXvP7bfd/NTTayZ0tM+fPycRjy9evFBcLBaPhmmdIBaNSLgxly/GoxECsfx+H2FSMQ4HAj4Cn/w+r3QiGgoG2Jkq4WE6ZZeSkwSAxWNI7PN56YmgcLms+/3whasyj5MAv2gYqDNBfRSWCXw+D2FgnFHz+Ql39kAIUyNMVHh48zp3R0VWz8uYKzJqmpehzRid3UZGqcIm/LLSSX1APZnu6WQkII2uy0LyFCUSCUkdTU0iiKpKJQSDfkpA9afy4zGZ2EP1R0YukJ5tqp7CACfl0ZHYx21otVg+X+TqsZQmN45cjClAgxMFEDgYDPhlbTU+C104tdLAYDaBBtG8jM5StQVTXSlGMIU0n1cJtaeMEmKnxFK8k2Li9r2jHhcKBeQ2f8EuXsEAKHgioaCsHj3kTiPQWbh6aGO0Jwtm8r2W1fMr/FTIG0qILFVV+ozNe4rhUEDlxGDvmoKqkVULkXAw7y1S+xDaKhvEy4g4V89g18FawO8DwFwsojLcFHSZlEBmpBiZUeW2dT+lDkrnDL8U87vf/W5wcDAcDt9yyy0KG0X+9OcPvuKuW7/z3R/de++r6JoGBgZVj4cuRCYQDTurZs3gKhqc9tE9C1NHnJ3VanBWz9pqVTlPdhwFj/OMNTiVk/E1bRbm0LBwZqFD+Zqu3bsuDU4heZxizG3JkiVr1651xySTSdGwhp2xBXz+b73vCzuP7Z/U1EEv48/+/D9/tvZ3j2157mOveM/kls5oILx06rxQg9B5ftiRI0d+9atfLV26tMHjPKdmzQ5Zg9N+UVSF7bdmnXjTvb5pTc1q3zJV75dhWCPi3Idr0EqnbjX45ck0OF1MTXd6Vq0eNw1OAjhNHUgkhO7aRWEviE0EJxCqAaW6q5i7uQ3QhaOTF14AbCC3FdkJRdAGRPpxwBKS5WkWReRSsDwzm5jy5QMx1NREZBkIoASORpYCKcm+BHSTMIzScQAkyVWit5cnTkzTJEgjvgL+JCWQqcr0KcZNu4BPgLsZZVZogHljxwGfpG7GIzm4Btey4Hti491iy5vEvG/iz4Y1rGGnZMVDYscfortN+2vRdCv32Q3Cl+BtCj1i4BmRuAboJvVBTxxdDEzrbSJ1E77/Cd0EqXoWImlIofFE8eBXs4R4gjyzm5GSbPA5QJ7+DjA7aeRJrIT/aurgkXnYmlDYAye0NLbQcEQjQPxK9je7FbWCZ9ocmKOEthKQmdsJdDPGir8Da7ElwpvEaGPkAWrCM+0WVvyN2bK+i2wwcGzNWni0liIdHqf9XrDeg8L13qygmCeLF653blV8RYPT/W5ypx/mnTVMuOYdLVy7Y09xjulocNadpdb+KjmdhjAUl/+6ho2j0bLX4ra2rny+O5vtOEsUumODg7/Yvn3llCnzWloat/hisjtmz/7d/v07ursvnzRJnA0jrPQHmzcvaG1d0tHhaWxmvRjNpMkDwZk6IS96EUeNveOpVRxN03mhutHKah3NKmTRFe8KDxRz2/uP7+w7ujN9YmfvsQODvaN0OdsKf7NtM5NtM5KtM+Pt0+LNPo935HMJc7j6GEPSGzVpLJDJxddUgGUSiKn6PEBt4EiJRWFkGqnwZ7JuoWZo4lzaHbff/MIL6/fs2UeVnDixM5PJEuJy/XWrfH7f73//WMDvn9g5oaenb+rUyVu2blc07ZpVK3790O8mTepcMH/urt17Ce98ds3aqVMmE9xCl7hl87ZZs2bQ5UWjsUAwUCwWr7326j//+KfeeO/rCvkCJSa884nHn/7Yxz4kLiKTqodSeRFSkyyaCCnHssYalqyPWMZtdWtwgsHJxDwNIpgG9RuTiwJeqCpMGaR4TdEkO9BkDU7KqJsSUjOs8+L5ssI6JbaVJsEPNUz5jQcKJteII6TWoyZplKbkXEr6aZkhMZRTRgUMVWo94n9SadLSd2TdTRRBtVZNKVqpWheiYxMDlk/sxJCcNOX1UoFcE5bJpL9YltK+WKkiqcizcPWg6CmvV5G1AhHTZBYjLkbVLJFLjS8crcfxprwuXeMN6qiV7IMQtrQyslZlmc/Igp1lW3SUybW69RVjCsnmpKuybqgjcsmSnRzWJXQo0UQDraGrXBrLdnJiSJ/aepzUkIopby5h1qg5ax+VFUe8syKlifbVce9kjGRwasho6YlqlpirWZtRZ3nSat5hqVT6+te/Xi6X/+iP/sgRSs9kMrT6Onny5O9+97tveMMbAoEARa7fsGXFVctPdHWvXbvhmWdfuHrFZV3dvb19/ZddsnjJkgWiYWfXzBE0ONUhDM6qNOZp44nnTINTjCK+VoNTKMPrcZq1ady6mxU9TqcdHb6mYkP61mt6HBic1J0I0dy+fTt1Mxkzc+bMaDQqGtawM7ZwIEQopgx//k0fe83yW/7f777/8e//o4z5wK1v/dgr7ufv2oY17GVh1nyLGZOqUgnL5VN+U0hn7w4jsxJvp1Qqy7NKLS/T0eAUQ3mZQ+LPQtiNPg5FNyvYZ33PQryJ1kI9K2nOcw1OghPgb3ae8HcCddCzzIvKA2UkfMLfxoTOPABFfVAMbhDh2QAyJcMyupQxy80AI6UYp8kSm1ovA5NLAIoMrAN3M76UMcid8FvrjYv0syBfEoZB+Id0aEk4aOEAZvKEXlAFqEDCMHJbgGgSkDn4IjhhkPc7AYm+1A3s8/ZFkDXDcy2vmARp0HpHZh2qF5wFrdBpfyNOfE/seL+Y+1URnCoa1rCGjdIKB8XOD8Bb7LRPQU0TMrfr4A4a3qS70AcJX1T82JrgTYjQHNAxCciMM5BJfdDbjNGDIFKKhDNqDzQyqc9SN6dIKiF1M8BOwhoJxQxMYffXg9jKIMV9wd3sxJYFzd5sQSlDPPLAJ3ZBpK6HZ9rcZqT0tfEWCgMDDoajLawNnKiIcYIgvgl+rQmIpbGOQFnsqzgKKHTs6d3O0mstd9NGHJ0duNXxQlQ4mqaoy9eUwSHpq+KVmjSVeHNoMkMuRAAAEABJREFUGrM2vmonb3UaYeGRtWlOrs4ihmhwGlW/DqvBKYxxeWM2rNpes2DBV9au3drVdbYAzucOHTqRyy2fOLE9FhMNu4js7nnz/uullzYcP362AE7CSjceP/6OSy6Z29wsGnYx2oGeYyZr3ilSP4890/IvLi6mMgxHs4J6Chdfs5K+Kz+4gxHNHX3Hd/QdO56zvNaPvK+CqjM5lprTNGFOsmN2qn1uakIcW9uV+kzQqq1Monpbk1Ev/uRhggxpocmn+nwe1e/1EZbp9/p5BmnK2ptMfDTlou0YanBSuy1evJDOtfLqK+UmJMI7nfZ821vv/d8f/PjOO26RajWvftXd8m1OEKaTnY433XidENdR+MbV18kEBJSuWrVChsl+/MPvCNvvJcEwmzZtucj2wfiYu0dHakIvq0xSmG6dl2BrVYZNn89LcBeFDV5pp4Cu6FI60Qe3BzoB3QrHm5zMg3iPTMn8SALCTM0DPJxKYKqh/Emjs9AHOwoxcSx7NDoXZZQqj/I5QvV8XoWZmvKMBKhxWJGJUR+4w/VyhxUUqbIXVsro5QogsSKvUfcg2iOvhaU5cT9BGbRKUADaeypn4WvB9RKuRgAbrotaipVfrdZzWolaTFFc1VMl55XKh88JLziWBjemPKL+XrBduWKotlB0zqd4uUHwoPEHMvNBPcho8lk4gclnl2ekBkZFuYXlk40nVlckG7VSPY9VPXZIi19NvqPUhVE7r4cCaBluCo9VPdNvV5XwTKqPV9MlG9W0nYXSTyUvzgJKK85iNYjXDktcnK5UPlQ6KL8emVE+expn9HD1TFYwVat7md/vv+222wjmdNBNusorr7zyhRde2Ldv36tf/ep8Pi8BzomdHT/68QPUzZ98+rk5s2cSuklg8CvvuuWh3z7WADjPvrlncEM1OKWnnKEanMI1a6vmd7pnapW8p6a7KYbncaJfnH8anPbRXrdVqhTXxkmD89ixY/fddx8BnK2trbIyf/qnf3rvvfeKhjXsbNuVsy4J+IIPbnhM/vmztb+756o7Z0+YJhrWsJeH4XNKVDEvrYmbxdccYb+P6w2n1AkPF3NKe4WEq4R6OOVIKKa8vNr4kTU4RzxafE1RQU+d92wl5dgbgQeByfhHoAWF41cIPSf6fivi1wh/q8hsBheTIk0dYEbscvZMuxZ/SuAh/biIrwQXk5AD+oYBg6oXtCowLOOi/wkQtghOIHAUYpxXsJfLZ8C4gmfaXjC9JHwy8KwQGhqBchEUAQW+TSKxAgTN9FMgjEbmAwKhZIRuEkQKzb8E0M3iUQAqhJcQjNr3iAhMANxCOGhhn2i6Bf51t75ZrF8tlv5OhKaLhjWsYSe1wgGx8S54dp38YdHyagTQB5PoyFrW6oPos2sALsIz7WEMDtTd1JDo+z08WofnAMUkdDOxCrsW+n4HxqSWwBYEowQkksDOvqeRjCBGgiSpwyZXYQTo/hVomhSZ3wMAksJ6Hiei0QZOaF/EyJBYiYGCwrFL7M0WJhQ6jYzofRBkUykDTGliS+HOmuBPgmPpjDTyKLzZwshieFEDYuwNs8f6i59Yeh1Wg9OsoJXDxg9979TGO2/V2neTK/6054+jzDsKDc7qX4fV4DQvsmXNC9SWdXYeHRjYlz47iraFcvmra9dOS6WumzrV07i/F5dNSiaLut6VzYqzYZph/Odzz0WDwZVTpgTZLWHDLj5jXT5PfexQnLLK5mApv6n70NbeI5t6DhOimS7mxejGmFnJttnJjjmpjrlNHRQIeX1V/MuTcUPrvJ2Hix9ypIv0+wJ+QoCAtxBCA0TTFJU3uztsz16dY0WD0zz3GpyCl3+d97Kn2mk5xd97z2udVeKaozvZ0PDQd72MIXjmLz7xkYvsS+DYiZ5SWcvmClLOMJPNg27Hmo7FYqlQKAKSVFXN0BlxBIFP4l6Ut1CAIKNMnMvljx7vYe/xyJjLF6QneVAf+QuKQKzBTI4Kpz/xKwijcBKbzeXBKWTgk0rzebP8MSZszjREH2X1KAElZj4hMuYLkFWVGctlgHaCuzA9CRJWLJW0HDICyMzK6zKwHEQFZqCOSYiMwixNJLAVQ6EuSddVLpW55moBf1hh6RqXV2KQhY8QH6XLoeyE3WXzeYObCBmLqB63MRWusWdcRbqNlQ5vuWBwJClMJRw90SOlQymXVA9lJBWYIiRCNd3vy3JiJU/NzqRSlTOCrsr3DjKog175eDIX15SymmlfVgqR5goFvhQ0TrEE9VDZcWVREsJH9TRWYy2j2a0GKVJ7aHIPg85Is7wW2cU97Ep3kKqnWW6E6bGRVS2WSnQ5JjMypU9gWSXCYlnB1FPgR4Wy00iT5wtj+i5VT2ttqeh60Olmzqx1jtXZ2ZlKpb7whS/QYJVIJGTkG+95lXxEb735Wvl4BAL+YDB41x03iYadbbNfCJWVUou7adbjaFatptZbWR1LDU4xzFnd8e71U4ejaZjG0PjqsBg2fkQNTmHUTzMuGpx79uyZN2/eQw89JBrWsHNsGN/bJ8/rnLHtyB76M1vIvfFf/+SPbn3brUuvaU80fCs17OI3fuMIR33d4XEK5cw0OM06v7rjh4TN2niLcVKJr7eqK0aaW55tDU6Lr+nS4FRcO5islGNvvhSTpbYCToheDgYn4QGJawESZCW6eSXgSQIRIwvZ6+NW0LAI6QQv6iWgm+BuvgjIM7oM6CbBFQmW2Bx8HrRLiiwdZwbVMuAfVDidMcwMKkoJh5YeMfAU0MrgdISDU1ByZiN7pg2JwfVgkYK7eYTTrwaQmX6WCZ2z2QHmHpFcjUkX4S6EblJKgmfgFfNSNCmFZ3xeHPqy2PZ2Mef/gTPasIY1bAQjZHHH/cLbJCa+H5sPVB+4m/5m7rNH2LXsDejd1N3gmXY6czf3AVZEH3wKzmaplxUPiPxujBIE2RH2GZZqmjvhqjo8E9zNvidFcAZGHkpGmCWhmxh5NrBP7HZQt0vdInElNltQZHQxXONmNyI7IaZ6nxh4HlxwGklA0zTg9VpnILPpDtBMqcIUSQNIuRcVJnAUhO+XAMpGF2HkoeGFhjU1IsbeFIckWRu2jm7CSeWo1CWoVMdz2HakMCSNYu/YrYoZGq+c7rHyRqvEm0OO1fFuRqYdM1SD06irwclH0bDxtkQwSPdlsFg8c8iZSjg0MLD26NG758xZMmFCYw51kVnQ620JBgdKWAv2n7G6ak8u99MdO5a2t984c2bjUbl4Tal3NEcRj7BmaLvTXZt7jmzrPbyp58jhTN9oThnweGcm2wnOnEPHpo6Z8TYfsDplFBzNEcNKTXwdDU6v1+eHcCaBCx6/FxqIiuuK5Nq1jVyKChPUCttHc0i8aTpg6DjaueinF1/f72hrJrSPtSoBax3v6mtvTUlhyP70YDIRk/KNBHFRjKGbml4OBqDBSUhVb/9AcypRBv1OPawbE9qbZeL0QEYqZRJAzl5JgQUSlBUJByUeeaK7t62lSeJhJ3p625qbJMRFWFc4FKSwwsKTEn6T6p6UOJMZ7O3JqGbZ4E3tBF+FA8mWlmZocNJ5se8EMCpVgGE5dTCbxXXJs3T1trU2SVlNut5IJMRMQcVyUcuwopSBpGr09NF1xWX1evsGmlJxKXJJ8CqlETaDU55rYDArxUcpfLyrt73Vui5qnFQizh8q0OD0QmBUpXqyBidkTXv60tR6UkpTP6JPaGti8U4PWi8eFYy/Sg1OykhgJLUMZQ/4fT296eYmK2NXdx8BgfLeETgdDgXkM2qyBic3KUWGZPV6evubm5JSg5POkojHTPZ+KbU/yehtGfD7pdIntVI0EiaYkxpWnlEimgReUiNIPNVicBIonS9EQsE8/9Q/kEnGo9Dg9HnpLKlEDGC2AQfFrMFJTQ0NTilHKltPZuztTzclE1KDk5690Ty9hFz+1V/9lbA7Jh2j0cpUK+SSynbHN+xsmTXPqqhv2jxO93xNHXGmVqvBWT2DU6tmcPVmedUczeHihTWbM8+CBqc4GV/TiqkTFnb9zGq+Zm18RYPTDo+5RaPRjo4O0bCGjYnFQ9Gvv+ezD29+JuQPTm+d9K3Hf/yJ7//jT9f+9g9vecviyXM1Q5/Y1C4a1rCL1OQWF96/o1RzN62wMny8+/03NDxczLDvo7MdHiXqWaW7ObIGZ2XnUHV6IWRYjMs8jWpCmCWhC7HL4B+y/1HwLMHI3CrMMjiUWhqAQXQpyFKDrG9NyAEYmVsQAKHzRYAKoXmsfvccIAoCRyklMMgFljIflUloZfoplByei5SEYRDGAMXNFwCKELpJ+ARZ+TijqsvhmRbpm0HzIsiTcJf4CgAVdAqCPAkdKTJESigInX3gGS5kpijug3Nayi48IHSGZgGDmfqXYveHxJZ7xYL/AQutYQ1rWF3LboNsbWCC6HynSN2KLtz/OPfZeeiDud0ifhU6MuGL/lb0wcIhML+pu2HbwTMQ8aUeV9iPf9S7qQ/2/g54Z3AKu6vFPjBgloPrsVuCOiz1X60HKQm5zKxDT/dPQCQNRDTyGDlQwGlcomIzm5AmdqnQByx40hvHyEPvH4I/jTzzyy+D42tIbAbY/XUXyqQKexMMx0ZZPbQXIwnhqTTyGEUx9mZaR6WyCmm9E51w/Xi1EnatYI4Udt6/Lg1Od/xJ3lOjDLvey+KU55jmqDQ4nWOVBqfZ0OA8Lyzi881IJo8MDubK5ciZad7rhvGtF17weL2rp08PeBtiHxeb0aNy9eTJW0+cONDfP6ulRZyB0Xr6w7t35zRteWdnUzgsGnbRmv3KHBV3E6+6Xf1dO/uP7kwf39F7fFPPoWrWYv1XRsTnn5XsmJeaMDvVPivZPjvVIWp4lqPkaJ5SWMDnZ8Dr8yn0f1/A5w14/OaQ9Bbz0oo3aupjmu6U9tu5Nl64cjXsfDfoH7IHUZZ7hONQjtE1TWGRS42VHeFWVNcE+xo1dFbJlMKKnMCQz4eUz6TEUg9SZxSUIghJREYoYnI2E6iYxsKQVAF64jRHvJPlNqHCyAQqi8RkWMKchWJx/ry5DGTh/xS/Y+fORCKlKJZEqGDhSSlJ6WEeKkuIssCkaVUPYcNgiUnTY+K6GJ23BCyZPqhRL7ATo9ryJwkZskinIjU4OV5hdUmdz6vxdcmWlKqTmkT5uVhdmIZsZ9m8MjFiFNl6UKnk6plSN1Q1UD2+WI9dPT5jJaNiSW8io9XCTr8z+FocWVNqVOe+SG1RvjXgqfEdVOQFypsrb6sVVjR5RkOKenK8TGwiE+8LlEn5J6dBFGoQw3laZLRqNSOXIu+UFF3lRLJ60Ekd5faIoZ/ljQ/1MTVzBA3Oyj5UJ74ywzoTHc0x0eAcPmwMm0a4Zqd1w24NTuFialrtKJmaTi4nPB4Mzng8/qtf/Wrz5s2LFi2S/rhXr159+eWXi4Y17NzYrI6p9E+GV827/FfrHv2L//3nt37lw/wtqfztPR96x/WvVxvj+9jarFmz3pq/7TwAABAASURBVP/+9/sabovOsVlLpsrwGpxuTqfpijedlEoVX9MOC+etaYedeDEm4VEyOC1eZk14iL5mJY2zZn2+aHD2A62Unmn7HxOJa8BzIoyB8IzESmAAYFAthX9IyaAiwIAASMJBE6uY0LkFtMswIweEN6RuYGW+57HQQKAIoRFZSZYKg+Xpa4Wn2dIJ0f+waL6bWZ4voBCglUfAIqXy83tFx9uZIvYCahKeL8onQNmEV8wgoFZCT0OzLUInhAAVxmAY8oTM5x52bKsCB43MFYGpQFayL4l53xbb3yE2v0Es+B4QkYY1rGE1ltsmtt0HdLDzfqZWe9GJvE3ABQksHFyD7kaQJ3Vz6rPUB6ln5beKxPWYC/Q9AmwyNJNVcvdglwONADQOUF8LTALemXmJxTi9IrcD0CklJmSUBhkqk8YfGhCilwHyzO9mz7RXAbMcWIshiIBM4KB9QCWNAqBKgjkx8mzGKeATm4ej5PVISdgnqOTz4ZmWEkih0IE1GKMii1EIXQWVCWr4i/hTTBdjbM4yrL3TtkpTU3HFK7Xxwk4v6oaV2rBykrAybNgcGjaHC9t7mJz9PWKUupvucLUGZ+3+32E0OBsMzvPCCF66ZurUZw4dIoxz9plJIaaLxR9s3doeDr9y/nzRsIvOCP++dvr0f3jiiV29vWcIcBbK5W+++GLY633zkiWiYRezKdVuDWrCeHPt6D++o+/49t6ju9IntvYeGU2hhGgubJ5EcOa85s5ZibbJMWfgqrwmTxY2Rxd2ysRqMkiZqs/v8/o9Ph8UAL02gutckaibtzZsY5yVGSWHHU5nTbzpcDobdt4bS0OqdDDZzS/dNy+7D5UyjR4P1Dc9UrgSv8LXqPQGzEKJFOkl6BCymnDh66HPJFZvVOAn1kSBJjtKhQanCnqigSzwhsoqktLZKXz/ysTyLHLFhhmcePBYTROOo+HllebtA48p3pSXvvC7+1LPb/HMmIlcqurljIKroegQ/rQzClklL/QphfSS6qEYZnBK/5SoMNLijFIn0ssaolwjxbleFvVE2GBlUU7glWfxwOGqV57FtM5oXQsn01nNU6FGgdte1eDGVLjFcEaFpUapMlYy3A65TR+amnyB3DiGR57Fw9V3mlpWVeVGwPm4E+pWpAdngYNfj6yqiaZW5XXJJuZ7iqvj+46LwXXxKT0yI1eVsGC0g6wKFcU0WbSYXbI0WSUPF6XIWwAIWpG3mFufqwGRTo+8cfK+Wxk9lr9c0bDz36wdsRLRHKLBqbjiRdUM7uRhnn+po9XgFMPrbtaGzz8NTqNOjDNPHi8NTrKbb4aodakkHW0LuT2kYQ0bG7v9kus6U+1v/88/O9bfRa/Dv/zBF6+bf6WDgDZsbCzIJhp2js20NDjlx1tlRdKsq8Gp1gm732tD33Hi1PcKCVeukcOnczxFv7VmHb5mnfhKzNgbQY9gZLIrSEhsxsHdNHJwM6ux10eCJIFubhJGGVQtQgUIOSAcFAwq5lxGlwDdzG0GgwquIDcBnowsYoblJqhgwjPtOjiEJMSxdAwYRssraLohBllHMzSH2V37wf0iHILAVDiZ3IAjISsEfBb2iNT1DFQ8x5DnXDiZBKHzSrQYVZtwkfAcUdgHcDR+Gab9hF5QJKGbhQMovOUuYehi4h+KEz8QOz8g5vwb0I6GNaxhjhGISF3D1yYm/AG7mPahd/vi6IMF6oO7oapr9cEoa98eQueKr8SANvgSUMzwbPRB6q3U5eHEah2Yl8HJ6KrU65tvZRamiW4enChy2y2JTSML7BMSm20YebQ0ssNd7TqchYBMgl2NItBN+JvdaFHJwfY2gJ7SGAUa97WoFYYjk31idyGXVPqEZ9oo+jsNGnRSgk6VEF9FHCTUsTezSoOzlpQyrAan+2hWUMyThE/yblKqw2d4HGU5o9DgFFW/DqvB2WBwnhcW9fvntbV9f9Om3lxOnBnA+cz+/Uey2VfPnNkaafguuwiNFp47otG+fL6vUBBnZvv7+7f19s5IJhe2N5wkXdxmDuVrHsr0bu09ur3v2LaewzvTJ8rOKt/wbwRCE2cnOxY0dc5rnrigaQIjmtZuopFet6YLrTzFsGJKf7NevzwSrCn93NpvYeAso5pLGnXCrnKqwu4Yobg1OMWYaHA27MwtPZApQKrQ0FkikcIUI52s5vI0coID6PN6ymWNQEEwHQ29VCqD8wcxyCIlpqyEShXL5X5k1HxeeJo1wQSFqqXGIo6UsQxupsbeZSE/2Z/OSMFOOiNllI5ki8VyicUvGXQE4Ceg9FmEgqNuZHP5Fn1Q9XeaetrU0saenZHH1umTJuUnthWbEt4CrcPTCgdgMyn8mS+UZEYPzoKq6iwXygqROi8cqfyBh55JFyglMT184R5wT1lbNF/0eDLS522xBI/nklWqcAIC5/IFvljOmJetp0uJ0II6YG21p3IZhIWUZrFYYpew3ny+mPZkynzhdNXpwSxrYUKgVG49UJiZKljkssSVK5f1vI/OWBwYzGrsNVfeL6nBSdeowaWtNaBIzctiWTZ85YzSvbC8uSZNA0ychWsHdUwqEFKjhRKVZjD704NrlDcaWxbo53JJg3dfTZffzNQIdFH0J1WSmohKVlg0FKqf+YKKr2jorVJzFYpANOlSvAUv1d/PApzUelRJypujn/nZU6D6WRINO+/NNB0Gp1q7aqoORe7UOiurbgXMsdTgdJ9V1A271lWrjjxkuGJGDlcfR9TgNF0anMKVZlw0OKdNm/bJT35SNKxh42TUB6e3TYqHogRwCh5rPv79f/zsvR9pYJxjab29vXv27Fm2bFmNyn3DzrIptdxNqccp4xVlJPVNoQyvwemOqeJ0jhi2GCemE2+v3rrDo8Umz4oGp2K9Da0w75xy8TWtHUxyPXd8fB4AjDQ10fcwSJwESMA/ZAZsKsI4sy8x5BkDXmiWAULoJXinpEiCPIFZBuDxtdwj0o+L5I0Meb4AklZkCTuV3cEMKi/8x3pTAEopJeENiavAA0uvgdheaAY8yoJrdS2c09J3A5XZ/xSKImSF0A5gEpcLTxjntdIfATMM6oBhlCx92AIHPQAUhObw6SdFaBqzQg+L/C4QOoVPZNaK8CIx8yqx60/E+pvE4gcYhmlYwxomgBdufBUcSk94B0tshkTfY6x9O1+UekGtRh+McB9sBU2Tuht1/+RqZlo/jY4Znm1BnolVGOXST4jgNKSEIO4BdkKrYLuDWQLcmN0uyseQkt4bfY8DifR3MpCZZ93NDLITEkldm7JoA9hXoectHV9vgiU2dWyn0AbhxZoKx3D0Eg9HC0WZPdMCo43Aay7QzQUgiea2YOCiyIE1wt8CBqoyHt8GikOYtBcbRziadcPKSOEqTudIR2VI+AyOlT2v4iS7gIfZvcSMTH4bVmltyjl5RYPTVm1paHCeP0affPFAIFcuF9gd3GmjzrQa952NG4ua9oGrr5bulxp2kRk9GwSHB7zewWJRrt2L0zJaIv/Jtm09hcLfX3edv+HK+CI3jCcDpfz23mNb+45t7z+6tedwVitbv4w4Z5oWb5mb6mBEs2N+8ySBFdSh24vUkbYUKacQZn+zfsIyCU+iY8AXGKlMB610x1SO4iTh+hqcLn6nc6yJadh5b/FYhMCtWCSi24BZPAYBRZ/fS0NfIh7hsA8ijj6wOQkDszU44VEW6pg6ILpMNp+IRaQwJBUbizoanBoYnKYBDc6QpcFJYSpZwqgEiVFGFr/05byFUDBAWehLjBBBufiPlz5rcGrlvFHcqwanC8LeCjuVpU1H/uwt06bNiBzv8UVCQzU4CcWLRsMSOuXrQlWZu6hEIyGqCQUZpXNpcEJP1GNdF2ekylCDcOOo2ZwnFPQLaHAatganl6oKDc5iic5blGfhjIT7UkYgKQIanD6mKxbLWsDvL0Hkkiqpx+0WG7R1RiUFMxaLCKnBSU0hFIYYC44GJyWLcYtRRrovdvVAjnRpcIJwZcuahqSUZpmvha5IEnbpjCaa2HRpcJahwQklTp8nq9oanARGUsaIrcFZsjU4S7YGJ904KH0SchwMBihGPkJeH9iiFDakt2BqLp+P2rxYKPqpEcqQI6UC49Go1ODU0CBRWexo2GKmPcJUvvOHTzD0p7pfj2fyVTkuNr4VtuZc6pCje0amjjhTc+tu1mpw1ouxVjKHDZsnC5+xBqdyMr6mtTJbxchUXCvCteGRNDileHZjr1DDXo6WCMf+/t4P/8X3/4m+RS6ZtuCxLWvu+vy7//yV99996Y3xUKSs60G/X1UaE/hzaEeOHHnggQeWLFnSADjPrVmTppE1ON3vnUq8OfKKZ3WMqPfrsO+m0w27j/XjbbalUh0j3BzNYfgxLk/v1ekFo7Pj5fMA3M31gBP8zQAay71ABPWsyG4AvCEJnfjgvZIdPK4FgwquIF9C3sg8plVtEalbmCy1AQ9EZDFHbgYxVPUhkuAHiHEeFZnNQDeljiZBI6HpiAQweT1KK+zHdwNlJBwisgj+ZqWEHqUfXA/GFdIfA2bZdDtSEszpZQKoZIUS4EFnJ1BWoptUbG4HIE+q/MCz0BEMTMApOu5DO+94n5jzFWC6DWvYy9yoc+38Q/TQyR/EzgbwrdeDAB1hAd3BFxksDNp9cKbVB6nLow+ugQ9bCXnm93AfZFI1rXeEuA/mt4NeCZYn068VPzY0UHrq8jTIUBems9C5CN3UepEdw9FL6JjeFEf2YwQgyDPzImpIIw+hrTRMxq4QpR6MUZDYjKPXEzgaW85U8u3sEzuEXwndjC7GvgoauCiLGgZK6ksxA/UIEhOwOsYmp/dDFkjt94JQXFzMKt1NtRI/AnfTfu9UhysanO53kzvNMO+sYcJm/XexOOkcszbGGEmD0xiqwWk2NDjPO6O70BQMJoLBE5nMmazs9BUK27q6En7/ss4x75UNGytrj0RmplKbTpzIFIuJUEicluVKpbWHD5u6/opFi0TDLmr7++d+sb3/+LFcmrc/IoZHmDqDDC2YTok3zUlMmN3UPodwzabOkMeH1EM5mifnX6onTUOn83kIyCQMxRP0BvzwoumR8aYrzUhhURtf4Vy6491HTmPldeKFE2/PQMdPg5OAk67uHrksEItFw+EwBXK5XCgUcm9bochCoRAMBq0PAPa6FwgE3AkA4PkhM5TJZCglew09nfrL8mVeWawKpmMhwnWjChMaNGbfEu7KDGfQxDSF1EiUyyYG62Sa9gH/5SjdDsjE9NyyTCanMBSmDJqSCSqv1EqHtXr5l2n/CaKU/adqh03OaMgTK4DSDPtrTUgRRwpo3vmqoQrffK451eEAF8EMQeYXOtcieG+KVQUDji7lWWSx8lqQ3jAtvR+jkti6cE4mrAYxhC5kvFBMyfs0nEbSnQazMhpOI/CGcpkSl2I1CeiMkmQp208Iu0VYVtPQTdnLOBfLjRqmk9g5DTeJ+94ZsnqSw8n1N1yNYFWJm9etOU3GAAAQAElEQVQKy1aS5SnCuWmuqzCcqvK9NhWnqeW5+PbZGc3KkZuFq8GPhP0AcOuZzrXYR1eLIY3F3R3JCAH9/771v3TV997zSgJlt+/YM2/uTIXNkM6HTfNnP3+IwNrXvOoO6RnX6RF02H/g4LSpk03pP5n5rwIyqNqGlzZfftkl4sIxqnw6nU6lUuMzQzFH0OBUaxmc1WlGmN+d5HjGGpz27LGWuylGFa7W4BSuGamw48XQeLnrx6276azSOu1oVKcRzmu6sVeoYS9TWzX38l9+7Os0zBHYufHA9m8++sO/+sEXf/TcQxMSrbly4e5LV9+z4k7RsIZd4GYtkyrDa3DyljcrXB1vx0jU0wnL95GVRlHraGS604jTCw/D9XQf68wtHexTiJPEX0AanKIMNMLfZklgWp5pNwB48LUC3oDb2MUgSwGzvBTAA+EfoGkuBsaQ24IAAQkERhJ6EV0CEb7cTqCbFNn/BFO+5oKdmd8rEldYSAlhEnAqux8QCCGmig8IhMnzByofuptdAFHiKxjdfEF4UhZFjEAU4KZeKHQSshKeZVHEYpeiSumn4SoTm0kPAIZJMkWMsgc6wScjvBMgynIAqNv/QOx4r5j1ZU7TsIa9XI26zM4/BuLY/ibu3QneN5BEny0dR3eDZ1pfdR/czWqaKjoynNBOF4V9onCI+6APlMrAZOxFoJTUBxPXg/ydoT44lQFOnu/RKGGWMIyE5qBvgjWex9kJ8qR+LUceRBYsdJNQSRpkqL9bBPHFoHVmeeQhtDKzEfMN6tTlEwjHlgGIBb88hB0YpS6IfcavZhb4WuGNsk9shmPVgBh7cxBH4VpKdeLtd6gTrqCYoh5Hc4gGp3KSsDJsvDk0jemKt8OVnblWvGLHW4jjkHjzJGFziAanMToNTmGMzxuzYbU2q6lpQVvbr3fuvHvevOBp0fLotj6yZ8/RXO7tS5b4GrsSL16blkpdNmnS43v39uTzpwdw0qOyu7t7fzp99cSJiYYQycVujx3egf8Ms1A8OZqak5pA/+Y2tc9NdYZ8fo6Wb1HFDg/R76xsLxoubA6NVxQ1AGezPsIywdT0SlTMrEFPrdXUSni4eGEhka54MTSNU4IrTWUW6SpHjKzBaTFSzrnPg1wuT6d86uk1V6+44uFHnrjrzlsHBzP/9pWvvva1r5wze6ZMI6e6f/6JT33us58mUJPwy+eefzGVTF6ybImwbzUl+e/vfO9d73zbP//LV2675cYf/fgXf/GJDzsQqQMT1uCFzg4b91abn//8V3fccYuH8FH+8/P/+C/lkva6173yyaeeefzxp//x83/T3t7u840REXxwcHD//oOLFy8cIQ1rPipSWpIVMRWP1xJQlFqPlj4iFDRVutM6+4AV0KRU3FqbCqtIegzVUmT0gn/JgpS8JV2YjoonfhdSYlOehBUlDVaUZMlGgG02g1MBvRLV27xl64L58/oHMq3NSUmR7OsfmD1rlibJmh5Lp9O0JEIVqSEKQiRLTqJADzbuISl0H3EtqAODgRSlcQlGdWIOo1mExnWV8XyzIT+pmta1slNc2ZJS11LKT3q5EdDIqi5bUuX2gcSlbGq0NJ8FrWednU7p9apyOYvhV8VRJ4UIp3UWK6PKd03eO6kS6mxEoKZ3BFY9zLJV7SrZZ4E2J+GhhmrdZa+h893XpEgnX5duK32iO1DZZY9VH/pJuhGGoCmrk3o0KQuqygbBNXIhii50HiJkI2jWXbZlQZ2M9hn5yToJXEel5fOFO26/qZAv/vTnD4VDwRde3FDWtGlTJh04eOS+t77+yJHjl122ZEJH2959Bx57/NlJEydMmNC+cdPW7p6+gN+37JLFxULppU1b7rht9X989b8/8qH30hkLheLPfvGbCwvgpGp///vff/vb3x4Oh8XYm5xhDafBKWdwMn64mV01v9M9a6vkrc/FPNV4y4Od132ms3Y0RtxvO7IGpzmEB+NwUBSLrSIa1rCXq8WClorM4ilzv/i2v3jtlbf94Tf/+vndYD49vOnpa+dfMSE5HhJQDWvY2TPT0uA0q96C/NmknmS/T9UK5tDwcDF19wqJYVK644dDK4c9inoo5lC/tUNihjvXUA1O5z1byTX25kkwxrAZuGZiBZAGEDqvgEdKAjBMHbgFYQz9vwfpitBHSiklNglOIFQyeYPwBAGTEFoQXcA46FZkB03zGcCNoHydAIcydROLaz7P7mqZQUWIY+pG8MD6fs8OLadRbYCO6AMokH4iiHRAerKdCeIXwa5Nt2H+2/ewCEwE3EIlE7hCOCi1XP9jQEYpO+GmBNZSxVQfvN1SsYEpwDOKR0XqWmGURO+vxfS/F0f+XWx6pVj4f0jZ+FZp2MvNaMAZeFpsvgeuYjvug8wt9T7qp4RxhudhK8DAc9wHWbES2xRmow/SmNB0K9DN/kdEcAo7gj6C+MRKuI3texTwpNUHN7EPW4/of8YCMqmbG2XkIuv6OfYW+Cdg3wPhmjRiUK+n8QSMzCiGIC0tktcgPYGaUndzcB2PPKy7SV2YhgKqKqjkJhBTuS0jtRormDTy0PAVmQ/PtFQU1Q3+ddcylZyA20MYVZruQOQ4NHuVS7yqBdKRNDjNCopZ5/0yXHydXTtKdbjmbSvO+hxzyNE4uQZn9a/DanCaSmPcPj9sUiIxPZX6/e7dZcM4PcSppOuP79+fKxbfvXy5aNjFayGfryUUOpBO58plcVpG68uPHTiwu6/vv1/1KtGwl5mlApH5zZ3zmybOb+5Y0Dwp7PE7u2qFxTAyh3uJjvbIW2sp7FW9wDI9BH55g76Alz5mJF7I6GPl6OCIw3AuR+Bijm42emoanKYT4/BB5X5iY4w0OLdt314sljZt3ip4iWDvvv1vv+9N/99/fTcSCd9x+y3btu9MJOIPPPAQVerTn/nca15zd7p/YP+Bg4c8hx9+5PHXvfaVhUKhvz9NMVRbXdf37TuwYMG8adOm/u8Pfrxs2ZJHHn5iMJvp6em9647burq76eJ03aDTrb7hmu6e3nR/etfuvZFIaNLEiX6/LxyJ/PKXD3q8vpc2bn5pw6aVq1ZMnTLpsksvuenGG/7vhz9ZefVV8+bOiSfiv/nt76liY/M5QbV9/x995JHf/cI7vG9tyE7qeqlcZuolXImWy2VN1xRNUAQFy6yJSGnKZeBtuq6VyiqlUxQZifwg6ukGiz1Cl5GOUvmRHgEKq8zlQqSmM0cPnDmZEfw/HS5Sy2UrMZ+RvdqqhuxklKxQLBE83NvbRyhKd3dXZ0dHOp0+3tU9sbPj4OEjb7nhBjjC5Z5JVVI0VIwgWp1L01lu06Cq8pUS/iirzQRHeNnFZ55icPU0rQyepq7hWig7eKWaQY3DFFLKiGrLz0K6JnmxuibFOymeqmo1Ap+RMkpH+oKbiNZvVCq/rJatjFwlZKSf7IwEF/It0ASPNdyG2HVnVY8aExiz09S4R86907hAYS8xUGVwREY+o4qrwLVo1o2m6jEiLKQ/WNZJRTI+C8qXoqQKugbOKHml8izUbHQtimptYtA5MZXt8ZTl44SaoyURZulWQ1beMFEPKp7OpXpwS5CvDEhV4+rxA4P04mQWCPgT8eiJru5Xv/K2J55cM6GjPZfLHzx05NJli+kGRaORnt5e+vOFFze++Y2v+ft/+PIr7r5lMJOdMX1KW2tzd3cPDQNLFs+narzhtXfL3QyUxXuheaGndn7pJSz1j8skxTRH1OAcaTW1HgtzLDU4heus7nXS4eOtXTyj0OAc/jiiBqcYosEpxkmDk96LP/3pT5955hkaZz0eT3t7++23375ixYoLrns07OKzK2Yuvnnxyu88+TPBM7Qfrfn1O65/bSQwHvs7Gtaws2RyZim/Yu2wzdEULo6mfRTK6DQ4zTq/Vt5r7jTmMPzOqvmeGMUcchRY5uiOrt2yVeVYfE2pwalInwrC2cFkIZ1jb6YGLhRBmPEr2bXsRujYQSdvM8hShG6Wu4BZJq4FAWvwRWQhOKHMNE34rvQBeACcsFgUj8GrJP0Kd7Xrha+NGZaHRGEPkBJaMiCkxBO3I/eyXF8ZEAXhl6HpYuApzPlLhwFLAHT0MdySBEJJCErhIGQ+CXClkgk3BQF0H3AUkMkEKhaahXgCMktHgcVSyf1rgIMS3JLfjQonr7YcYMYuh2vKjrfhzz0fE9M+I5pvFw1r2MvKCKHc83HRdItovdciXxJ4CQhwPsiX1LsJ8lQ8AEHhhHaGJbEJBNFAdwtMAeSJfQOHkZ3QTYoMz0YfpK5NkYRuQtz3Gd5hMAGE7OIBjISEXMLt7SpsXKCRB05oL0ckaJpLgG5SJHVzQjfLfcAs4Zk2hW5Lw1F4IfzN0nDUdDuQVxoKTEY3MUaxZ1qqMGWRir/YQrGdPdMGoB5KYxSNPKUjIn+AfVyb6P5jb0rV0XRWPpyjm3BSOSq1PE55VIfEq65fFaUmvTIkrIwifpijWRMzvAZn9U7eevEVdmaFCVr51VHctObDDQ3O88wIBkgEAiey2fIoVJrq2tGBgd29vbObmjricdGwi9dospAMBmmwGSwWxWlZplTa0dMTUNVF7e2iYRe7+VR1VrJjXkvnvNSEhS2TJkSTimK/2ORri8P20RwSdm8pEvUQTetXKsvrIRjT5/N4g1CK9TMXaxiOpvuouDmaro1LJ4uXUl61HM2hKavihcPRrBcWVfxOd7xpx597a2ttpatraW7evWcf/fm73z/6irtuj8ViR48dmzx54iOPPr53776uru5oLErA539+9Zt/9Rd/tn3HroDf5/V5s7ncwQOHBgYHCTnzsgjh9OlT161/6Zlnn4/HYun0gMfriUWj+Xyhvb119569XlZn9Pl8mWyOxpZYPFYul3I5pbunZ87sWZSG4JNpU6fQoxIMBR988Dfvvf9dpVLpS//6n3Nmz2hpburt7aXvlvDp+so+DaOqfuXLXxhZO4nQAroWYAaK6YTlkS5E5T8QUkCI5IdItRKrqp1GtRI4GfkHqyhCKulTShUyxqicA75BKyVYxgU5VRKSwYk/p0+fRo2fHujvaG/LZDIEQucKxc7OCT09faADypyS+0ynUzxOueywFLxGWW0uG7/QA+oBBoMHVrEuBkk4k+Cq8onVyvVaGfnTUNZSJgC/lZPJQlQnMWoiXE2h2Alc7aNULt3JpTDeRu3NaUUli2q1tt2wdkOpwq6ORTAFcda07p1auScysXOj5UIWfd3av1Xddzu3XVUBOFNx/lQ8iGKGrn3hshqVC7VKIvxYsY3+9FjNptQ8b66jop4Mq6OTXH3V5T29fZMndR48eGTp4oV79u7PZnO33XJ9emCQHolEItbV3U0LXXffefOBA4c//Kf3Hzp87MYbVm3ctK25uWne3Fl0344dO0EdnD3c7qbxavq0KW+85wLbyUTt8IUvfCEUCo3LFkxrnlVR33TzNd2/1puRKTXpT6bBKYbkrZ3xnSzMx7HQ4HTmCEW08gAAEABJREFUqNbb8fQ1OO3w2NqXv/zl55577j3veU9zc7NhGHv37v3bv/3bT37ykytXrqybnt5zX/ziFx999FFK8IEPfCCZTMp4eufdf//9XV1d8s/rr7/+U5/6lGhYw87AfB7fHZdc/8M1vy6Ui36P74u/+ub2o3s/9bo/bo4mRcMadmGa3OJinkSD0x1f+w4Sw4SHixn2fTRMWLI9hL32Ovq8I6CeTt2EUq27ObIG51Dk1XlLWjuQxuFjCNCCWQTmR7AiQZUEEnjjzMgMgjgFRJC9PhLQOLhWqFGQL0tdUNQjyNObAAbpSQBOKJ2A3h7U7/zwTBtk7iahEbmttqfZ5wArBqcClYRs5w04Rd8jLNc3nd3V7gOwUTou2lYzJrEGBC/5EwEViWvgZLL/UWaFzhLFfUBc4ldhKtD7W0AjwcnAQRF5BaYSgy+ArQV5v62icKQixkl4CaGeFGmUxKwviEP/Kra/W8z6omh7vWhYw14WZoruX8BFc9NdouUOAP+yJwY60WUIViTYMnEV+3yW8ORkYJPZbQAd1Qio0sGJIjhLFHZjM4EUsu19SESWgp1J0CZ1Q4IVaTAbeFFEF7G/2U2i3I09EFQmwZ8tr0LXzm2Co1oaMfQB0f84Q57N0Nqk+X30EnsvwmXCG+ORJwh008hA9TN+tfAl4cxWDYnoPBbrXS/iK5GSxgdfG4YjOl1hDyv4+kX6SctrLlJusEeSp8YH4DSto1LhXArXimRVfBV3c3gNTuc9O2xYrRtf/z1leRTgd5Ni7SIa1YzSKXmUc0w+jqTBaf3q2kEsOZ0NDc7zzejTriMapXWdY4ODTafulcswzXVHj27p7v7IihWhxnbki9qoz05LJlsjkfVHjqyYMuUUc2OE2dfX9/yRIzfPnJkKN/YHX/z2k7v+yOfz00hvwTkws8oNQg1aWeFHnlxHM+gL+FWv3+cP+LxBL7us53jJR5FlnlRT0zTl7hyDgYZT1uAcUjdjpDoPYW2a1WHF/rU6Xljhc8/gDAaD2Vw+Eg7nC4UVV4GO//a3vYnQi6lTJxM8GQgE3vyme7LZ7FvefA/9lEgm7rz9llQq+aY3vo7wj3A4dOzY8Xk33wD4MxqVr/sPffD9Bw4cfOfb3+LzeenXyy9bRiCooRuRSLhQKPT29S+7ZAmFDx0+OnPGdE0rz5g+LRDwUwkdHR3UGH/6J39IxRYKxY6O9qZU0uf3HTl6/I33vJbahxCIq65cvnfv/lWrVoixMqrq4sULR/50wXPOsJJhVoBKCWspQnFhjjLSBK4GXJA7CPcT/jpiHM7BORULwmJ0C0d86PFZhCHVEB1kT7Eyqhb+JfMotrGrSkFo9K23rCaAubs33dKUkC5qJ0zsTMZjc+fMUU/0yJz4fjNkPRlwxAXYoJkir9E5D8iHzklUKxZYjJ0YFyYL4euVhVj4HuObEhZUrUghnGuxgE87o5VAsVvVgYtdFeOPXwmqylaV3+cUZUHKSgX6dBVnJ3aqJ2ME73Qw7BtXuSOcgJ50V0a54aKqShZUa8GcgjFd61qExGudMrm/ux+byg3lx8q6OlOCvvbPrkfF3QjOUaYZ2aioRYvmyfCc2TPoWCgWCLZMpRJtbS3ymZ81c7rgq5vL8pzJRIL+bG9rJexTfufH41GF/TPPmI7PAxoWZFEXkHm93lgsJsbLzBE0OCv7UJ34ypzrTHQ0z1iD0/5buGaSow9L7Uw7vjZs1oaFO2zUhEUljWprbTolOOExZ3B++9vf/tGPfjR37lz55/Lly3Vd37Bhw3AA53/+53+uXbv2c5/73D/90z9961vf+uAHPyjjCemkn+jlmsvl3vnOdy5dulQ0rGFnZtQTVy9a8dzf/bgr3duRav3HX3zt/9b8+omtz//TWz7e2dS+9fDuxVPmzGib4jktAZuG1djMmTPvv//+BnX7XJu1ZKpUa3DaS69CqeZ0mlZKd1imF0PCwnlr2mEnXgwTrvh6FUK4/b46adzxdli4OaCu8AgMTsUdFqJO+ALS4CRUgJAJo8AgweX4k3AFQgXA3ewT6UeBBxCQSZAkvewj8xCZ3ShSNwOrGHgOxC+CE0DA2giUVHI3CVYMzYYCH+EWLXfTOQCdEkQanAZEhADL5tuY3fUosEbI9R0FyTI0BwQsQkEIzJA0LPDGDgNuSa1GQ/U/wq4yZ4KOmd8LZIWaDqJ9i4BuFg4gV/OtSEnoJsUQiEKgKcGxTTcJI8f+M+eBTCYjCcKhOhAEovWKPX8OKmrzK8cHY25Yw8bMqHf0PSR2/xnQTQL14d7ZD0qlrx3cTcub9Gr0a+pN/nYRmMqEzt1gZAqDEcQWEZyJPls4BHgSmwnWgkgN7uZBiF/Cj7QBdJNiCG7M7xJaHzjZ1Cvp7HQWKhak6j70PrOAEyWvB0E8sxFUckI6CXpMPwWY0xsHX5MGkMgS8MvTT/DGiAiyCB2bLcr91u4HGjRA+I7DRy6hm3Qu7KsI8nA0AVsiaOSRJ6JxrO9x4W8Gnjr25iy92jttR9DgFKIed3OIBqc7/amEFdPtfccKGzbOak0g3fGOnx5ZQpVqi7DwSDtsnlJ41BqcooJ0NjQ4zye7pL29NRz+xdatC06dV1fW9e09PelCYeXUqd7GDOhit8s6O+e0tPxk27b3XXWVOEWjDr+rt3dbV9cHrrgi5veLhl3s5vN4q90a1ISV2rAyNFx5Tfo8fgIy/V5v0O8LMKKpuNPDJOeyUo6bo8k+AxiDZLTCFba3Jpk18YawqzKcBqdwxZ88rCgOI9PCSp0Z5cganA6n8xwbIROXXVolmEfoJh39fn9ra4tgn5P0z2pr01y9+jq6BYRxyphJkybSkcBIJzv9OnXqFPevCZvlv2TJImHdQTF9moRDCEINOCnJZMkUmUhYud77nndYgA3b3LmzPWOo+qyMYo6ZL5ZKJS3vLcFLqkfVNI1i4D+U/aDmCzJsltkPKrUh+5UVhq7TgklZKxeKRd0wNBX+USljmTPSfwpUiAbHrrQwzhC+USqVPUAVsftc45LhMFaDl1KcRbMyKuzQVcKjEjgvlbVCoUQllXUPlY+MBjJSmM5O2bxUuVIZPmTZ1ytVkxJTdrquAp9Fo+R8XVQbxJc1T6FEVaKwzl+ABL1QCYLdumrsh9auHhy2ckZKrFGBEg1kF7Vw3Ap3siW7xUy4eK1kRPVK8rORnbfidFQNikBtTXmWIjvqRStRYlTVA5etVG3uSgr9SMeyqlLTUi1xF+DsV7Oal2prV8/jwfXSPeEbj67JbW/IjNJtLtXCbgTZemWTm1inX6l6hNiXqfGoehp9g9P9ynvRbrpuZTTpR4XiNQlkSm+9lJ1S4yxo8BKdmppXNoh02IuM7KIWtWHMuAT/wDipyeeiFiuWy7R4V7afPW6oU/DPIZ/zaVMn1413AvKYTMaH/urz+UTDTsPkrGo4DU7FFV89g6uElWHCPC9TazU4xSnwNYcJe8UZoKOncBydBievyQ7hvti6m+7wWNrChQt/9rOfESTZ0tJCQ8D+/fsfffTRm2++uW5i6thf/vKXv/a1ry1ZsoSgzX/8x390fqL719yMtY8XXniBwnfeeac7F9xYC1Fk/yqmaZ7SqrRMbF5c03LTZeJisXN0Ra2xJvpHgb95w5+uXnj1V37z3+/4fx/zery5Yn5iU/t/v/+f5k+cKc6ZXdx3yn1RQTZxwfa107tTY3+xZh0NTmtPUB2+plonXJu3Opc42V4hnLz6PSVcueRo60YrpXcFN1pp2jt4BG+iq4tojgb1rHs03WFbUayC19rv2UrKsTdCMrR+kd0gQvPBxQRyIBjd7IG/2eR17Jl2PSKjS9mH7WYRvRSgCGXxRG1XkFvB8oRs5wvsrnYOu4LcJ1pege/6zAsAHkLz2NMsO5WlG0PAQ3AqIMzCXuAihFb2PsSTAB24KeGs4XkMouwXcRblkp5pCaggeBLo5mUsGbhW+NvAGwNmeRTqgEYJtSUUk8DU/E4AmZTdLOK6IgvBUSM4hC6NIo0isodniumfRSPs+YTQC6LtnvG5Cw1r2BgYDTJdPxH7P42e0nwn99kg0E1PGMxmdLc97JnWy2BhM+tuHkLnov5CQxd1IupBsg/Sv9hljG6+iEigm/tQAqGbZgkbGpByGljdBGTGlmOHQW4LHEdT4TRcaGl0eYoE03qevYVCB7opt1AQuulvtZ3QLsIuBAjrXifUsMhK3c1L0bspMrKII9ezeugC+LgmOJagUyj+rrF8YpePA1KFUKiKlDRohOfYbMoxvgVS3su1JOsin1RrcJoVdPMk4ZO8gxT3+0jYu1drdvLWvE8N692k1lO8dt657l/F6OaYZ6bB6eJxyutq2PlhyyZMaItEfrBly8euv/5U8uETrL9Q2NLVNbupqXmcnHo1bCytPRptDYUePHjQPPUuTFj43r6+gNfbGYs1dgO/PMwcia9ZP75y9LHX2aDP7/f6Qr6AJHe5FTTFUE3Nan1NuRnW4WjWcDHxPyveSsOuLKt0N+Vrtc4MVIxyLnlqGpyVGNeuIxkW4vwaXd1A4+llF6duavW4MZbo5igtFAwQ9BQOBgDLeTwDXi+FS6rq9/sIrwoF/SWPGvD7Cqri93kNyDRqIU5MKFc+X6QwIWA+9vDrZCToi+Ippd/no6OH/cTiXKEAQ4MqpbczejJZTzgUKJWQkR4kxLPqp8cCOLESLs9I58j68pSYyqQSaGFcJvb4faqfep3PZDlJCmjQ2gRI5mTMeH1hPiPcyXKBBDEiDSOIzFRUqHpUc5/PS7gjnQUle+gaC+GgFab6BAMBXpuRaKVOienoXPggtR5Xj1qDQEo6ixwaqPWowgQKlspqMOAvKpRYniVIaB81LFqPz04hQhCp2QU/PIT4Dg5SqV6tXGJhzLIw0dpoMc6YzXqde0fXEgz65RYHGgU0zfD5PDRmUOJiCTcxn8871yJvrlz2I2AbNYCv3XIA1VPoWnR+Kui+cIPIs1hbFugsnFiVvkkpAX2lUwIaiPDAFEuyQXAt5TKFDaCbBHbqAT8cQVMD4sHwoCmorah6Cj+HsqlLTOwtFE7Tq3zDxtJMc0QNTqNmRlZPg9Otuzm+GpxD10zr8zLra3CO7jhEg1M4v9bT4DTHSYOT0Mq3vvWtn/3sZwOBgEQi//iP//juu++umxh6yMePT5s2jcKJRCKbzQ5N89hjj61evdrv2if44IMPvuUtbxH8DE2cOLGrq8t/KrsIaUwZGBiQ83NxsRg1BbVeoVBQL6L5Bmbd/f3idD+hRmNL2md96d5PfO6Br/143W/pz8O9xx/f+Gyz79wS2+lO5XK58/CT7rSN7hT15ZoPZbp3Bw8eXLBgwYV7pXSbaGw5JRIqNUUmkxFjacpQDc7Rqm8KpVZ3U1HraXCabk5nJWw4Pl3td59hvXequCa1q72Wx9rKURnyq3JaWGZdHFRRhMuXu7DQXxcThXcwyfA4+DyAObKUhCkSqiG84GeTjUsAABAASURBVHHqWXiUjV8JkhMBGGqQeVE9zKC6CRBm+lmo5cEVZB/joKuQceBppAcPrAtlwhVkCF4ufW3MxTwIMhZBFIRw9P0aJLDQTKARhKAkVsA5LUGPtMBPIErqNqZ1HgYymroF6GP6cQvdlATQ1LXC0BFJJRCQCZbnbpxO8dhinARk7kDJyWtxjT0PQqgPYpy7gKzQ6eiq+x8Dx8vXBIwktRrc0G33oYTW1zUwzoZdhEZDU88vxfb7xIR3A+BE1/CIvseAIxIuWCYEcTO6vCcKD9WBKbxv4CD6ICVWpKPXToY8j6APJq8RRhkU7fBc7FSg3o0+uIr74Dr098BE7DBA774Wq3J9vwFiqvpByCZEk7qePmh5piVgkrLAUTZvO6ARAJ5p4yCDUp0JhdUG4PWahg5vEpE0gEQWg6YJRuYqjE5UN08MI4/ej0EGnmkD2CdBQKYcNNJPiaY7eDh6FteLqziAEmhUGWNTLJcBMjziURmJx1kVdh3V2hjFDtvvxEp8NXfT+lVx5XLSmMOkcXM6h9fgdIfr7+SVrE0Z49balHNy5mtaupum2dDgPB8tFgzG/f5nTpyQ64ynlHdfX98T+/e/Y9kygr5Ewy52o0XlZDA4WC7nS6Uw061Gb/35/M+3bVs5eTLB4aJhLwtzXormSbibHCZcIECgpg+gZtAXsBwwulDPGgVNhSXrhsZX+JouHqc5hLtZYVUOn0apMC+tXxWbZ+nEDzmKk4Tra3C6+Z3CmnWKSti8uMgVF6uBesicRUmwM0HWBPdOsYibmq7pZUWho8brHpSMInlhGUzJcpkidAm+c0ZdKStgf8qwUFCWajD0aHBGU/XgPBpzA/GUyDNqABo1qybgBBuqRwIBkqcIIiESWyUzQ9GUiU1wNA3KTKVxXlTAUAxJQpXEU8mYRLxqygIRq5qykgozUGU1BC+ey7NQZXXnLKaVEb3VQO10VgGvXGxZMexroV4iC7EamYtlzFUr81EuwlgXzl3ayohL1Mu4FgI4DV0zyqVSs+sF9Pjjj89fsIQTa/xBbVWPTm1oBt1NZx1ZAx5p4vbZN9HQTftGq7LackOEzqczuDVUvhZVU+X90vgaZVUlRxaNQGGJDRuK7OXOIyRvsXUtTKiVGXXryZGPkKEpXCVVM+yzuDMyIN4YPS4AUyo7aYZqcNozMnXEmZpbZXNkDc6TzeyGnfFVh89Ig7Mnky6US1T7YCCQCkUrvxrD8jLdv9rrs/X4mkPyWnuQjXOIDA1n8Xj8xz/+MQEbBw4cCAaDs2fPTqVSwyWWyIGkY9ZFHOmn3//+93/1V3/ljrztttuOHDkiGCgi7LO1tfWUAE655bmlpWXsG+ecGiFMsVjsIgM46Uj391zfqTde+4pHdjzXl01TeN2hbdcvWTGrYyq0o8+NEfYfiUQuMoCTrOZOnThx4qmnnrrmmmsuXC8Hg4ODNIidUv2pHejmirE0a+o0sgan+y1TiR/6qzvcmxko6vDsEfTjneW8a4Br2u9X080msXDNSljYHBSJONYNK0NxTQk28ldjf2agQHUwzUodzkSDs+LpvTq9cFafx+OlYGrw9EjoJgED0LS7hB08rgPkKbmbVFVKoPUA/4B/yABTvgJMljqByOgyIXygVRGAgcijkOuTUAfhCp44o5VH4EIWOCg7tAzOAIOKYBICRcCw1NkvbhDn8jPxq3QMzM7UzYiBeGcH624eAmRCKIjJOGhwOtBNKrbA3Cy6kME1yB6YAPKo1gsIB3jJCyK6GB5rCfIsnwB2YhRQWwJOfCmO7AE4Gr0U8Of+vwF80vJKoTTIAQ27iIy6TO9DYu9fiQnvBXeT8H5CN8HI7AAuWDwK0mT8CgCQgy9gmwLUNI+I4n7RdCd9C4uB55kqPZP74C4MDoaGPhuezd6h94JUjT6oi8Hn4RKWoFDq3ehZ1wsjixGDzqjhI4edWi+GK1oAmcst7qZENylB5kUwMuVwJCSVvBcSntSXPRFW6DTgUhtw7DbmlfpRDU8CfRxOaF/iq/DB2y2hoRLdpD7efBemJXQV3ojl+Jqq5xnbd6V1IySHUrgXXRV772kNR1NRXfHVGpz2+6UqPYV7swNF7CjHezMZilgzNVYScd5H1nzHqA1baVxh99HycyDPblTmw5UdtNZ1KbIOFB/yBxPB8JA5qTE0LOrNW6v81rpixkuDc82aNVu2bMnn8zTZueKKK+bOnUu1oskmfWr29fVNnTr1xhtvDIVC4mVptFA4MR7Pa1pPNtt6KvpDaMN0ur9QmNXUFGo4JXsZGHVbutd+n++lY8eumjr1lPIez2ZfOnHij6+6aoLtprJhF7uZ9rFaX9N++XlUD1zO+uB4NuwPSh1C09bR5DeEa411iBamnEv25gaKZbyzgoFgkt5ZQnXzNe3dtEZNuIa7WTdsg41WWJaJevGGVsWl2dmXGyhQHQyD6pAKRYSomkW6rp3Ti8rssoLCmvYMdPw0OBt25ubzeT1lD1iPGih3oFcyFRLxKph8Mg0hbz5mcNJd5cQ6+HseMBHLmkJp6dECk08gmdfjoUJEGdmlfCccqxoeWQKognAKCiYVJVU8MqOgLCB9MgGUGZweuUBS9KgyMY6qWsnI1QNK98x6yAvxmjD1JeHxKAzte0slJRBQmxK+1VdSLZARDE5akqzUBNvk+YuC+hpF0gOM6/ZUzkKF8fVqFCqVy7SYj21w7OpWgTNkX6FUYvKoKVvMyciN4zN4WCA0kVsFHnrpMunU3DKqdeHIIuTZ+Q6ofopnbUsCAM1q7y9SuNTJqCqyemCpFkslWYjs9hSgckCT9aF6lExWiVBGD2qHmy4xS5O9PfNSrcF1RlN4vUhMZ6e3p8JnlMCzzgWCzyrHPdxxX4lvHCVwzsKPkNUIOjBuXV4jZZQlyPp70NSoPyWTTS2LVU/2vS2hWefPod/ncl29bryMHC7BaPI2zDJ+TOXe0MoKpO2xtpbBqQ4THt2R5nolzPVEKEjvzcgp5XUfvc6cdgh3U4wQFhyWM16KKZSKIhx15pPuNM48uSremo07MS4NTqsdqxVc7Nm7GCc+Cg0H06ZN6+jo+M1vfnPs2DGacA634h+NRmlGumfPHsJB+/v7o0O2jj7++OPU5+fPn++O9LIJGxNV2O+1GLXJXPaesovE5CPHQ/zFsyg8Zndq+awl//aOv96wf1uxXPrmYz/ccnjX/Te+8Y0r76K3kDjbJu/UqT6057nV7Ynyrl24Vyp3Qpxqnxr7N7214MkzKNXWFXMIJMKKd+tuirocTaUSlu8jIZFFun/YmhO2V2ZdMz1rNxnPNp2waX8Gibp6nE7YYXDaHlcUG9esIJ2GkdeKmJQqCr83Y848U36I2ZirqBN/AWlwEgDpawcsQVABAQ9wV7sFIAHghHU4hhaJchfQCLC7EuyENgZgAyDBXhG7AsBk/6OANAizLB23MEuCMahMAj8C7D+WEEdIZvrFwBqkJICzwE5lEytY2M/mgREmGpgENlhuJ06nBIBZIv0UEL8I9YxfhW+Lvt9b6QmlQOTVFrISmgt5P4JG6CoIGqEJFdXWInRuB6ZCFZPyfgRzEmia2yL0PMoEjXWjmPYp0fNzsetPAe1MfF8D42zYRWLUEY5+E55p298GPmX0EuYyPgEkEn32GDzTJlcyCXstbyaQjqP3ce/mSPh8nmr3wSuxvEhdPjyPO+ZebIlIrIL72cHn0AcpcW4re6a9lCPXobdSsZkH4UE6NBWQZ/ppDAi+NgCrNO5RGJ5pN1v7KtJrUMPIEnA3Cd2kcckbRzkYebjCg+sxdNDYRWeEZ9p52GxBI0+SadzpZ1GH0Ezmdu9CZ4fO6PPgbgan4yqKB0TsSmh5jr3ZaKXF4zRrNTiFK1w/3q27qValJ6vM9cpFheZ6cnYm3632TK0SlgsS9n6gCkdziO5m1Z4h03AhnbZmp828pDBWitmvEb03adLrYLEjqLaMqMEpDHtvUzXjc6w1OLdt23b06NFAILB9+/bvf//7X/va16gmX/rSlwYGBmgu+aMf/Wjfvn0f+MAHxMvVVk6e/N1Nm57av/9VixaNPlfZMJ7Yt29KMjk9lWosVL1M7JrJk5uCwe9u2HCqAOe6I0dozXVaItHQan3ZmCJcrz1GHNWAzx/0EirhDXmDXo9XsZE/a5Xc4lPKOabkaNaGbc6lnHuahCzK8vPFPN5ZVVzMKl6mfGUKMVRr0x0WFsqIvTiqxfVUTCce55RTPukNl2vNdTB5nbYgQlHh1tR0uJucrTKLdMJ2vMPprE3jeuOfU6uZxrpxi6FWs8w9XPaTnq4m74X+HunrHyjQVxRkF+EOIV8o9PamNXZ5ms8XKBIilx6PRPhMZjHmcgXp1iKbzzN6hxWkQrHU2zegsT/YfL7IlEuDsoAtyG1OSGSpWDJ4V3q+WKDE9BPBeblcsVdNy7NAvLNQBJCmKtZnJ63PlEqa5F4icaFXtTJm8wVQNil880p4hVU97MIZJ7XPUioF/MqGbaIvnSvgjLKQQpF+KEsgjTU4cRMhn5kvQt2Tz0Idhc+iZCks0jIjZcsXivwNaTJqC+VLyGGWdVy4x5MrFJ3ryubyqA53hTJ7hVVZUzPnLbCLXQ/OAp4lZVQLhVIPqoez9w4MfOmR/22OpehE//Sb70W8sctX3Wp0908sGXcvuYwqTxeu9CnSLW22UOjp5ep5VLqsYtHS4KTHk5tCpSulwmX17GsBOpvLFw2gp4LJtYjxQFSVKmZVj56KEvKh5lxVha8GTFO6Rwp76JWjhQdudcvFQoky5vIFampok3KZ1CAmuK8m66Li1qh8FnpG6JbmvF6pQkr3nQJUPWGmpQJr/mQuajWt/KV//XpnZ8etN19Pl9/cnHKW0+h0x090U9XC4XA0Gqls2GD7ze8eu+Wm6w4fPvr4E2sy2ew7334vXXpNJ/7+D372+tfdzc+gtbpLx57evv37Dy27ZNF51eUzmcy6detWrVo1PrVSKlzMOhqcYhhOp3CFlapwzazNrcFZ4vkmXSR1AYXeWUNmdqMI49nwus90qkf+POAZrCqqyjGGpB9eg9Nen60tvxLvcFCc3b5ja6tXr/7pT3+ay+VWrFgRi8WKxWJbWxvFSEHNGqOb9Od//uf/+q//SvPVL3/5y1Jo8z3vec/HPvaxmTNnUuf87Gc/S5GJREI0rGHnzIK+wI2LrqZ/FH7V8pve+/W/+rP/+dwjW5591w2vjwTCCybO9Hkbm5obdp6a6WhwDtHUPEMNTvsdbO88EhWtTWG/mwybi2nKOij0fall8U2HmQEr0xvsiEO6IsHHLB3pm5uOAZ8vHAx7LHdB/B1go5sO0in4cxvoo0d1kEgHYbVjzJoYc0jY/T61/RRVxVdyjYPpgBCEBxKbhAsS7JG4BgyqzCb2TLsQmCWBEISLqAxPKl6gm+Ve4ASERqiMHBAqCeDhKLCQ1PXISMiiXwphHgS6mVyFST4wlUmIpDIL7NDBJJgiAAAQAElEQVQSwOSLljomQSZYHT8M4lfyenw0SQwGZLKjKJzgFkpAdUD6SUA3cztA7SJIY+B5BjInAOTQeuEA0yiI/ocBjVAkyGSEwUggcz17pk0CTaFqJK+DZGDmBfDYfM24oo63igN/B3yl4z6U3LCGXdBGA8uJ/xX7PiU634OuTXA+rbjBfWs799ludFV0ogA2NPjaLInN3HY4o6alur6H0dfghPYYhHUJF0QffJb74ETGQfewd2ghBl6E61fqyNQHSz0icTX40/0PgRtN5yIctHQIHUobFIMbMJ54oyBS05hD44B0lE1DEDzTbgTPEuhmL3umvZbRzZdQQ6owtIG3iqYbseJJ6CYNNYRuUsrsBhFfyVfxoiUUCh/X60VyNQidA8+Ark3oJnV5Gkmo1xPUauTE2FsV+cRZaLXjXSzJ6qM7vvaNUxuPXbqGC32Ur88qvqYpLBampmt5WuIql3WTlj80WvKQL03BUyQPdojRGxPHACSaQry73tbmrLBChWs+SMXTyo4H7zu1joLLaWtwKg6D0+1HYQztVa96FS0Geb1eWr+49tprn3766VQqtXPnzk9/+tNz58698sorafL4yle+cvLkyeJlabfOnBnweH62bdspAZyZUumBnTuvmz59YVubaNjLw+a0tSUCgQd37z6lXNTl/2vdulnNzddMmaIo59GCZsPOpeHVCD08bzDgB1Mz6A9IllItR3OYoxhOcdPF6axhQDqcS8svuqhobdK8ktAd641pvS0N6SydeVyK9cZUmFcaCHowQ2bs01bftF6ZjiuGyoqznIfqQq15v5+aBqfpxAgnve0l6NwzOHO5/ONPPEm4CgHPwWBg9Q3Xbty0Zf/+A52dE4qF4vETXdRaC+bP+9WDv+noaL3pxhsGBzN79uzr6++fNm3qFcsv/cp/fL2jve3yy5b98oGHotHw61/36lAoaOOX7g8frLMPDg4+u2btsWMnCI664YZrn1/7YiIeD4VDlP2CHh9SyXgml49HI5IFSFBcU1OiVCz7/d5+VUkmYvT8gadYLFOPcDQ4JYOT7nBTKkFZgIcVik2pOD2rfp8v7cnGYxFCwgJMyqQHlTCJPXuOhENB+VgQ+OdTzfb2DjqjZmhUCBQl/T66oZTGzeAkzO7okUPFcIg+JCVqGPCJlpZWyoizJ+PW2YslP1wymJILSBBpb29PuZT39fZGvvjtgY+/Q+9o0cqepuZmKjaTzUUjIcngLMNFLRicVALrhqI06qtUsmwQ6ovNTQmJ79LZocFpMzjluQYy2UQsSt+1oEtqdC1WRlk9yeCkwiWDk6BkGlIIiQwEfPRwcYtBSpOAwOYUroWernQhu6hz2qsvX039dOXMhYRndqTaEtFoPBqlkz755JORUNDJSDgiVw9nHMxkqfUkHEdNR2tSKDlfCIdCNIoEAn55LdS8jDNmk4moZHBK7U+yMpIF6GYF/H5qpVg0Qpiun9mWdEbJ4CToMRQM4lpKJYfBSS0TDYegyRoKqGk1lSBMpAwG50CGGkHH4KWjuZj6SY+K3++nR4UG2YFBelSiUN8MU83N5lRCFnvS55YusLml6e47b/7qN757522r163fRPOLdHpwyuSJNBRks7lUKrF125qpUyZ1dXWnBwbp39zZM7Zs3dne1kLZ9+w9cO89r6QL/9GPfzVr9rTu7t4pkyY+t3b9oSNHZ8+c3t3V+4tf/oYqnEjEqIS5c2YKduacy+fFeWaRSISGpmPHjnV0dIz9QGRK5iHmTfU0OGtXZc9Qg1NIXU9VFaPBIoc7emvmfnV1N4eLp45B3YPCAY/P9UqtSjPScYi+ZuXXehqclvrmmPNR9u7dSyPLt771rde85jX/8A//QNWjCefDDz/8+te/vm76e++9l0aUX/3qV69mo5jLL79cUjmz2exll102XMaGNexc2PyJs37y4f/4999+9z9/+z8PrHuEYt55/es+9boP+hsYZ8POT1NG0uAUysk0OE2X7qY7pUnAv7+glSnGr3idbZmO7qZcn5VHeuPQJ2y2mM8WsvliscZ5iGP0pSUAdJYrdRe9oUAgEghHQhGvEBZ+yUinwmvEAa8PhBhFCXAdlDory3WO9m5ZZ9+P4exU4hms9JEr15eFs4PJyjX2pg+iJWLLAAHCtSy7ghxcK5Qgq2keB5kythxAJqEFHtbdlG4qo8uAHBA64m0C8CC9PqZWAz4hyNPbDJomoRoUH7+CncquF4GpcFcLBtVBICVwKvsi4BPI9e1CJCXT+kTb63GHCQUBUDETeAkBnFRDy73tZOaN7QZnS8KTBHkSaEqFEN4J7uZyYeQtvITwURA6+8DiglfMl8AwIyAztxleMQmLpfTwtDkXGpyZDTjF1L9EUQc+B4i06bYGj7NhF7BRhyKY/9C/ic774UI2ugQbFAYZyAQJW24+uA6RhFlSFwjPRCQgwOvRPanPEigYmsZ98Bj3QcF9cCq6LfVZ6d6ZuhKhm+iDk6w+SF0efXAjNiWAprkJsr40YhDASQNCy6vYM+1GjLeEbpa6sNsgusiiaSo+EV7IQOY21A3D0QZ2bLsA44AceUAQXwcntNRzLZrmlYjEVbSwE9pDEBBN3sDI6/OIpOvN7+eRZxn7xF6PDj72pthHN49T1OFoiqHxVWF732p1PK3/EmBJMUGPX9j8SykpZpNP+I2p67liPlfIF0rDvjFZx0mvemMO9Af9/nAgTKszimGtmVqq0haqijddyBeA3wXUwVdnx65SZydvhbU5VINTqShuOvHjosEpd7vSR8iOHTsGBgZmz5796KOPdnZ2LliwIBgM3njjjTSd3LZtmxvgpMSFQkEqoVAW7Jq38eNRmpOlrpDKGBuW3rg+dX9ti0YDivJSV9cpXeDRgYHjmUwHrQn5fKPPaLJdEM0yZnYBtQktqdLt3t7VRUvtnlFzMQeKxReOHr155sypyeQpPSqS69N4VNx2GgOLfMDE2FprNBUKhiRN03ZopFQ4msLFyxwSL2pVNp2Xob1Syr/SeyTg9RfKRYr3e7wO8GjyViDJziTIh1CEfAkMtBHfmGSaQ3RSBhVafQ35g7gEntwy4qgyw1J163FSOOCz5ptBWvBRlFruZlXYXmsVDuopnF8r3E13vOlwPc+t0Sna29vWb9i0aOH8Eye6Kebw4SMUmDlzRro/fejQkabmFLUTfTasWHHl8eNd6YGB3r6+N7z+1S+9tIkSb9q0NZlMUCF79+2bO2d2f3/68SeeIiCktbmJAJKpU6f09fXt2r2XLuhtb3sjgaA3rr6uo/3E0888N5jJdHX10MO8d9+BxYsWEqAizj+j63roN79/6uk173rHWwjQHS6ZxuiTpTiJTzbITDIcxX5lWbGRf+QYk5UU+W/VdBJYKpIcNDRWwGQGJ6WEBieNuoRgEZbc0tLinHfP3r1QpuQHhzOifOtcVKApMXKRz+fpRsRcjuh3796dSkGT0pRnZw1L1E+FgKVuyBIMupt01VSTAx96k9LeNHP6tD179iSSKfQxTsN6o7gcyZiSp5asRBO8VauHSUyXNTjB6ZR1w2YDU4qDOq2nE5ALbVHUyMmoy10RDA2yvib1bY9sXnRJebEaoCBhXwu/WHWWwzTMuR3T0v19hF05ly+rLc+rqZDZtHRGBV8CS4rKLQcG3wuUr7MQqqbZ18LqmBAo1eVKEGisGsYGmcy+C9ZTwTfUlM+J4MTcHAakPC38R7MaAeqhGpeMsKJZrSd1N6vukY4sXDzCllqqgWvB1kfVHI3HFOqDz6x5YeWKyzX4v5z98CNP0onoGzgWi06Y0E5duK+3f+aMqQRIEer50sYtv37oERock0k4nI/HY088uebQoaP96fS8ebOoybbv3N3d3ZPP5gl/pas7evR4KBRqbkrOnjVdnq69vXXvvoPiPDO63v379996663j8r1hsS1V5ziUr+nW0ayOV4aklylF3bwm1mnLJYWxxaoShvI1RdWcrib+jDQ4m8IxEY7V+XUoR9MYJmwOw9d07du1dDcrwtvjc2sJNn/b294mtetuuummffv2DZfY6/W+ic2Jec973iMDNHYTRCoa1rCxtaZo8t6r7/rmIz/UStiW8tPnf/umla9YNHmOaFjDzkOzpk4ja3BWwkOPYphwit5ZrhiHoyk1OB2tTXq59g7250uVpepIMBwLRXxeKAl4PdicJjnQZa1c1lncXdfoiy2Tz2QL+VyxQP+6BnppCtocSwb8AWF7r6UzVuogPdm6dsgqTnj0GpyVHUVOepuDooyfBqcnBjKWXgB/K3YVuJsET3oSzO46AW+uqZsAPAw8A4eQhDFI7mb8amAV/Y8C6gjNAoJIGAZhFZ4Q4EZfB4DMwh54u03dAviEUBbCOyXwUD4u4qtodVr0/hZgg58pX4RSEJZJM39CVdUI+7ydaJHJqBrwiilE76/h9BI+bBm9sLho6yyvmGBkHoOPSrpz6actlifBLXoO3iz1vOh7DKwygjoI0TRyLMZZBs5BeAkhJVAb1VA+wR6E9Ez+qNj9EbHvM2I87knDGnZ2DBPltJj2aUCG1F9Un+j9PfpseBZYj7ldoDVLXDAwmWmaB9A7qMurIdH/iAhM4468Fxsd4DLaFD0PidglSExIIcGNiSstR9CRReg1uS2ITF6LU/dzH/RPQCR1NII8Mxsw7lGn9rcjC6GM6G5F2yd2GLxSOoYXsQ/bJwCyUsekHgoqOYv7gpF5PdL0PQJ/s4Ru0shDowdc6QYwaNAYgqs4ysPRNQBH00+iDhQPsd69GAFo0Oh5EFivNyXG3uQagckbJxyvQZUVSbmMOZSXWavB6Q4771kKJ0KRZDgqCSeOhwNhL+7jjamV+jIDxVLF2dQpvTEJPaV/PYN9IX8gEY0Tnmo6WtfCqhXVIRWJDTsnNU5Rg1PUsj/HS4OTli2+//3vf/rTn6aFwo9+9KOzZs360Y9+FI1GCd0ULI9CCCgtv7qzHD58+C/+4i8ee+wxwatXNK/s6emR6UdvuVyOCg8Exn/Fli6BYFoxvA/ApkCgJ5c7fOxYgJVcRmP/u3ZtNBCYHgpRy4hTsWw2S1P4C6JZxszoEaWeQkcx3kbVoDYZQeSlMxh8yjQ379vXOWo1zcf27Sua5uRQqL+6l53UaEWeqnGq/e5cGDVLOp1W2MR426kOLOVyuVgsirG1cDDEej0V/qX0UuswOqp5me54KyyG6G5WhXnGl8JL01HvMpDX8hNglMrl/uxAsVxyqnRKb8xCqUj/+jJpWgtOROJ+n9/R6ZS8SpP1OGmOifmmw8UUZk24dhYp6oetNOOqwdk5YUKxVJ48aaIEOAnvXH75pZ//wpcuuWRJc3PqtltvpEoePHj4wIFDyy9ftuGlzUVY6cSJLkpMwORtt9wYjUZmzpi+dOniNWueJ1x59+49pelT0/0D1KqU5evf+PYdd9xCGEmBfWZ2dLR7wKJ79q47b/3mf31n+rSpVNz5CXDSha9aedXAT/VxwQAAEABJREFUYIYAwhGSsddQhZ4uuvPgGEIG0sPeZSGeCcVEgyUbdXijwpeQqsrEcryFFiMYrtZ+ayH/8XeUUOyxRxEvHtoR9vhLNlrvVdRHd6+/uznV5I+Zwsmo4MtTBhBGmU/t3ji1qaOF3jL8NNHz/9udL97b0R71hUzndJV/FihAX7wP716/fN+BI997MK+V0/lc11XLX5gfe9uEjnAgiJQqrQrIuinyT5mLLoeuToG6qGp6LLlQeb0choCnHE1BXlQ5ATeIwS52FU5sWjqj1J6qZHCyQy+VG5MlQFX4faUTQpWTY6jFBgYHCN2LRSMEBg/2D1CTHzl6lHq46gHQUGI6bKlUmjJ5smx2gIKlMhWO+2XdR64e33y5jiWrx7KjsnqCr8WUN5erh0YmsJrOIu8y3BFz9Zzr4oeCnwoe/bgR0D7SCa1pWqemBGVFdR4hmdF6nNiTNp1H1pHFWz2GbF5+9mQyWT3do49Gr42+x97wursDAX9rawu9LCjjK+6+NZ8rUK8/dPjI1CmTc/kcoZ4HDhy++85b6Ct6wYI5uVw+FAzKrYpLlyzYv//QJZcsogbftXvfjatXHTp89Morlv3il7+9+cZrqFiyvr5+Ko3GBBo96DLnzJ6+ZPE8cZ4ZfWncf//946aPJhmcZq0GpylXMkfS4FRHjyrKI002ZVg99bzuo7eauylOOWyY1XzNap1O09kT5A4L02FkOnt/zOqwavNOnF1PTnjM+Sitra2veMUr+vv7r7322mXLsNn80KFDQ8U1G9aw89k6Ei2TmydsP7qHwoTc/NF/ffrv7/nwpdMXBfBl3LBR2YwZM9797nd7R73I0rDTM2tZ1eJu2mF76VXOrFS1EpYprRmXUqu76Q5beKGKnbkS3TTlDmJhaW0WS6WewV6CJynCq3pikWg8HKN/w+0Hp4mlH5PQkB3Rphv6QC4zkB2kI3W0Qz3Hwv5QcyLl93gtL38uNqdib39V5JzB2esj6oUvIA1OQhc23Q0SFaEIhG4SyFfuF74mvMLLPYA/j30dmB+FCYmkqhLAqYaFJwjg0MiDDUlWOIyA50tw/KgNcHYTlFDCPI78O8hb9M/Xhm8JOhHBpYRGUIyhCV8COAcBEoR5UMn0mUsgBKGPoGHNAmAJtbzlKC3zgoVuFvaD+5W6GTuqBp4HDhrogMNbAmxSN4KQCh+2c8H+JIQVMp9XAUQhaAToZhP8W2pdInEdzkK4TngBQJT8TrjqTVyBOlB2EEN1sftPRevrAfSaZRGahwrnt8MJJ9WfkCHVC8pauU8UdsIRruJHIfSdRlAKtUBxvwixend+B9owOAUp87uAA6l+BCiSaki4EV1g9FKcjnAgumr/RKH14MLD89Aaue24Om8LYsrHgP2Q5bYB0KXEhAoTwEOXAJRoA1oMkUeAaRHoS3eNqkT1oftFZ9H64faTUlKVqOYEVxN4TFcNfDqDJiUMiWqFSBNoNLUkQUfRRXgS8ngZ4dr1DMqkutHTgqsIAesC5r0Dyo4ElRGiTM8GlU+nIxyacDV6oqjC1PJ07+gpottHJ6KUlIUQJl873+WDwJuRcqvwtwlfJ1BwSoxGKAO6JtTK2wQXqdQ4dL3UUyhlcLLwJOH4VEtzIxQAa6ERmkThEECy0BzcZToR1ZwagS6N0lCZaJldgO4ISqeHhC4Qd20QHlPpVnqiiFS81lXQtRMYhlu5E9UOzkTL0FNK6Bqudyd6DT2EpW48CSAXetEI3ijUZwmbpwtBI5RRYeoCuOndqDMB+cKDuvk70A50aXQ3rUbYhki0zFGh9yMl9TXqp6EZSEmtqg/g7HhmtvFVRNGAVCs0Qh4PEp7SJJq67/ei+4dok+Qq5m5uYG/Sc9HjBtmbNF0C4Y7gW0/Fk0MX23QrSiYEMdAG7iZVjKDB+HLubtQHl+COUww1NXU3Q0fHDE5HT6e89CQQOEoPCXUi6jhwV7sLkYRf0iUQOEq349A/i+P/jUujmtDqRTmNrRLU5mYRt8DP28mLxxFz9KsYIqhfY5BREaDII/+GzQpUJrU5xpNu4J30jx5sDDJN6DXU7L6UOPxl7NugtqK6kWE0SwiPD2ehxHQi0MdfI8bYbLTStHfa1mhwVuKr+JpVeWvCyhCk06GYWJuu+UBvTFpmlZuBzsYbs5jv7Qr5g6l4wq/6JOLo+K2VlCn2tCB9JTF2W1+DU5xMg9P+1X5LWkjnmGtwEhLw+te/fvXq1Rs3bvzkJz85ffp0n8+HTfXyYhkAkDtrHZs4ceLXvvY1STsgvOfmm29ubm4OhUKndN7BwUH6lD3VXOfCJMDc0tIy3FLXyqlTf7Vnz4DHM9/FCxnBNMP44Z49M1KpVyxZ0nIqU3V6DGi1i1r7gmiWMTOCrKhlIpHxUBeuNpMJgiO0ySsWLvzB7t2b0+klM2aMojwU+IPf/z4ZDN6zbFnL6J4uxwgLp2qEw2Ex3iYZnOfDoyJOfWBhn4pjjxthrVJljqbiCltrmLW8zKp4oQzV3azS4DRsBNRZuZSvTINfmeVyiaDNAm8GOvM3ZqFcKvR3B/2BZDTu89g++dgJnr3XR25ikk53XXxNieDKsKKIuhqcSnWaoRqcDqfzHBvhJN/+7vcJL3n88aeuvWalAN7Z8Ytf/vq9731nNps7fvzEL3750JIlC9/0xtdfftkl9GacNnVyMhn/4Y9+dsvNN1Di665d+cCvfnPlFZdHI5EDBw7efddtv3zgoTvvuJUwy0w2N2liZzyReO1rXzF71kxq7WnTppzo6t62bces2TOvvOKyn//8wde++hVPP/NcLHb+rvrSivQbXveqkdOk0xmoSLL/Y9bgLPWlBwlX80AkMg9Wn6YRvA4vplKD0zAovaETRCEIiutXgbT9cN3vzZKe2h/TdN3HUpRwY8thkAJV5T8e+1lCDUcnzpEjUXO+/LPtDx8a7JnTMWkgk4tHw6zBqZZKmt/vlbqY0v3pPzz0vUtaZpRSHTLjhLz23S0PZfTCpKbWbK4QCQclFiudrAoe9Lyswfm3v/vOq6Zc3j8zQu+GXL+5qXT0O7/+CYFqbfEU1Z8ALN5NzrvYGYmFfmS58JqlN/p8Xr4u0EnhFLdQVNODBl8FQen0ZSu/IVUgfDgXAWCSNgrx0UIRrccZc/miomTk57GksSqswekrFDXUFm5p1XRGqpaWSuWHfv1b9j9t6h5xpNRz8PARapP9+w/kc/lEIj4wkAmFAhMnTdy8cUv7hI7+vr58Pk9we396cPbM6Vu2bl+58kpdh9Cp/IDH+hVwVk+pXGINU0sb1a6eQtVjV9hcPYYq4XRX12T18l4vgfrglMJrLl1XoS9t0Srpy5NqS01Hv8m9kzgLnYbjC6VSLl8w5SV7qBEKEqCRZNm8F+imvFloCjR1kS4aEp7lMiWWjn/h07hQGvm5pZTUnWUYqC2cLSfoHwVmzphGxzizfiX/kgDLSCTc3FS1zXTaNCv7nNn4Kpg6ZRK1xrvf9WbndRmNRmRLzps7S8acD6/1GhvnDUxKhbsphmptujmawhUvqtKYdcNDNDiHzOZOQXfTHfaKM0BHT+FYpcE5bEp7rbaKjyLGW4Pzv/7rv2jYEIx0yphLLrmEZpiiYQ27cCwajHzr/Z//xQsPU/+a3jbp6w//39v+/aOvWn7zH91235TmCaJho7Awm2jYOTbT0eBUXG8v3hN0hhqchsOGFMJ9hKMS0+gZ6MsUoKBGX1EdTW0t8SZx6uZRPalogv5RuDvde6z3RK6Uz3Xlo6FwUzTpJZjTQTct//XAO+Wmocpbb2SOZhVf07D3G9k4rv3OraQcY2u7V0QXi/PHBteJPZ8Qra8RM/6e5f0OQBSTPp8IiZReMUHoPAYMhiAKShxk2hnBPBXPtBuAYBGygsgB0M4oZfoZgGoE/mW3AtxKSs+0GwH4+VuBfRKiQyAWIK7NYIMRhJl+GpEEqMSvgqtbQo+o5MQ7ADdmXgRkQu1GQAvhgk03AXaiAGG0SDmAihFESkAdZSH8KbIQKBeduvkWwIqQKb0BqBVVj7AoulgIB64HxhaZB5SL0NPmO+HDc+A5oER0OXTVhKJFXweMiq6l9ZWA2QgiIjwytpQ6AbNvl7Hn3p3g3sUvQyQhWAQJE0ZFBRLwQ9gbXImu+f/ZOw84Sa7y2t+qznHyzKaZzTnnqJwTIogcHmBsRAYb/BwAG4wTBgw4grGesQGDyRZIAuW4CptzznF28kznUO+c71Z114RdraTVzqy272/Vqrl9q+qm6gr/Ot9RTW8jowI6pefofLI3VngloRoqiV5CV1hZ25oRmcntZNvsny62qPp9tgIPkBU4EHAR6K7uJjaNUYjHSGYnu7f2RlJJYCQANjQNFcZO625htTGgNTeStOVaVSqumt7KBz1oBXLCUynPTQclkGmUnQDIynDHB6QTFvD+rftp1fAmsVQ8qjLVzGQM5A0q9l4VHMehx8Ch7bRpXEc4x/bukfYuJGnD3pvewaqivRy1eQRvaFrNRziyvZs4dhxfkTUD42FF8DxMP/BpcDJwUIwgMnXA5IiOp7pH1d9O0ob21rRwvtEYcqeqv4PtZdNmSFTYY8rYa5ckBbzFDrKarlJN7yRExOoNb5DIzIcpQIwtkJLPsjkYXwwlOoFBVhVF1Y1vZSamB5u2QCq8SY16nzRtO6cQMDwAJ6Yl+C4mni/OiacF0GgXe3Ite4BS6aPyMsFiHm6MTDvBiUx7zM5kIOhmRpnmMXha1d4gu9vAUWCf7+RMwNGK44vH4DQJGb3bzgTyPPQX6sxP1aj3EnaOkIRfv9B0dZGT1c+Ds98nH3W6c4bWaw61bJ9fHCmocn+KQ5jV2duVyDAoyIU9YwKXptrSkWCoOlLFZ1g6FKRlB4S03+pV/XWZL9eDc0C+82z64iXsLiKppaXl+9///gMPPLBixYrdu3d3dnYCW7a1tXV1dY0bN869CnqghATwUNKQKIsv6c1u/UBBvz5vGMP30MRJuhpna8Lb5sz58e7dTx4+PLupSZ1HOt3Tc6i7ew7u2GMx86W0Ts+ES6VbLk6ynCNiJPSJPkjP0SfXTZ6ML3574MA7Fy8+nw32pNPPnjhRFwwuGjv2pR5Bhiup4U4jYaqol/XDMkwdaMeYNV1KTdMVe3ags+Z5e3DqOOf6HRz7HlPZXpvAEl2Jbvv12Qt6xgQuPdVxJhwMVRGUerR2UyK923ea9nu0yvVk9SV6cJZzyq6iSi9fBAVnOBT6wz/4hDsHyOd9732nXp47Z5b7KyClMWNG49+smbYM6w2vv10vzJgxVS/c9aY7B+ziDa+/Qy9cfdWanp7eObNn6j/f+tY34mdn9OhRw35wvcJUVRX1ituiRnRATTXiuwn4hPGrimM5C5auPSb7e3ByLlVXRbHsCwRumrVs3OgGXUyMFSNZx4MTbO/mmSsBy0ovi2De/cHhO8aOHYdBOdPR0VhXmxGnTxpGBgO5HA0+9RXdLbNWYTnuUogRLhcAABAASURBVN5/5MCtzc0tqCpYHaqqXTMzGVbSYpDVgjhTFpc2Tm3yR5Jb9ui1fA01n2h8d3NzM2gc6HUkHMbwgcABImqFZSaT23RyH6odDPiLbFdM2B6uLQvYCzZLZplMB4MBzHFG6MW6OXpwYiNsrNRf9x7q7/Wy8jS5FKyC1uEhj8djsE8Cfnpw+n34TUAB0D6f35dIpFauWHzkyPF9+w60TJ6Q6Mj34Fpl9syd23f09PaOHtXY2dHZ0w2gGzpy5HC+kOvr7WtsbIhFwtu27TCtQkN9TbGQj0ai4XBQn5WJovNFn8/DLg2HUDHusSBtET9RlKmOU0eOTstJDjkxigX8AoB9fQlPLBrWA1qQTpCX5wx6cIYC6A2aZYqCE1MlKbBZe3Cif6o5bXIYI/zoyYpFzYADfq9pesSDExMDVfKj56tiUayOmmNEaN6ZzZnmxbaE0GnIM85IOI+P2GSVFZxuT03Hg3Mg13uFHpz2p2m8MgWn+9nogPs9y+r3zHSALtMq3/0Ozj+/z+LA5bKO0/HgVAM8OA3HifMiplmzZg3IWb58uaqkSrrU0oSGcR+7+T16+drZK//8J9/47hM/f2zHc3//nj+Nh2Izx0zyVVw5z5na29v379+/ePFiCTRRSa9aMsq+m4YxtOPm4Jyhv7VsP05L2fEGimU9ivPAtmiBa7Z2t8saRmN1fVNNvXkhXBLrq2pr49WnO9tau9r6UslEKtlQVRcNRUoRa/X9p+WEClLOvWhJl9lPo1ksazqt/vpOsV8p+2663mYaDg9OsB9qs0ZManoPkeSeD5HoNH9G1d9GCVfXI2RmBDmiGwPdpOxsLSEQjQD3ksFQTJZX7b9S8SWCW/ZTMVm1kril63GCOo94/uXaaDKKCQU+F11M7AcOV8xS5Qm62f6/quZmSrsYwzZN/GMGCM+InTaSEgEj4StwzeorKBfrephReYlIt/O5A3oy18WQmNXXSWzMZ/n2HJFnisyseo1ApueVN0KilutQnb9Rda8ThvcCywPjMbTmDvEx9aqOhwhTyQXbKYOrWi108ymK80LNVCj2PK3qXs+go11PilnpRJU8QClt7bVkuh2/YaeBUWVOkEgxaqihup+zW429ZI+o6hvYFR0PqvhCwVF7yXHRaeiKjgdU9fXKX0tbVvosrrZVsKDIpL/PMcIw2pvvUz1PsRNI+zaR1Makad1PqpqbSOZAIvEZEZqLXqq5kmMHqIY6gAtm24jN7JLPciOhaRxN0LKa6wl82h9guzDQGdHyVvF9cA4omobOSR2hfLDudomB/AQpnQ5KDPwGAAn81vFrVpjc97BoedeIY+uz3A4IKIY+30qbRhpVPsWZQ8S7nX2CZZA5rF57C7WAfWIhiZmJT9DN+CpKV7vQtIDNxTGs2CZKcijjKjqLTUM9UTeGTn2aSmUwP/RMYreqvUaiKD/J3dHR9jQ7Fu31BFkNDASQYfqwSu0SmbKp2n7FuYGhxKDnpBXFnOp+lMLfQBNtblFnHhRA2k8TrLIVOzhqNVfb0ls0Frvz1kmg1w6Wx3wwg6T4ofFkluhz9GTtbQpP3DofFd9NwOPjcmRdrQoZhqvFusHx5KAA3oDTBNIbiEvBR0GUMc0wb62Car+XRBMoNHmQ7cW0x6ze+W7V84ya+o9q1P+hXvNyTsZQn1b/ZbdG03jxZYlqoO/yLB1IwTmH8jOZSbX1dKpX84yZSKfwrz5WEwmF7fd15PxYdMWtdTSdQ7/VWxzgwen2azHtb935w+LB+ZOf/GT+/PnhcHjz5s3r16//3Oc+N3v27B/+8If33nvv6tWrv/71r0+YMGHwTehllVaOH5/L5TafOmWdH35+cN8+lLti/Hiz8sTqMkuN0WjI4znY3Y3HrOdjw7n11KmuTGbNuHH+yj3d5ZXKGk3DpeNU5/LgdH+6y9tM1HKcNeU8onWTSvM/fCbT6Y6+LvVqnjGTaRpg18aqwoGQ0tzRceUswUm5lzTLOk7D6Lfc31+zvOzOsUqaTnvZGpYoQa9awgBVVfULcI1rDK3xuqQTtXUyTe3kuDw6qdjv23Ix+UqVVtLhrorKtZHSakVtL+tKGiWUtl9esZxpyD/LdcHqqrNdBWX130u/b5QKjq6PtYwurdJ18KAlVreykl15viHHI9E+UOW19qIcoEV3U3WNiqJF1FeGli5mFR21pKVbwXf8lK5/0ekMXi1bZrmyyur/f7l2nTlj+tSpU2684drDrafyhw2N4W+88TocSh7TM336tHAoCGq4ZMnCzq6e2uoqUEmf1zt67NiG2moARDx+7O1LSj2VYVkDu7PojJO03HCGTjrN7kZlDahWeZk/X9IwQ5U62e7//pOn3z4Hbqv0jasb+ONYtCvmGlBVSZdEMtwazaE9OJ184yyfLpfNfsv2pytHGWrQ3dz5LFv9l1+RB+dZP4uDdJkvzYNTlRSspfL2O8jFYWDs//Ef//H2t789k8l885vf3LBhQ6FQuOqqqz74wQ+OhIAtlVRJLy+F/MG/fcf/vWL60i/87B/u+vuPIufm+Vf+6+/8RdA/Ej0GRkg6efLk/fffv2DBggrgfHWTfeukPTjLZ0HnROHOGfpT9V927uuMkmeY/tT5uO3sSvRisTZWM6aukSLLC5dwEzu6thF3oSfbT3f0dgGjZvO52li1cmLVlprknAH7Ra8taTSVNYSm0xha02mV+e5weXCOqIQrp6a3k1Qd/Lw6+lXSO08NIQqoT2o/qQ+QD3hk71oiPf8YqjzBLEFrQJ6I3xazZGIPFZNYLiTJI6MLyZxoxtlHOFToJt3ENn3VBDNWhjwmJx6iwDa0IN1EJSi5pkFWirUov5tKfIWNgJCBboLc9Ano8taQk2FHsYWkm6RfK6mhBENC5bERVK9vM+V3RpAlAcYicxhCE+AQPAlQCmwMzC88gwwPIDO+gv0AnoqGACkBWIL2xZfYujo0GVWiwPGgqruTAWZ71pOwhiYRdGVPkNQWRMZKJDyeoFf7DqLTKBKVVmAvAJnV19tNAzwjEtvN6K/oK4A98LyqqwgygSTzbWwm8aRIY9E/qA/B3kJGG0anob3oXu1gCpqbE35WdTUj8WLj6IrIPBJHSmMXidh0K6Ongm6Ce6E/AfYw7YE8gXgpSz3BUSaJLHB1tCs8XaUOMWYshokyzc3Eb6Sbh4g80Yds2vP0WQyMJs9DK9BeBt3dQrqpwS1AHTpWC3yxawA/7BoMG/XMi+IWnJIC3x3sGYBDzgfBeOSgW4gw48vsSYLhwyCii9A/WAt4kp2wnPXHvAK9o3ntGU4tUkCDikx0Wni2LWDFUOKAxzbR59TmHmcmICtyyUFriWNR28xx6oytHEuiWFDotQ7ky/ZuFrLYaJvXYkcUNK8llcRkSGlQvZpNSwvg1LtDw/V0wiShIvN5iRvcLILOw0SkKk9HWzpWTnD004tJNzFzMP/5MsF+ZmLm8BjcwHW5u32cM9VXcTphGhC7juV0yrVyPnQ+SO0mKO/8h+39XubJsmPhud6JUYZZeg+mv0bTPMty+dxqP9Ao3ZEVXWdM5HQlenqSfeqinDHbejuzhXxNNG5p7WaxOOCe0dF0DuHBOeRncdC3Ome4PDh/8YtffPGLX8QN5pgxYz71qU+96U1vQnPe//73f+Mb3/jSl74E2PnVr371Mr/ZjPj9YZ/vTDJZkKh05y6MMj/atg2U667Zs1UlXWYJx864qqrubLYvm606D3fMX+7alS4UPrh4sVG5Tr68kg7ZSjZp32O6tJu2LrOkNemXb9pnH+V6xlrSa+qzjypF0Clq7WZ3src3lVAX5YzZ0dudKxSqwzHunc+RSzEY9BwvvxVUVmcq+yXbkmpzwLJhlLSb7nxV0nSqShr5Sc945Xxa7i+Mod6Pc4qUfhvt/1v22+SuTVtOQVyrHDl6vL2jc/Soplwuv3X7rhXLFkm8STsQo+XekmvLesWTJ0/XN9Tj8Nm9d//ihfOlgL0KLj83bNhcW1fbPG6s83PN466luWXHrr1TJo0/eOjI5MkTOzq66+rqGfg6GEgkE5FwqFDIU1OuX3PH1gx7wZ7D9rYMZWuSVb+Pcp0NDUaNUrV5ULgb5V6p3FOljrL3aG/DcPpY9e/2UmGNjlzfy69PeYOlHbEyeWdZKaM8xIZdzI4OVnrX3XJ9uhteuovQR3WpmNW/uq4pZFiq/IV7SlilGWV/bZT61rL70tlshXFeEonKQ0evWbp7ciLWDvLgNIdePsfnkJrOV+zBqUpbP//lsl5Tv+E7ON+1rFyqTde5s39+Pz9O5fLg7J8/HHqUL3zhC3feeSfuQteuXfvlL38ZFwe47Zw7d+4NN9ygKqmSLuV0xcylU0aNP9p+EssPbH7it1ufet3i61QlVdKwJvtxq1x9mqZbx6lsbufoMu3lEs+zrLKC01KlZc0Ri47mgyoQOangwre1uyOVTaPMpFEtsfCr5bHh83hbGsdWR6sOnjqCp8OZXLaxut4jjNO+ZSy9yebSZQ5cfikenDYrdVSql30yCJNm/1Cd/He18z10wZz8N8QtgEYAV6BoveuIfEBWEjsZCpW2hYrKuchMO8gqOBbFdknKB/Gtv4ngqpgg7gL4AY4CKmOoWMFRYJAoSUGnhKtFJvAVmB9QGR43gFkCswHRgYYCg2FPYDb5BAlTdK7Qzc1034wvFtniM0StXikJugmeB5CZ2kO0ZgapYPPWUpEJ5Al4BkAI7tXzHKsXnCDCuJ2EUiy5lg0B5aX48iBpnyqyLaB9lLEepiITXYTKM05ss5CnfYzcG5Pgn92PCxJuFvLUxSqBfvU8S+QJJJYQMSJjnGZp20lO1sDMooDeYpJKStTc10DBKyZk1RUC9jazoxg19wU2DR0CpsVWLBAEuImf4TmULfa+wFUA/1A3T4x4EswSYAwjAsrV/QT5GWgZkCcQI6oBDoptMvZpM9vFkitZkp0wlk1Gz1B8KUPf9YS4qzYL2Dsh7bUE3E7kZlEfID3OhyJX53yQKKloL1WPSWJUfEsZ7mayw9gCThU0k3RThhIrYlwKPWI2uUhKbiJ+rlopoHoLV2d83bUUBKPraD66i0pWjBraC14YmsxBp2B3tZR8XmSpU8hiMXCoMBW3j0gAWAkyzPF1cGN4CluBiYfC6C7sFzsKtLAwZhH2RTfZLBWWmHtE/vtYK5REz+jovhQTbyW45fjmuU2P4BYMHLWbreSd6Eli1+cp3NTTCXvk7gKcJIEx3B2GhrLd5ewQEErurtk5Blc6x+BMmSTbbSSMkjqTMY13krJjvh35qjr+DdXyx2rMB9nDlaRUiVaWH4v09+BUL7rs9t00nXdMi667P3n5ulAstHV3pnOZi3nG7En2ZnPZhngtGOR5e3BaL+bBqYpWf5WnoV2aLvYZ83vf+97gzLskqUqShKGZUlPTlcl0pFKNL+ap2Z1KHejsrAuFRsfjqpIuv3RDS8u9Bw/ubm1d1tJy7pLpfH5Ta6sjF3DyAAAQAElEQVTPslZOmKAq6fJKLg9OY6Be01Clu05LuTSdzmN6OySCfdfpEFCbaNrnHVNL1grFYkdvJ+74LuYZszfZl8tla2PV0jz9ENoynPtCY7B2Ux7Olu8iB3twWjqKwyAPzlKMvYuVCoViJpu9MFDEUCGGIR2CzmYyOW1x/cqTz+fFv8H5RXG4vFB0Jxj0v2gEXeDGfKGATxp8i8Umc/IMRqrzc4W8yrGYVM+iX2MuX8wXDDGhzMqKXLegV8yj57C6vRFZLjC+hnXgwOF9e/fNmzf7qaefbW5ubp8yqbq6GrOkYK9YMGiEWfBij3kJUWs//rA2bd528MDBZcuW/PbBhyeMnzBj+tRgMGSJpyNWzGQzR44ee/Chx6bPmBrwIwWSqWRXZ9fVV1+xY/uuPbv3JpPJzVu219bVpZPJVDo1aeLEAwcPofO3bds5bdoUYNFINDx71kzUAM3Avk3D0FsuiDGpvcygtKZYaeYx54tsk1nI8yrR7iUaUhptiZ6kldFxAnoTyZ5sQj/HyeVoSIk2YS/YNYO1BvwByycdVpAnNOjJnPZYx77yGAVxGdBRYYsMpYu9sDi2guWsDJuSa28sFsVBVdfEfvDF/uGFK5rhjEu5XaZTWF/W4nsMkKeIgcWw5vWnHkRUCrNRr4ghVs7gillmXvukyl7sEef2i7pDCvyhy5eqV5SwxkaRm9ZjnTc9dpWQcjnatTpVpbHrueetPhJRf4/Ho1cBvQ6FgsjJZnNKDrHBmhNt/1k6uh2ZgzXkYVIyvB/JSTdh2N7E0ndYg3ScyrnzKue7NZ3uuzN3vtHvTs0awoPTOj8/TnWOfK97T6+SgnNgTn9/lME6Tven4dag6DcQhmNwMfs3b96sYwfhz3e84x379++vAM5KutRTyB8cXd2olwNe/x987697U31vWn5z0FfRcVbSsCWr5ME5yFPTNAbm9H+fyBz4rXPGKbo+dZwQXGid6mrL5nMe0zN5zHhG9XmVUzwcnTp24v4Th4FUT3acHlXTwPse7Y9iGM47k67znVuXOWi53/lUDZFfXquSdAImbP4Dagd3f0Btf7OqfzNNEwmu1lPNBoiS2kt6BxhWFJAZmUNSSG1il4C6FNEUsA2wChgM0I6t8txILR14DzINLzlQvkMMDpcJmNzMO2kaQ4qAD1gxc4zOiNzIDo45+BbAXucjFHGiPDMVQRrK922juhS4DnQT8CyygJnJHWQ/ZoiV8eqgrKfE2/IKZupwpmhO5hTZHiN8FlkZXz2RWFakgcBRmBSoGOmm6OoSu1mSyPMZkS2OYyVJntYI0xWwpwWvlC2uFCnkJhWeJaB3l3Cy1dJpz0inNUhk2iSJKbWM64nrQO9A+8pBWbeRaKLT0EZ0GmWpHQyWiz2Ca6IT0Gog51wrS1ZfR4bXs46TGSCT5pR72W9gltg46eZ0ajf71lG2aHPBBsK2zFGyzOqryM8woNQRTiTFBNtDhcnPNpebhm3WXMdOAMNDD6AwOpAgcyV1hJwPc5mJYrkzbJqV4eqEyhKeF4OIbaIkADPppkTiRUcxyHA7K89OiNlDGZvHngE4J92MsmcoS51FuIjV0Qkc360cSrtp2xkgF/i5+znGH8bAYShTh0SG6xWaO0GQ53ESU7TXMFXPBmnFWLYC+SDEwM+gucHxjqDzFHFjMSdmqwskKuxeETRfzcjMtAKdIJm7SUA5lL2MSQtGmzvNKYpvUQc6ra6RSLYblH+cTCchyjg00HZwcVQAe0QF0DQcEWg7aovh1tJYFKay1uIxSKLcKPC4V8WW8+2BrifJ/nkM7uf0wLza/bvs6nn32YGFK0kn69wenEPpOIdetmMGDP60+HAkd6anQ5yWLvYZE0gVJ+vGajqWUa/pqGecd8T7KzJfigenUVJwutZSlTTC0p0zZnxv27ZdZ868KODcePJkZy73zpkzK+N4eaYPLFnyXzt2rD1y5EUB54nu7rZkcm5TU8B7IRV1lXQppIEenMqt0XyJHpyWVY527pxHikIL8m09neBGw3HGzJ7p7qiL13hNfY9pK0RKgs3+z1rLHpyWS6858A5Ulco4Hpz6Ce1FfCybSqfBNtQFSZaVSmXC4YFbQyYYVSDoVxciZdJk22AtA/eSzgQD/gtze26xzpHIi8wucDf883r4cAWfHtNAM4sF5ng8XPYWPbSiFA/Johj7+Ej56BZkckU2QRwzTXGsNLke/+NTF26WlAJYy6qprpozZ+aOnbuXLV2cyeaKjKpqyt4NfBZlFf7psQVhpVjN1VXxFSuWnjx5+qor16QzOaeeujBrtXLlMrDSYDDQ3t6BLk30JeheHg5NnDT+8KEjS5Ys3L//oN/nC9BbNJvLZrEcj8Xmz5uDwn6/b8zoUXprprRd14GRzD2EZ6bdOZazRxoJF6Tf0MO6pDScRX+0/jdvXXkTyCL+SOWyZs6jr7nB1TyEZQb9Sg0gvcK/r/3V71/9Nqxd9Fiya4/0lTTNIzWR+uijrLRrT9F0xstDtmfa3c76ODU37NcTeDR77KFA93L7zl4snSsb4YFatEyvrIvh49acTdkD6tF/mVr6qbvdQ8rr0a/ilzohJ5/lmSB1lerJz4vdUlPvXXpM6uTsq9ST5nn4Rnd39659bt3hI8ff+bY3bN66o72tY/Topmg0Om3qpOdf2Nja2rZwwRxUMxwJ9fT04k4Fvw+grSdPnR43bkwqlRrV1Lj/wOHRo5qSqVQsGjndembMmFEdHZ2ZTHb2rOnYfjqd+cEPf/7e97xlhDNOtOWee+758Ic/PCz15O+/qcq+m+4nrua5lJfmMHtwup+K9n9O2l+LOVR+2YPzpX+6fTfdXptW2YPTGuDBqdSwyJn/8i//8rnnnisRzUQicanbTVdSJSH5vb5P3fq+WDAC4jJ//MxHt6/9wk//4YUDW+++7u3Tx0yqPCCopOFJxkD3Te3HqYzz8+B06TttlYat3bRsHSfpZuFE55l8Ie/zeKeMnRjwXZibmRdNuMWdNm7ivuOHAFZPdrSOqW3yKOV+ycgORaI1ne53fZTz5qxlvzmr36u19ZpmWa9ZyreckqqS3Am8as7P1dGvqaN/R+QTnqJC08XebxcZFfhNMU22RJol7olAXACKjEy7mW6OvjoiFsCtmqtYnoRslrhFbhDt5hyGqyW4Wi7IcxtHMDpX4ovuYEmgIIAoW8tYFO1mj0QuvUbo12aiKTBC4ByCzLk01+zdRNoHugmkmtypIvMlcqmAzIggQIAi2h/6bdUjMtPHiC0ZEdejEptEuzmZgUBpOblKHCufE1/G8QRa2Cz2rvLcUaCZBorUbp5h3Ui/NnODRIB7iVfjK9h2MKrQVCrzgMQAorBNyli3i6Vooy34o4w1wWai1QS32odyOQWy6CuU1JF4MeMZhLaTTQOZY9M2UPBKLWOrKDIX0UgSdcNXqAlQGenmIgGZL3AjFHSeUpnD5KBagaoFjgR7xySGreKOAi2Mkpo6aIeWRWXIBVvYNPQValV7vQRl3SgIsJm7RiZbkZagxPNFR7iLnI+y3STdIjFzKGDdwY4C58t10UuSnVDvaHPdIDPG+cBJMk8Ut7JNDGJiM0kt1ZASTxgkEs3X40u6eUoUqEvFI3YTVb/haRxKDBzqhkyQSMYTnirMUuwtkajiHUtkiLlBGe4SUWRu5TRAk5P7KPTENqmb3MBuocpzL2Wm9BlNEnkGJ0kk3h3UTdLzVYYS28G+UHkkDASDEl8p2PUZBjoOCd0EP6Y0tsjasicnsP7ZEyq6RKIfCzfV3UsuDuyaJotFVTH3KJVOSMjcBGtLwWujiGi72fN77ubAzfkpmXQluVMpwJVV8tp0fxqufMNFQAdrOuVtVNN+r9S5y+NZCY8MWrva88XCcJ0xc4Xc6a72UdX1dogw/aRVlZ7GqvKdrRqk2nSrOZWLa44AD85KOp9005QpX1m7dueZM1dMmHCOGxOM42/2709ks3cvHUku4JV0EdOsUaNyhcKB7u6iNrk4e3rmyJETvb1/fe21qpIuu1Ty0XR/9tNr2rpMNaSOs/yt1msWHe2m3GNyWccHKgznGRN4taOhqtbjBHNwzvxGSdPZT8dpazyVU8Tlx1nWdLrLqHL0oIuVNPVRFyJZomIcnI8hC4Uu2Cv+Xp9H5sNAwIln9xfS6ug8HtZphkfGxMhYHsFpnoJZ1IpDfFso0N/RLJCtYY53tLYDJYLh4YKwpzfh86hIJEr4RSilURr+MgTGWZJDAIaDYOasGZFQYPXqleBXp890NjXU5vN5bBknbu6FXEtwFzBqkUwUi/phxZKli+PRMB7OgEeeae+uramWFYlA8enz+ZuaGgE4gS2VSAn9Pq/oLc2ZgeDypYuw4qyZ01vbOhvra9AWbLYvmYyGQ7IXyiWxC+kBTWkB2Ap9vb1eU2lO2dfbV1sd19RWqKNHg1dpq01AgU27ujrzVvEH6x5+66JrG0LxmprqZDhbXRXTBxS4rOgJUTIfCPhB0WoicXl/jvvy+by9vT3RkB+Vicdj7ElDY0VDuxXpZT0KTo/Z6NGQbmd9bFjIedXb06Nl4tgpkLmhYugl1tzQxSxZ1hCRV7nFEmZkv2HJ1puWBlSPkZ5Npg2DTU4TKjiVDBzZbXdXZ8rv600kC7lMLp+vqa52qscfDVAp3SrTPcd0u2RfhjOFWOLFZm51ddWJE6dR+pm1L6xYsaSrq6e7uzuZTKIz582btW/fwV/f/3AAfe33zp83+/iJU2ufXReNRBob644cPYGFZDLd1d3T1FgPurlt+676+rpHH3vm2PET4KOzZk7D7rEqvlUjPoVCoenTp7e2tjY1NV38h/O2ktIsfQ7Wa7qdNfvnD/zWWVZn+ba/XvNs+daAz0H5r5YHpxqgy3xpHpzufMd3s1g6M1/scf3mN7+JY2n58uXNzc06BzMMf6pKqqRLPzXXjf7cGz+KMyWuwl+35LofPPW/f/aTbzy3b9Nnbv+9iY3jpo6aEA2GVSVV0sVM9i1V6Uwpms7+Zxl1znOQcmk1NO0rKTj5XmKx2NpNuol7zqljJ15YQ5QXTQFfYFrz5L3HD2Zz2VNdZ8A4bT/OUrBd09bNGM5bRIbrLdqzLbv0N44Gxah4cJ4lgQZN/aZq/7Xa8yEqF6ffQ91Y5ij1f7gX7XqYRCegI5EmRXHYR+1afKXEF91KZFW1QvR/G8i6aLG5npuNzCPY6/gtSRs5qNC72AIK/npFXAiWgwSaBfaD5ZhEB+1+QrZcKyDTR7BKwd8ztEv0VBEdAWIBiZEw7SCdNQJUOgKRAvOAwHU/K3A0zgChRGIz2BAwM/pQ+lTnQwRa1G62EeNhR8RRTxF0MUDoYcGKVxMWdj0m5GmCILETKr6a06n9F1yFlorCQUk3HQUe3SW3q+wxNhZHKXogon03t7FMXBBgx/3cuE+Hq81S20qHzg3C8ILcDuYmmFlBot1WrSYSxna8UWpDQTe7n2Yr0CgseMKiau0iFtpHPAAAEABJREFUAqy+grim63EqFEH78h2iI7ySK3av5e5INw+y/2tuIlFGJ4CfUbt5kggQfYgKdz7Cria4PWDH7AUhZs9Mt8Ft7rR0Ql513MdVaM66n6QtvkziDz/PmnslMi2QdlwjvY3SMxKElkMv7W3/Ff0sdQxb0ty5VAmjJGgu4+uupfko6CZdTrdxR+C4dhDaaWSTqFLtzYSjWED/cHxPivBxNbfW+TCHEu3VMYqp4g1ySgQn20GGAVxrb2F3ob1g+VRYHmHfAscyMu3DEm95NEsSTK7kzwXmKoeyUcI1t0kn5FgSo0+V826abiIBiNbdKrtbK9NpHOEx+rz2JmaiPOnmZCHoJ+2eRFfgwKGo9LAMxCpup3s9VciUiu7kxKNLaIHaTfQe9bLy2sGp/1Tt96opX1MNd3FWV9KAZIf44tsRL6bRHOjB6ZxHWMY5Y5aXJcyeVSwUz/SSbg77GROPjEfV1Ft2RCnnbtblzWm4XDbVUNcG9reDFZzD5MFZSeeT6qJRPMU7k0yeW2Kbyef3d3REPJ5pjY2qki7L5PN44n5/RzqdzeeDvrOeLDCdtre19abTN02dqirpskslD063gtOlNXGeq1oD850oQVKmqLmEa1lrN8Ez2nu7CiPgjNne09VQVafEj9OJ7OBcKMh7QcZgjeagZcOl73Tlq5KmU1XSiE8Z0LlcDp/C88DfC1jOS/DSHJYzWZAqDCYKEf3mC0Bx48bZrxI2NjT85OkHl0+bLzFOC7IpYD5LIscy2KglemVTYtRiL1kQNMsCIQTJw5Yl8GsRq9orWrKiRIIlvDQZMteQsKIMDqzj4BbyrJ69IjYiEXKtYi6b1/NW4uzy0pQxVPWKpcJZxoDFZnM5LhelJnl5BRwHgdS3kMpkvv/YvXcsvbKkr41Ggmfa2mMxME6ToVn5CEYuCAtmgVFYWWfQzeZxY1PZTLUv0lBf3xCrOXTocCQaR7M0sEDbGQPWQykn/sxK0FuUf+CpJ2+Ytzzo8TSPacK+2pPdjz63fv6EmTmpLZ5uoRh+Q0AtUT0P908Ba75Qajjj9KJDJJiqBOz15DKZFNruc85xfr//8JEjzc3jLWUXJuVFP+YLrB6Pd4uhdymvZJhcrKI/ZRBlJhRRIK/3ovM1Ds5JOF9L6fi6eZDaMWNGo0C9YEHs5fiJk6FwlCvKiOQlqCx5MLapDMaVFW0rRz+fJ/vN21MIGy/kX+SFQvz2jB7dtGb1sq/+/b9cd+2Vjz+xtqV57Jkz7UqUD8CT+LamKo6dNtTXAsmfOHEK/DQSibS0jEWF+xKJcDik51I0Gunu6YnFIuPGjh49qqn0ZkYo/Kpr6195Aofas2fP9ddfPzx3KFrBaVmlyLR62bn/GqDgHFrN+ZI/h82DU5UUloO1nkqda9l5D6if72b/5bIHp3Llq2Hx4LzjjjsG5Hzyk59UlVRJr5UkoSd4go8FIx+8/u2LJ835ox98+cP3fB45CyfM+u+Pfb06UjGzYZo0adIHPvABbyWc0aucHDGJhn3OsuVSbTrenPZdljFwWbNMO1/Z5yDtu4knoW29nelc1uf1TRkz4SLfeerEV3rHTNh77EAml23r6aiL1aii81xVP6tVZUHKy/PgLC1fzLdrL5mEzjH8qv71BDYHP6s2rlKj3q/Gfog4CswSnBI0C3QToDG+RJjcZkbX1EFlC70Ss7SXIjmAGdBNZNpBVttJtmpusC0k6UC5iDQLmwLSI81aR3gDohZdSCSW6yDoAjfy1pBuggBFFhDX0TgT9CtMFohfZiAo4EntWIlqozL+BgocQb8ADgFoGb71WQY1ZfjW08R1NWKl3PsC2SRVgEdZB3oimhJKdKxtTgnWVX0ttZtdj4pR4nhmAkfFlpNpgRqCovlGMaBr+qgEoc2IOeU05a+nAg9gD40Ff9JmpSCLqHkxKZaTveIZea2t3cz3EXmiZJ/EdPWERMvoF/rbxh2BGgLsoTfQk4xMe0ai5t4gQWhf4CeQMwgrNoXewAUi1YHjWJPMcQF7V3FFwGAg4dAkthf8DFyQnpHr7PCt9Bk9YFts9kpUYTSZQXed8K0dTzG0LzMPcihjKxmUGMAVw+3T+E0Qr9byhucyMm1SFIdVot0E8mTQXZkktjZX2lt7q920Yl7mQycZOS02/RSG4is27bQ9EyhL3cBMMHiMLzhr3e2crhhfanPniMpzr4oulvHdwHYBLhJp72Ar0DMMR1wnstRDLFx3B9FprwSA1fQahWNau7me0mS/jG9GHEmB56nNnUy6ycjMvSq+hrJOXTeNtDGfgWORkMPItKKXZUzjI8STQJ6YOd2PswIciMPMR20x7RmpeKXA1P1i23ml6IM32JFpCY+7OJlpVioCX/R5aheZaNv/cnez/4f9bFRCpwyVSrTS7aOphtRoDlw2BpFOyz6d2nQTqbOvO5PLjYQzZjaf7ejtqolU2a45lnK/yeTWdJ7Dg1PLBVwenHbb9XKxcsYceclnmnh21ZlOZwqF0NkVPMe6u08mEsvGjvVUYixdxmleQ0NbMtmWSIyj99vQqS+TOdnXNyoSiQYqhiyXYXJ5cLqW7Webgz04By2DdBadgK/6Lk3TTX3K7Er2ghiMjDNmDqfv6khMFJlagGNor9ByQDzjxTw4HU3n0GUqMQ8uhQQUlBNLSC1YxIMsLAMF0SU0kwkE/UbW8PsIBfCZtIp5uXzKZrN7jh/F6p/48Tevnb30ullLTNMTDPjxBMbv8+GyMBj053Km3+/L0WmRgbIs2VeBnI/BUbFlT77gw2HgMwNckYVxrcX8XF4Ap0cuxhTAFzJBE70+r66eR9ScvlRab0STSEF6RLDYTkH0ppjkekUP9+JF9UCzsFngNGwEByUFjySI2uBA1UXj33z0x994+H8AS1dNnjd+zJim2rpUOt3a2VYf8NHrsciOQt2oagVABUf0+4TN0qCUjw9GT4sHIxZvnllb7L30pAV1N0V1GvTjzGJcOW3ePzz+k/945lf/VVu3fPLcmliss7fnx+sf/Zcnfvm+1Xe8e9WNMgrKzGv1JLXg9lj4qQX1o8fEzhO1Qkl93YuKBALo/DSgZjAQ1IAEELdoWliLK3pZmB6cHjOdybIThJ2gKQz266U4Fes6syIv42KgY71J2Yt4cGJQsBfNOHVgUh8ls4W+FLmzjvWihHr6dLdT7yvmonkz4PfJ9bmF2mB1jAinSiCAtVAsmUrhU+xXzZQ3c+55i33fdgsfaHzxz/4Qn6+7/UZ8LlwwB/mxWHTO7Bn45y4/c8ZZ31hqHjem9IYc6vngw09gefq0yddctWrkv9cIZPuRj3xEDVcqKzgtNZTXZlnTqQblO5pOa8jlsgendXavzfNZVgOWL5oHp/s+8yzazaGWteJTGW4PzuGfhU8//XRHR8dg8FlJlfQaSEsmzb12zqptx/ZieeOhHb/a8Oi7rrhTVZJSYUmqkl7lZJU8OA3X2UveCTKHeMdniOXyeaS0TXklDZ+JdLIvncS3U8aMx4W9Gqbk9/omjxm/+9iB3lQi4PVHQ5EyldSM045ub7o1mpbr/Njv3Frx4HwZCT0DdjXrB+rEt9TJb6lCJ5lWZDr5X2Kn0J0lRD62mKyR4TrxJwWdvQQzjJ9ZS7mb4aEWEBw0sVUcGcVs0hAwSTPOF6ha88ZFsMh3NCk0jOryOpxprWj7POSXOnwrVuRGNlKsFl9I2pfcTr0gZXxP29o++lAKs9RIzFetglMpwtMqT2T2PCNaxmmiljtKnooqdT0utG8SsRMKA7OpImmfFnQSdJ0gayQne0Zon8hYQe+qr2Dbu5+1HStpOdkjoUSzpHSx+cpbz5irlGkusEuyaXXsNAo6l6m80F8QNWSCDQPvUcso4XzjiwkmqUCNSWTaNtmmmFOCioH2aZqb1IFewzSSDIy2LUVB7Ci+9NLEEdw3OEnCtx4kwwN+o5vmaOoIKUs9ye7SWkYGJR5HBEg3zeUSvnUjm0awvVPcIpdIz6wnaKSOcAe5JhFgQnWtpYOmDl8MAoqS+V4OPWaLp4bbQYrOI+jt1VLXajaHNHc+d0cb16WEo2TSYTJyDCWYJeAfmtazlj2JSUi31J3lSLyA66S5x8iV0ZmmqHiBFTmUJwRUX8X9YjYC0AYmSpDhkwKDlcSbbSG9xl6yZ2TQFXXGNMIcw5J0DxW6Sbo/S5q2VSLxLib3ReVpttrITDBa7B14ksnDUcYWUAc9xzD5WYeNdD/l7gQe0yXUpEw5PK0Mj6uvkd2tl4mnp1OnM522ykA0saOOfZ1HTcOb1NiPchwr6WzJGuzB6dJrvogHp/Op7Ndh9KNc7buJpwDJTCqRSY2cMyZO31iOBMP6WY++Ny4vG+ZL9+As5xfPKRCspOFKIa93flPToa6u9nNSq2ePHdvf2fkft92mKukyTndMm/aPGzbsaW8/x1TZ196+/fTp26dNC1zAQJGVdMmkgR6cevklenCKnYhzytTaTXymMunkSDpjojJ+jy8cDGkdpyrFPHDuLt0enK7rgUFRggZ7cKoSK62kkZ7++dGfpzIZ0C899KlkOhQOFgtgYJ4MGBjyZbjzgj9/vv7RU+0db1l0y8bWE//+jt9tqq9/9g/+pa6+Huistb1LtKBEfQBaWRHk4VDAZ0G0XPl8PitCRiBF4Los9ZQFzJNiwSoVppU7lxmktEC1p9Jby0lhrIXSWM7LiqhSVoSnXOZ+ORm1yhA8zSwYBREpFgnXsGoBe0fhgkkpodZWegomNoJZDFCHLUxpGPuZG99x5/jF8+bNxXXjp//r32r8wdPdrf/03M/+6q4PB30kwV6J1FoUjKcvL9FLf/a/375p8sr46AmpoP93f3hPbS71/zbc9yc3v/f1i6+cUDfKoPkR9akmdodOMCheXDZh1oy68R9efltbX8/D6557bMO6m1esumXqsrfOuSocj/9ow8M6kDoaR4xoqBxhsFfGyEins8FQoCjhdtPpDJb12KFnAID/5ZGf5DK5+pYF1aHQGE9g7sQJf/iDv/nkje9oqR/FwsGAfgqEriPLFNmrhG3n/gi5vZ6iEFAMpc/vxejgmwz36BcpAPWjRKG4Ki7oaNXEw119vV/83+/89H1fMJ7bM2rlQsPrYcRUk5vKivST6ts83xTELMIoi6pVlJoYC45ozpM1CzKgWiFaOA/Rmvua/GzL55lKqwD03nTD1aqSzi9ZZQWn21PzLB6c/bwzh8+D8+UrOC2XgnNw/sBl96d9L225NZ0lr02nHx3HzXK+Kuk+L25KSlQcd87+/fsBOFUlVdJrNDVV1ZviKoGj/tPf/+tMPvPONXcGfZf7i67t7e0HDhxYtGiRp3JL/Gomw1FhlpSa5RxlKzUNl4LTlW+5VJtOjvOsFsv5YrGtrws5o2sbA8M9n4P+IKpxov10R18XDi4KqXWsWu0LUuKUrmVjqOWSgrN/vvh0VhScL5qAUsZ/jrBn57sYbXXaPxEXAUzGRcAHuvJNw90AABAASURBVFl1BZEkGAwYGzFS0QFX9aLVM0ihCj2q7T5VeyNpZXIXpWlxMdfs3SwKSz/DeJoeFZ7DZwHYI6ODPij6yHoSRKug4otUtpPkD+yHFozrSN3iC2zRJCAcad8m0kEisQ6uXneHqDw38TM0w3boxO505FLshRy0g1hLB7YFUSNkGk/s1LNOpIEegkwKOlts5KnJU9ej1H1S0HmM8UhBN7UCD60GRARjAxqsuYmWioxxukAEjrsJwxi+tY8hYdFR3hqWBFEDgERPUra4Qlqxga+9Rlew07ofJ3kF7QMspKXoHMJFBt0V7SZ6AzUMz5DwvBK+1QiyFWBdVHm2EfLV3aKMkOpbLwhwKkWEwLSUpVpkeDpKKnomc0gCopokxHTTHE0m17dN1d0sNPc5cl+GTj3AwtVXs8JoBRAsmBxKUsu7iqOGfiOurpb5cELC8+ZJJYHAvSJwRAKoAwLv+A1bAbBNeieqX3LQbXZkWpBXbT5K/evacnheXyObhjpgwrBpfgnPG+VQailw9RppxTNCN6cy2CxmY+1NLIkFv9BcsEbAxZrr2Qntv+YG0ToMLhHvSj7MYrzl5eTfwI3JvapW3OWpBxWamxLz0aqryGjRCpTEXMIGMQoUsCY4w5VwU0wn7f0JQq97koGOW7g77AvVoDQ2z2HixGsRJfFO2Z1hy0+1tyuOrJpr2L3YXUxEpdj43k8SmU//joSlrTxBO2ca4L6pQx+Ulo1zL2vVprKXJViYZeloB3zO1JnoUSPsjNmV6PF7/fZjIIdo6neBXXHp+yk4iy4Fpzq7glNVzpgjMsUCgZumTv3q2rVHurvPRq3wZO1Qd3cyk5kxapSqpMs4LW1pOfX444e7u62zvK+AfIBwENAvXXedv3I3dzmmgQpOQys4yxRzCFfOfsvOKROohUEP5JTJAI2FYleiV42wM2Z3qjfg83k8Xodl2pF15alseVk56kzHX9O1bArLHJBfdHScw5Sw629/+9vnGVUrFou9+c1vfhlQ5KGHHjpy5Mh5Fn79619fW1urXmLCtcePf/zjRCJxPoXr6+vvuOOOl9qQ37vyjkQiFY2GtYLzdFtnU30NiBMupLp6+qrj0Wwm7w94M5kccNdVU+YfOnr4+oUrj7a1/tVPfoBdnU6c+JM3/+7scZMMRkMltvdjRpkZfKIm+BR7RSo4cSLGnxKplSI9oNN83gQqMz1GwO8H9cMe89Rf+k0jT22gR8ceUWBe/lJh04NlU5axHayIqvq8tO0UD07yVJ/f55EQtRmvXpE6UewRBfIG/UT1Bi1x+sR1oiEenPgTl46o5F8+9oMxa5uUx7di2szbFi/vSSUWTZ/2luU3YDqlUmmKGg2DANVjFrBrn6+nLzG+qm7VtAUAs+/82Xf//E1vDwX8S6fMWDZp7jMHt04dNU7JhPRIHZRIOXFksM7K+uuHvz+lanzG9KyYv3BD64mNx/cniokPXXPXmHj16xZfo8PAGqLgTKUy4XBQ17y9o6euNk4A6fO2tXfV11UD+AK89iVS4VBgSctUPDgKBaNoWNDrq4/Faq3i65dfGw2H2zt76mriEpDW7O5JVMWjSg70XCHvdcxEqQHFp8/Xl0hiVmAvaHhnZ09tbZxXwpZKZbKhIBW3uWxeQyx6iPYlptaNnj1mYu9Cf0BsRHWMXI+X3c7qgUwrimv5DLlQlMHi9PB6siyQZw6qwHxLW6JWbu4ugWQ4ysuyUtM8LwWnW7U5lJrTcik41StTbRrDpeB0qTP7v107tGrTnT9QwakucrrrrrsCkko5R48efctb3qIqqZJeo+n1S65v7+3ce+rQlKbxu08e/JtffmvT4Z0fu/E9U0dPeBlXh6+ZdPLkyfvuu2/+/PkVwPmqprKCc5Ai0zQG5pwj2rt+XqnsaHu4YrM6+jrxVSQYpivJCEioRneiN5FOdia662M1JdWmfvNODXh/tv+yZZ1bwakqCs7zTeii+teppVvVwT9X2+5U1derls+oYi+ZHMWUQjdBX6qvJPgEowKHs2WXRYJJkDaQvLqbqDUkvVPEXQB7AEWAf9px01dNzgQyhIHJipaR3DROkIMxYpDSMxLJdpVELt3MtSKLGDg0uUNkfGEK48wQxW3Ak0BuoJuAf1Q9Rm3fTXBZxl9V5GQAe6HJxHXIjEsmGB64kY5MC/hUfzvRae8WUr3QBHE67CTKAtPq20IZH8nTHobGRZXAtFAl4Ci/4FggTBA1xl/dRi0jmBy+BceiArVLJKSrSSvpu5nmMjtth4rOkUitmxlQN7pYZU5z+/HV4mC6jlpVO/7qfvEE9bCLGJR1psgW93IgGJ53I6WEYZGlAr7SXdIgIMRwkLQdFsngStEdbmYxBmXdK1pGHZR1s4DM0QIy28jkCklSNDK5cexqksgVjhh3gQqIpSj+1LJdZIZnkkSC0lkZxgHOdbIARplmnBuEWc6jVpXxda+V9m4RUL1MxKZ7OdAYX4BqfMX2nqCAkt0V5gBhPoSF0WKMNHTENtE0wGa295CthqREcpyM70HOEJQkfn6a4xuayEzsSzNa7J2MtllkuCJLJS/fwg1SkbmLDL72elEkbxYxpbQXK6IPMb7J7RKZtk5akRGtahchrk9+PLEFrd1EhTEfcICgf5CDHsbhAPLKPhcBKEFmMzPRM9xdku0KThKYupvhi0HQbRXsUsLjk/eoY1/jJJlxDzukkl40Wf2dNQ2XmnNoBaf7s5yv3wSyA9fJA1ucmEbmGbMn2VsTrcKVGJ9TG7aCU6kXv589t4LTqig4R2TymuboeLwtkejKZM42Rols9mRvb3NV1TmcFyvpckhhPHO3rO50+mxTJVconE4kfKYZDwYrx/tlmQYqOF16zfNScDrnjqLmniU1Z3eyB/8bkWfMvupIHAjFfve3aLty9o/i4FJtqn7XCdYgBaftCFO0hlfBuWbNmlmzZr1oMdT//vvvVy8rbd++/f3vf//5/FDs3Lnz1KlTLwNwIlVVVd12frEHnn76afXSU6Ivnc7mDJXWF0uFbAE5+UI+CxCYyfX1pQCfqKrL57NZT3OsMVCXj0Wjs6LRr3/wY1j92i9/9Jk9Wx/Y8uyb5lzd1d2XJyrzpvgbS+UlrsTAAj0gguJViaTFgulsFoX5lcdMp7KyInWB2azWZxYMEk7NQlQqnbVoNsnCqXSmu0dWNLkMBKv3ksvlNM9GKzxpj24LClgCVj0SkbW7t0+DQMDCQrFglY0MsGBiC88e2A72tuX0oT+++/0LW6YpuW4EcrtuyuJMOpcztQ+lpQ0LcJTkC0VfrgDOt2zsjOaGJvTSqHR2XH2D3+tbOnpawPQ1x5ue3rUV2ydTlNCraAVQIiPlAjH29m06ceBTN799Yt3oYCiUTqV+u+OFf3zkp3tPHl0yfnYqmcbe0TpWTtAj6pPP0Tszn8snExgjOo/mcgUsFwXWZjJZ9NjUmnHVVTE3m1jZPLOQs7hKlisWdDxbLCfT+i0EunJK4hhxF/m8lzafmBXSvdhhHrNCF6Yba0GLegv6NyHrzeeyhSsmzBs3drQxcZJ+uIRtHDpyFCTXUH3ySiT/S6c9hlBbjDXmQjqdSaYy+AodC6qK+pgGOodMF+OlKmnEJ608LKs23U9cz6ngNIdVwVnWWQ5+TvqiWkx5DqvO8m2/TzU4vziUgrP/Z7/8kivnxU2pVOptb3vb1VdfXcq59957cUirSqqk12iqi9X8/m3vz+RzQZ8/mUn/+Nn7vnzvvz2/bzMyZ4yZMr5+TMWVs5JexWQMVG0aJY2m+1urX07p0w4qUr4rs/UoiUwKkxlXnxOaxo2QhxqoBiqz6+g+1A23xGEjyGsFh24q5+VYw3kjSZX0mvLmrH5TySbBJSWKUq43m4bBtfpSTYCC0/5Rnf6B2v8Zkpia6ylntOlOVnwlE7YHJMAb4816CDIBZgA1AWZ0uFqQKirwzqi+dfQvREkGla0VxaEElcUVDDAeuJ323WSk1lmET12PUxMJmApmaUZEptkm4ss1hH/YCOCi3jJgJAWdIXFbHE2mlTnCcKagRECADEI7USKXHqNoD3iSErpnCIpINw8LUVtj21jSbXG00K8zRFngZB0PMZIq+FnqAOmdpn1UKEoDgaDwJ8FVgauH51DQCd6GIw9roSuwdy1LBTVEGVpOdnMtrAKkR4/MKM0vNc0iPI6J5WSMyA3dAsiHbkdJ0j5BwmCTDEK7WuLrPiEBUSeT6iET1BDtRd0CE1SwmWCPAser2F0oiWIgbcjUTSvmKMZFr7Jp+9lj6ATUMLGZe/E1iLtkp8DRPFsBZslwtXuc+Lo9HIL4Kok3u0ki8S4mLEQzI/OZ2bNewO1cldOKTJGlMlytlyUxlKR3K4moUTf0DyYAdgfECGZpimCXkYenENBi+1TxhmV86yUy7RGhmysY37jzURWewiHm+B6TSLwSTzg0nXiS9pYHyc6R2f28IF5NFjvZCmpzH5d4y9I0gGesTuS5mTGWNbMH4QYmp4/m01JylMTXVcSNoJtdTxHzZ+RldtQB+Jx9fqVEA36OUzHQInTzDHeHnux8mEw3INGAGYR2qQSh3SCdVkNAXuiWEMGKjQUbRnsP/LE6dY+a+Jdq1Ht4IFTS+aSS/tKt4xw637C1m+VP1e891KJ954VvUhk8ksqMzDNmMpsO50JBI2DartWut2a1vsat2nSrOV3Ppu18dxn5VJU0whLGKyw+VOegVoe7ujacPHnblCnxiqvi5Z1CPl9TNNqawIPefFicxgak9mRy44kT85qaGiueI5dpMgZoNwfrNTXpVEPpOOVsYsqZoqTg5CkzlUunc9mRecZM5TKhfDZoBhwFp3K97iS3jbY6U5UcN5W9rFyOm+UyTtyg4Y958Gp3NbhaNBo9n72EQiH1cpPf749EIi+6FxHSvZw3eKqror19yap4NC9mluBM1dUxoE2/32vw2xiAFiAfKKjXS3/ZkyeKJ06csBhbtojCP3jPZ+sbGv7rud+gntiULgzYFotFaAlJD07aSOLxC6BmJBTUCk5wTBTWe9TL1Iz6fclkKhwK5hwPTj2RTDMZj0UoxPR505lcqaoAddXxqMRu9YCHlRSc2oNTFIlGPBrRhXEEVsWi2oMTgCQaCema5MSDU+PSYCiwcOyUxz7+dbDDzs5OzVmTqXRDfR1ah+FOJFNBXEUwlGuB0seihS2jT4L+6qNHj2YKud/ue+L5nbdPrB3d1FhfVOZVTfNNEyQPdSTXRP1pOekPgESie9s7u3/78a+isclU6mTrmWg4tGr8rFXvm+X1BdBGHagsJ0wB66J66BlqK9GluQIKaJUtwGco6Kca0u8z+8xIOIgddHf3YF3KPQN+7Ly6CsXDgYAfo6N7zyPqWPReUV5eBOz00mPUk8tmQUbTmUzA7+9LmLFoBOiRCstiAWNUYDhf8OZMKBjEFvCV8xKh4TXNoN9zpq0NPZmmxDOArm6oq0Un1FTHCmLCqYfG2kZfAAAQAElEQVSGBdIZP6W3OTFtNeOxaCqVDoeDBauAwnqzlSdUl0QyBms3Bzpx2o5axkC9puXSd/Yv6dZcur8dSq9pDZmv+uUPyPGqV0BHrbMrOAfqMotnWS6XUbaW1NFolvOL0lOOJfbFv2i4/fbbsdOWlpZSzty5cyshaivptZ28NKLme1KxUOR9V981bfTET3//bz7x3S8hp6VuzL/93l/OHz9TVVIlvRrJvqUqnSnV4PPUOc9cTrRzJ+IcvcQKhc6+bvw5qrZpGG1RBidUZlRt4/G2Ux193aHaIJ8vC63kNbtc+bq9Uqz+mk5jkKazrOBUztu1I+M2+9JIQGtjfpcsc98nqBrU4TcBt6hi7CWPBJcCjQNNpKXiQgaABZqy3SI38ikBQB1ADt0xr1CeoAgWQzaYBAwDwmHM1em0nGQ4U0tFZgjo2mEHjMVGlIcCStBQ7dBJQecW0q/wLCJAbFCrPHvWcSOhCczsZ8GokedxMWtczsw+0dWBPGm6CRwFsMcYp2PtSK0AV/FVtidibJ5oNw+w4RR0prk64/HWChLrlSClfcRRgIVgrtigKtj0C/UEZKV2c6tdMt9HiAV4xlC6W9lLaBGaBgRIy8mo6tvO2LnoEKpgd6laHTB2HY0nAedyrdwphgM9g4aDblKreoybwo7QUTqmKxge2ot/gKMgc4w328J/VLUeFtJWEBI5025a+oAIHLO21JWRWg+IxeYaMmzGHxaLTdBlVIDazYTgyeXUbtKcNWULOnueJ9EE3UTNTa/IdsU9lIrMmM1B4xKElu6hYpyJVqAnNb3W5qyYHoltLK/j66K9VGSK4paRaSeLqvWQCFhNElMMbpksrpFB30B0jXFHJrWb15BZdq8V3DhWFJany2JKzSzRtNRBakw56BsJVjm+e4XmrrSbBmLNcMS7qN2MCMjHUGLyoKqoPBIwJ5qGjZCgP6n84+zdsdO0Xnaj0E3d58CuV3JTbMJUzufUHhqaYuJxOj1nHzi73sdtzvmVql6tKun8k2W//WmYQ7psDnLldC1bzrrKsG2NlFiJ4UlFV5Kh9kbsGbMr0TPK3+C4bxb1277043SWh7xCsEmnGphTVMXSsqqkkZfqQqGxsdje9vZMoRAyzQHfYiiP9/bubmv7/RUrQhUF5+WdqoPBZWPHbjt9ui2RaBkKcJ7o63v8yJF3zZs3Nl55VffyTDrCLCmmS8Hp0po4cfasgfmmfn6q19LYQJ8ycY/Zk+xTI/iM2Z3sC/gCcpaUO0dTWmGYAzWag5YNl77Tla9Kmk5VSSM+UTBZpEaTNoliP0AjzULeyPHCT2SXQIDGo489UVNTg8u/trb2UCiClfbvP4jl+rqaGTOnnz566oB1sLG+hoVFd6j1mqaIF7Wiq5AvIE/2QFDKAoWC9qiVsnkqHQv2HhnV1rBVwAXJZO14Pi9KYa6IDOTjGyUbz8uc1Jl0fCwyFGqpsF6xkAeTpBi0VBORSOIizzxy+OiOLVun1Yz96c/unTd/Xk111eHDR2pqqo8cPQ6OOG3q1DDwbDBYX1fb15d44slndu/eM27c2OrqalxbLlu68LnnN9TW1bxpysoqM5JMZTOZTvDL1tOnJ04c//Nf/CoaiVxz9ZVAq4COLc1jW8+09fX14UiLx8KoMKDpsROnUHjlimVbtm6Lx+MgkjHgWKDRXP7UqdOohs8HFqjGjx9vyoMgGaJCjgqv4l986e/uvPN2oOi9+w42N48FyMS6O7bvQdPGjhmNvggG/a1te30e77PPr1+zenk2m8UGg8EwEKkcuRYGQon3RI6DxX6iPLWglbsF/YOGJW26qXsPz5/kq+ITTz4Nso6q7tt34NZbb4zHY61nOkY11Xd19WAiBUOhM62t2Dj6CisSdZvieyrjkqOWtShjWND+rHqP8nzrRV4oBBOl5Ws2V1NT1drahvIdnd3Tp0/2SSThPXsPTJkyMRLu92KBvrZH6u7ura6OD/6KprMB/6V1qc9zjdzgDEu1T3e3+71+r0l4DzTgExk1I+hoHeeAuK1nj6v30j7Ni+XBqYZcLg6t9VQDl0t30WdbVv2WTUd3MiB/OPQon/zkJwe8oHTllVeqSqqkyybhd2DNjCWff+NH3/+tP8KfR9pP/HrjYxXAWUmvUnLkJRrwlZfL3M7x5rTvssr5rl9qN/MrFNK5DK7acHFQF6tWIyzVxWpOdbTiMjaVSYUCIa3XVCW6KaTWEG/O8ku37mXnLVp5Q2igT6c13G/XXnoJMGnmD9SJf1I73qoa3qwmfEGY5XYSMl89qRgunKJzaCGZ3EEFHpHnVmr1kJlttcGkNyrumH7SLAaVPSiQKSM7sEQVZ4jgr4PlI3MIusB+APaAPMG0kvuI2bBlkEhvjQhAW0XLuIoKRTAtr1hO0iPzIHeHTIYzrSesAsDLnCSEo4zvKaJNumkeIuiibLFIzEZzSolcCjCJHQFHaXgGVEaw1yW6uqyQp1lEYgBdtGAUi002cAG5IFpBLaNoN5GJSqJWwHWYcqSbnRLtdrZoGSXobknGWnWFhG/dRLoZ0e6hu1V0Ef9ENXSkVnQa2oum2VrVeiJPOjseUzVXiYnjehK44BRCNWSiJDLBPsFBGZl2HzdL0map3ufY3oCoPFEBuktmBewJAmT84QTHguLCTRK+VVStedGqEmxvJHK2LVezQje7STp1ZFpgb/Qz3UO72EvYDiMPbxWB7xIbeaKLPDIfbIHvaYnEu9rWbtoC1pOEjqgwwG1CzFYZhFa0m0C82pGUvqpTBGSeEmNUDOULDDIM5Im+wmYxLnjWhiEIi70ltbntnM/EjetYzD+G46vBpB15eDLHFxO4mFOReRI/dgubwxi2O0lAaRTaZWfSfHQbJy0Sp9MV9mQOyswBIs2d4Tiiz4FIdZ+jpSgPullMct7SjHMsj6Z8grUtpiQa8Bwaph77OqP+jv0ot1ZJLymVaKXjldJfr3nOZSXB9exTqP2OqcUHENnCCD9jFgvpTCboD7jeebL9OG1vTpcHp+Xy2tRvQQ3pwamDkqlKGnmppbp64ZgxTx48+OFlywYjTIxaWzKJ4asKhSqP2y/zRMA5btzfPf30mWSypaZmwLc42LtSqdO9vU2RSOD83Psq6TWXBmo3bQ9Oo6zXNFzL7nz7caRlSzGU6Dhxrsnkczom5Ig9Y+KEnsllAj6/cl4clrNhUe6Ui2XlSVmvaS+XNJ2G89TXLlN0tJ7DnVDbzq6uQyeOD/6qqbZuzIVwZRZe0o2LBB3nEw/3w5EIHvRfWN4AHNTT2+spvcFjGGBmF8QUySvui6hwXlHpCAghLuYWUAWag0+cQ8Xw0jN3zkwQzc7Ozk2bNnd2dQOSZTIZf8C/Zcu21v3HQ9OWAgRSICXaSZ/Xo7ii1xJ9JAmZh1uj86WHMAYwBMcYcnCfhD2KGpLRW/Ghn+SIuQAPLo/HYMUK8mmwesiW6jHHkiZgDusVdahbFGYtZI+KhpdeU1YEQmVLsEGPFwCU/cn4tNzX+Akt//3Qr8Oh0OpVK/buO4A6Hjp0BEhTe7rv2bsXx/KSlUv/9jffr43Fn3vsiXEzxp8+vV+1G60nWndkTx4/dSJw2rto0gxUets23BJa3b29xXx+3rw5W7duX7p0cXdPz/HjxwFH9+zZM2PG9FAo+Oxz6+fMnn769JmDhw6PHjPWyufSmfTYMaN279kfCga2HDwIbrdo0YITJ04ePHjQ7w8sWjjPKy1i77HhNL9E9cEU6+trOju6tu/YCaS3dduOadOm9Pb2zZ83G8tNTY2bNh5o6+h81zvenE5nNm3ccqat7b3/550Z8S61X/Qv6iHmMNGItFDE6JgZ0xkXu9sLBuPl5kQRi64rFGkOhfqMampIJJORSOi/f/iTP/z0x3t7e9vbzhw7dsLv959pa2+sr7vyytVYBUOpJ5UeI/y2cDMebhmkszRGlsRaM17MgxOH2wO/efTgwSO/8763nzzV2tbeMXfOjI0bty1dMv97P/jpu995129++9jUqRPRz6dPt82YPnn7zj2LF87btHnb1CkTjx0/tXdfDgwbNQFpnj9vFqqKofnO//vBJz76u5fWq4zpdPrzn//8X/3VX/nE9VZd3JTOZdN56q2NtDIlzjnq4BH5Nb2dDbrmeuVnBRCUCNTjHezBOfRy2YPzPH03z7asBixfPA/Oc+k7+y8P/BzowXmxx7Xit1dJlYQ0uWm8E8VFffvhHy6cMOuWBVepSqqkC52sIT04Zdkc4h2f/u/7OE5ayqXgRE5POoHlpup6c9C7/8OeUKWG6nrcf/akk0F/0CrpMrWv2GB1pnU+HpxFVb5fraSXktBjofFq8peJsnb/HkV1o95DtZwnTqgGdAAwA87Xdq+qvVUi025QykeIBaKGArU3SlDZJ0mzgPeIcHaKqi+gOtZSJEdt5Uop30alHaAOaGjX48qMMVxtvtsuDzjaBTzZJEisjRFWa29iTNeuZwj2wqIuBRxCJlLng6R6QJ4AWgB+mjx1PSFummNIvwAgUTFwss6HVVDCt6YklCiQJ8Be2y/J2xi+9bAEtl1NJAZGBU5JXLeJFdBavZ61JFiBUdTzoS1Vy1jhjvu5cXbFJsoHQek0zaoSGSu2Q4vN2ew08Nqaq8nJKNMMq+hscjJsE6sDeXY+RhpqCzr3ikzTlKC7zUI3z3BTLBlmbwCehSaQ/wG5UfqpWA30VXAStZtAvBgyQLvux0RHOJobBPVEb6NjO56krhS8kL6bnWwvqn3mp2wjS2omt4JjB6yILkInABDSLfJKEYm+QHgJ5ElGa4iWt0u1/4oyXB2uFpnYPjgoeC32qOPrMujuTCGm66m4ZaDj59neyHT2OXqm7jbS3M5HxU1TaC6IbPXVVKBi1DDiDM97mhiVNqU+Tg9G4h3HdiV3iiOppTp+I4PeQs6NyYBOALPseoywFnMpsYvTBnvn6s9TesvItFtYqypR8bb9StVew55J7LaRNugmOgGrYO6BNBcLnGZIsUUcCE6niU404HaZThnVfh97jxPvIAeIMWzB2tdzFbQX4wVAS/1olquDmx74Y9X2v2rqP6hR71aV9DKSrcu049wM1GsWz63pLMdCtz045aM3k1Qj/oyJSgb8fv3iua3jNIdyfHGdGc/twamXVSWNvFQXDk+orr5/9+70UAYxqVxu3bFjsxoaxsVilRG8zBOetYFxdqZSyXzeGnRE4xg/1NERDwabzi/sZCW9FtMA7eZL9+DUkdDFg5N0kB7AKTXiz5h96VTA69cne6WfKTv3mKqkyHTpNQ1jKE2nnCvLXp4jQ8H56IYX/qJ934BMkKc5a3f99Z9+rqnm5fhiDkgf+oNPnW5vO3TocMTnnz93nhkLf/yDdy+cPvMCyqqOHT/+/o99ZOqkydFQ6MTRY/5IKO33/uOf/0V9LS1dX8le2ju6Mxk6IOqLpWQqdaa9SxtbptIZEQoCRJlz581LpDLBcHThooU7d+5ac9WV8ZjM4gAAEABJREFUIFDJFOOm4vLwaChVU1NTWjGNLeZyEifWU3IxB6NNp7JFRRlfMpluQ2Gx0kwk0mdUF6EXrTRpDMkXAtgqffGqsK1MNu9UL429UJ5JP840dqE3Ugq7CgwpO8VDIZXOZNPprF6xL5ky2jvFq9JE7VKZLANAymMi/RwJW1hzxerO7r6xzc31TaPa29vuesubdFUj4WBeYt4e7zyzvHnWwuZpd82+mn6lyDQNRp0NBNA67LcvkULh+sYmALpUKhUOh9CAL3zhs88/v376jOkzZs7I5fN+n0+bUN50c20oEJw4acrqNdhvb21VDOegeFV1XUOTz+9rmTABdWvv6Ljuhuu0O2bA7+vo7kUvJVIpq0Oh6cBIGJT/8953o2Q4Erv2uqt37tj15re8SV/vo0WrVq/KZnOTp0wBg1em95ZbbwoHg9gL1gLszPM8yDlgR+4V2SYhsw4dnM2iA/WAotstq0s/QEMTkrY/KN9smD1nNnqpulCYMHFiNpfv6OqdMGFCMBiYPWcuymSyWUBiVKezs1cgNOms7qsCMacXu8jSSTSfSKaxWQyQjgz8oh6c6FtA3OnTJv/8l/e//W2vr6qKHTlyHKRTv4mICgAe7913EFPx6itX/s9PftXV043Czzy7vrGxYd36zXPmzHjwkScb62vRmcgH4IxGI1ddsUJdaikYDN54440Y3/r6enXRk1WKD+S6w8JDxkKBIl+rmDXKb8zY5xQJHW2AfvJTv4eAD0PJp4nph9Oo/jwbT3ylHpyDn40O0GKec9n2yOyXcx6fyrXu4GXpQX1PXvLd7L9cSZVUSRc9TW5q/tJbP/XwtrW10eozPe3v+9f/+96r3vThG97ZXDdaXR5p0qRJH/jAB7yVd35f7WScnwenO0eytO+m9uC0z1ZyEZTL59LZDM6y9fELcJPzaiRU7HTnmXQ2jetOHy/49Z1n2YOzHKG9/KaS24NTXDn751vOp6qkl5fq30jF26EvqGNfI8vxNVC7GZlH+gUmVHcrtXcAdaRZs8QdU8Ck8hBreaoo5tNBZRme1GebTWILtGCUILQkVVdQtam/AjdF+cQOLlCRuUkUmTPI6hi+Vbgp6CZgW2iSSosqlJFpC8SKgExAgJnDNj2ltm8DsZOGTOBnNTcI7VtLLhhsIRKjtm+ZkMjNYpw5mkwre0IcK9Pi0DmN+2JQ1oyqvpYgE/Wktq9e3BNFgcfIpZu5cdQf2wERBPnLddLbUosvQbPQwOg8gkwsA4CBaxJ5ekW22Cog81pBws9RABqdw9oCvgKGaaPQwFjRqh5Xqd2EhUidT7IOaEX6KDWsyAR01OJLqh4PMB/VKObZCUCeVKDuk/Ct10r41idFy9jAvTCU7nKSV7biWga8RXvBfdEzWuAYXSjxZrexS6uuZNOwTbpF1pAuAz2yae1sGugmjTM3UEMZWSi+m9sktKxXItPKoINZYlOk10HGwqWgc4rKnCKB1owWmBPTDA0Bo6WAdbEM5UYBmZMkMu1eodcF1fUCB5fjK9pccG4rQ7EpGGpwPJuGvsXeC2k7VCzam9jDWmHKEXk+x5JoRXK3yFJXcHwxq2uuUV4ZX/wZX0KZMloBzImqYnwxt7GMjSMBT3Y/TZKK2Zjaz6mLvkL3akta9vleynA18gTTxfzE+GJ+Yu8YMk6njezkvR9hN879X2lXJb2sVHLcPId2c6h8OwaPnDGV48HJM2Yul8llR/4ZM5PL8EkNn1/Z8WnlMZbq9yTasgZ4bTpcc4AHp2g6Kx6cIzVhNkZ8PiCrrIRZG5B6Mpn79+59/cyZk2tH6IytpIuWcHRHA4GA19uFB8SD8Ase9/5k5865TU1Lx4xRlXSZpvP04LSX3e6bJQ9OS9kenPoeM3spnDGzeRCkgtfQqMwxgBE5qn2jaOs1dRwgZ3koD87S8rDfY1riE4mLlsGv85pe7/Yr5rzuqV9O/MUT8yZNufXWW9UrSbgxxz+vh0+tDZWYMOb96x+K/+1fPvDP34mEwxfybQlDoh7L9ja01Fz1g39+ezr4x5/6/Veit6mvrXJ7cOI5SUN9jfbg7OruLXtwZrIAbAwAm8/fcN1VOopsR1dPXU0VlqNRgLNgQ121LtzTmxjgwZlMJh9/fG0kEtGzAoirsbFx9uw5okQsyopDe3Amk4n1654DJNOXZyg2dszo6dNnYEXsvbY6fjYPzhMnjmOnuYxPr4g9dudSgHDYbF8iOdiDE1uIJcN1NXHUub2rp3nMLE37Ojp76mqrNJPrySXSZq6+rrooal29r56+RFUsKraaPsy5xoZa3ZMdXR5UD1ePjXXV41vG+UT2qGloJp0NBHzt2HJN3LbSzOXQ7RRHeszunr6SB2dtTdyghhWwOV3y4DQ6DIyaXlHvUWNIFFgwd5Y920GUC0UUAJsMh0LV8agEX8VwV6N7PdxLorrq3B6cyZIHZ3tnNwZ6SA9OEZL6EslUNBxKpTKhUACwtqYqlsnkfD5PV08fOuEcHpyYKiUPzvbOrrqaar1ZzL1zz1uM6cwZU5ctXfBP//ofoWDo/gcebWvruPmmq7H9NauWfe7P/+533ve2qqp4S1Xsn7/13be/5fX/85P/xexC17S3d8Sxy3AI/dbe3rl7z4E3vO5mPS0D/kvPph0zc8mSJTU1NcPyVpZ9ojiXB6eT77wTw/DROB7xoMDlsqlvU11v1fDTFFM8+SkwPYb8yJrioGuY8sF8k5v3GIYTF/csvpv9PDhfCR0d8FnWYp6vB6cq6Uf7r+vOd57qFkvvJo+Id4UqqZIut4QfIBDNNy+/NegPdCd7f7j2V9+4/7vrDmz94l2fjHpDDcX60TUN6jWdwpJUJb3ayXJ7cJY/3Wccda5zkKPd1MH9LSuR4au1VZH4iJXj44q4OhLv7OtOZpKop34V0fbjdL1ja/V/o3Zw2+2n1WXuW1FwvoKErqtaqWZ9Xx3/F7X7blo8TvprZaUJnMByQGsYeTVMBR7oZu/zJDTUJj5LcR59FtsZDlTTLJoUjlXBWl7HBJpEFfcsNXPYCNiPGaDgj5Fpd1FpB5jU/ZQNugpdFF/GJbNnPde1LRh3ij4yTMjka7JjugLsYXe4XOx8iKFlGZn2CFEZaB8ytdsiPRH3EiIyhq2hup7lXqjd3Mt9EUelidlAZ/2jRduXJGuke+IWUT3WcwFILLaAn12Pko35akn7MNFAv4AAibiWsGk9z5FcAgHme4gnUQ2alT7PXgI9zbezRehh6iNfEIHjNKGbu9kJ6LSux1gx0E2UJPJcJuajz6lQix1vVsfsRe+hu9C9pJuH2I00H7VU5wNEsLokfSiXED0ySqoE3QW3wyhgRyiJvZODjmavAnaCEIP7dj3NhvubOMpWnrrVophxYsFXLW6pEmSYNpbPs246k0GJZ5IjYpn61yoOEFoNmgguDq6M9qJpPWsJUzFqwJDoT5SkoHMthxK8MHOEyFDbdnY9RLSJpuVOi5PlSs5MEGL6qop2E4i3agUxKmaUDkeso8Lq9nbcx+1w0PerfIfE7M0Jo11oK1AZhHaRHaOYPdMoQYZzdjhidCzHt57for3oEAwlmCgSNhKZL7s7wLnH4LqKikwgalSMA9EmqtBsuXu1VFQ7dGKOddyv2n+tmt6hxn2c/VxJLztZZXePkhrDMJ0oc4M0nc55RLnfVRWvI/uMmcoxmPYlccZMZdPxcFT7bto6TmW9LA9OZVQ8OEd2Go3npn7/4c7OSYMoZjKXO5lI1IbDgYoBZyUp1RyLTaiuXnf8+E1Tp/r7/4hlCoXnjx8HCx9XPeJCiVbSxUouD05b41vWbpY8OJUxhDen89KpaDdtD04rk6MO6RI5Y2ZioYjl3F2KH6cafHd5qXhwPvPMM9/9z/98cuaoVLGgouEBN7yALYs3Hfz03R+dcOt7Hnv0UfWyUiqVOnToEOjOQIENZkPA33vLmqv+6x/ereKTxow7evToNddco15Wamtrw17aOtr1nyVsjJ34m+p/nMn+7599+vfnrgBJPXbs2MvYi1j40ZYSFzmEfZjB9jIv/opMVkEKFWRZgvEW5ZqQY13QJXSMD35r2RnyhV3SMEHjli9f7haZHTx4kErNIh5o6L0UZRV7L6XLUPDRNatXx2Kx0ooHDhyQ0qZTPaxn6AXpHr0FRgyeOHEicJ3TzKKsiIvAoibfbF5BPw4y5P/FUv2tUiuksLTC0q/Kl74Sz0q7sPSerKucthSNUo+Z8vhF+kEVdWFpq10NvUeL3paWyF31iiIBN/QPiUQSsZwt21WSbXI26OrpkeSCYdmvJxTLQ1Z0VtFVNYp2R9kDJyuashdny+Vlp6psL1/cKNp3BCxmyiSRmjtTCMPpTKeiYe+xPDH0iyDl3i6NhazitIW/rC/yegR+fFatxM2s+sRHP4DPj3zovfoXieBz5tQv/tmnsTBhfDO+AgfF8h9++iP4/OTHfxefS5csQP7s2TOeWbtu0YK5GJeenl4A4Fmzpl1y1/n4/RkuusnEO0fbudkaGD9vsAeni1+eh48mjoVsIW8UByk4z7IuQ18rLZsn++SbAYap3w8wJFyBIcDiRTw43XrNofP1+7/KpcUsazTtOIFqsHazdDdeXrbO04NTXXQPTqTt27cfOXLklltu0X/u2LEDP9m33XabqqRKupySx/TgWRIWGuK1H7vpPdNHT/rsj772xr//sJKLsO/83l/dsvBq87X7eKi9vX3//v2LFy+uhK1+VZMT/MawHK9NvezmdoxGq8raTe2MYliuaAQSo1Vfn6Xl5lNP3RGbYuEobj7TuVzcecpsRxBSqn9cIP2eULE/A3aeZZfzy5pOVUmvJPnq1ITPEhftuZvhTKuvUo1vFi3aLgnHOk8Ei9slVKxHkJ44MjI86QayJU+E0U0J6qYRImKeUgW4kXpBI0C6CZgUWUTwo6VyIKbUbjbanKzjt6r+TgZ6BRzCJ+OvniKsqr2B2r6uJ1g9crI21gcsCkARoAvkCUwLaBO7rruNxwa1m2Mk85iEb73ajlyKvTDzCAPbVl9JaSD2HptH0pbcQy5Ycx0ZWNfjgjwbKIUEsmJk2h7uvepKRi5N7KDUD3svpGg/iVYgE1xQSSDTfDcjylavts0pzShBGhHgBoarNfwi6DRJN0Ec6dC5nJnomYCOTNvKvdfdTnaIuoGEBcaLwPGQHTW38xFReU5iydRB0j4kdEJsBXEdY9hKeF50Qo+YcYK0gRSiViDEYHidj5ODMrNkU5qlKBZtpHvoNnvQiymiSpqP1jLQa4n2AfGiGrQU3coVSXN7Vd8OxoalxeZ6inej8znoaCaAn5ZCkl7PILPEJKm+RgSsz7DT0Ar0DMHtamnFczQZBd0EtcUI1t1CkEk3zRYJQnuIALvmGnYC5gnWReswuAwyvJLzChWuupoyTXSLDs+LOdOzjswYFaCvapJVYic8wlFDd5GDylAC8WKWUmEck8jDCQnkm2IrAhKzwT9GdndKYr/1mMMAABAASURBVN6KTBM1JFEezVoldqra6/hjRSnwVMfWtFMmXp8682N1+vucYFO/oRreMLwPyF4LabBG09QB54whfTc13dSPawe8V4pnFVjO5C+ZM2Ymlys6Z0bD4ZpKazGL5Yi14q/pvk8e2oNTVc6YIzjNGzVqXFXVr3btumby5AFf7W5tBftsjsdVJVWSUpPr6mY1Nj68f/9nrrhiAODsSCYzxWJDOPwavletpBdLfG5pau2mMaRe09E4ujw4bZZnu0460e/A1ZSRyefUJXLGzOZzltTfUDbZtTmuMC+R07juKLUHp46rZw3ML8feG760ZMmSNVdc0bD+2Ye3bT61cOqAb/HMe1PQ+Pz37/n0La/PZrPqZSVtUSmRhwf+YuDvQiYz8UTnWz783lgksnPnTvVyEx4rcS/GEPGNqb071fb+WQvxFBoP9J9++mn1cpLzJN3Sy1ZJtet6Rc6VZ+c7SiO7JhYuDtP5DHgkABeWfXlvHssGUDIut4zvPnd/bTA6ubZZd1XY5/+Xp37+B7e+q6W+KV3I4VFMTgrjeDFyRiFfEIFWAZv92kM/XNIyoy5kv3QSC4S++sh/f/FNdzfGq7nHXDafLxQsD1YsyhGJdX0kbsW/ePB7d5pjU09sCfn8mM8tt175V8ee/so7PlEbjWNFT45oToeZJRUxeKjmC/l+7ZQjW3eIVe5ydwHlytd/W2fvYddqRv+1nE+nmOH+v+HsdEA5Z6Qs1wha7u261igNrlLlrbkLu/fOkXUtl/6n7w36zQ2jvMHSUyX74dSAjZc7wQ6mYrfLVXPLvcb5/HYMoHqlPzXmHJDv/nQqYmlEekm/vDjMlS8pDEvaTdOl3VTld2XK7wbJidOlSCndnal+SpWyB6c6P39NoyBvIRTy9mQuv3+jSu/iMP/ieXCeS985SIPS73OgB6e6yCmTyZw4cWLXrl3XXnutkrc2NmzY0NPToyqpki7vdMNcPoR9zz9/Wsl56v89/pMrZi6Nh0b0Jf4rSSdPnrz//vsXLFhQAZyvarLOw4NTDXyHyKaeJR8IeVbLmCS4As6IHiU2wm8+5cBJ59JFx09NX0m43gGyz4OWW8F5Vg/OioLzgqa6m9WCR9WRv1XHvknSBmYDphVbTPIEbBldSEYFYuetIrjKHGd8zpjQSgYdrad0EhwotYdPRkCwoouVERQBaJB0E0QqucOWLdpaRvFlBMHS+AdUySOZyKFabhm3QwQ4zgnKekwUmSaZFrATFXsHGGoVXJDxZjcTiSEfTCsnMj7wKpCn6BzRMu4kntSRSwHPsBfSzV12KFHi262O4G8j9xubb4czxR4JMrdwsoImZs8QJYLweQSJAexR0NlKjkUH07BoW2NEquCIKQmly0i8G7kRdBqahjrHF0tPriO4RScDZKaPqvo7eEBQ4NhAA1EqFE8LhBMxIsO3jndkqUspWyTDmyy4bh/rX3uzHW+WMXubCZK1jhCtRuUxiP56ydS0r1dCwk4Xt8gdJL6gm4w3u922kETdDA9xb17ANqgwR20j0SOGlfh5NzvBCImgM0SfUcpS9xHxAmkTZNbZWlUMHAgxDnfMHHBTZKJpVNwu5pTD+GJ0wlMkyPBJhkQGyOx9Xvmb7fZqz8uCSIrpuzlOxreNfViUyLRUZNYRx6JRNddL0zRuHGPLUrXFJlpBHa0okos5J3MLV/dUySz1qNhqCTK8g4aj+TOsHjozWQqEmxEB6HRCdIBM0P3a69mffeu5O2RijgGOorao3tGvqdP/oWpuVFP/SUVmqEp65cnqp9107kWd/CE8OMv3VvpNIPueUN49lzMmHwVeEmfMTD6jz5X6QazWbjpPYIdScJ7Tg9O+uqikEZmm1tWNjkYf2L//q4O++s/Nm6fU1KweN05VUiUBNQWD9aHQfe3theLAiNO/2L4ddHPV2LGqki7fZOs1zZfmwTk4qjmXC1Yxm79kzpioKqVTzilTuaCl+3m0Uv2exFqlHFGvGqV3i4vW8L6g5vf7Z0yfjn+THn7wix37BmpgLAC5XF80dujw4WxfQr2sFAgExukzy6CGeg4ev3vinN/9s09oPdErCfFVU1ODvQz+vSqkMw17jn7l9e+YP3uOvkRBk9VLTymaIOZS6aw2swTlw3Ke2LAA6pgWG05QQCGQBQwuvtHSSew0JwXw7apJczcf2XckebqQL4LGJpMMVQrM6PGCIHLm7DhxqCEYS3nDcgSpaC5/uPP0+sO7T/W0d/cm4l0RcWT0ZDJ5v99L6R8Sn+GoPa3Hqv2xU7XSfENVF6wjnadfOLSzIVbVJ+6YBbEIzeawOp8PoWJejwcXbwc7Tr0Q9LVVq0jYh43N7jx1tKt13aFd1ZFoOp0NBv2u19e4L7QlHgpn6UVqYVk6pODJm3q5WCzkxAhT+oR/MkRtoYg+yeRyXrvHGIWVvYe2cEX0akb/IGRzYnOJvaD3GOY3V2Dw5HzK6V58pDPsyRzbksMu9LUoBZESQRejhGMux/W4OgrLEBWc6vGlPaxIvORcuLP/C4VMNofmYfQkSKy0q1AwPbpdGZG8ckzzdtBdFGPzsUGs6KEfJ7P0ivpVv4zEfDYl6q9WF6CA7MXAJwro6cQV8x7phCz1ndRosu2sZzZbEE9WHJRZKcAVMZ2yeb0iNo+9qlc5VS7pX3myJCaQMHvT/cT1LBywrOAscU33PZelzosnvlIPTrdG0/2EdKh8NehT3xurs3zb73MIHec5PDhLn8X+y0qdF+6/oOm6667bv38/DtRvfOMbOicUCv3bv/2bqqRKurwTfkHmj5/heFeo/aeP7Di2d8XUhaqSKumVJOP8PDitfjmlz2LZGZp6lGyBl2JBf9DrGdHmqT6vN+gPyBVgNuDzG/aZsdgvZrvWdGp1plF6ha6/B6dSrjeenFgIlfTKE4jO1G+q9l+p3b+n6l+npn9HZIjr6ezoCaruJ5SnlowH8I8yxJWiTXyWmA2Mh2acGxgLFGwMsNNXQ2ZJujlL5US2SDGikki2TaLtO0P2Vq2D0Eo4UxA7IFKAIko/vYwFGprETWVPiNPhSl4mYXUdbzZ9WKX3qqprRPAnDo5AnlqRiW0CYnU8wCiyfglXS9q3TMR5ayWqajVpH+HZapojUocqYA/1ATukbLGXq4N9gkEmt7NnYgvITWmxuYpIDwyPTZsjxHSTCDrjqucFAb1TiTy7HlF1dzjIM87wrYCjwHg1V7EVXY8Rx4YkfCvgHKWQfsc9VAKi0pH0eupl0QmAgjpmLwqzaVkRm84nGgQ+zBwRZ0fRETJKahMRHZpGxWGWO4ppt8hd/JNmnL2ielxDUA2wx3C1K6hNJM1dKuB2g4BMQbwdj6jaa4ULbrSDDKNpRJ5rJLTsk+xJjC+6iwRxFekmo8iOZYWzJ1XP06r2Npk5a0WGO50oF3QTrQBFZtOmkuYCbVKWuoozp1cEnYSIeyhCrbmGndD1BDFhoIU9A+bKqLBprg5+jLkH0E4YvEqC0G6mgyz2heYAYRJpSzhiNM0nkWnxW4NlNK3nKUo/GTp4PccXeBuEGF1XtZzjmznNTFQAq4Paous6fuNMpwNCWJdzjqGvbMHrdhkd0Qfv/ZDqeFBN/QfV+FYeIJV0QZJbo2k6OdaQ+YbzHm75034fW/NOPHnh6+2X0hkTj4H8HnFgUo5SU/HxCh8G6Ttk5USmtQZ4cNq+m+UyFQ/OEZxCfj9D1PYOYdr0yKFDV02YML6uTlVSJYljaywQSMrT3gFf3bNp07iqqhunTVOVdPmmAR6c9qca6MFpqUHenMpx4rRsP87CpXfGLOCM6TWcx69KXyk47w3byjPLtoo5mwenYTj3mMMd80Cf2RuqqubtTg78rlC8ft6qd7/lrVi8//771StLkWAwGgxVhSIRvy8aCo9OW396y5sXzpt/AQkKfrjiEeC8YMgfiGI/odAtxdCX//BP8Nj5Fe4j6Pfj5zAY8GsfR06GgD9rGj6fFw8dgoEAuJ7f5wWQ8HnpcgfOpwubYqYY8HN52qjmKjMyqrFOPDi9vX3JaCQMqOb3+bRb5/zGCTgu3CFqV42fMmbsOK/X29bZVV9DD07sMZ1OY495UXB6BJMsHDUJ4NMdonbJ2AnjxjUjs6unrzoezYnhJaAaaq4I2wrYDp7wfOctn65OZA+H12FKhwLB+kWz1/iuam5p9pieRDIVDofwFAWcjwpOTBUQxAypZ56Onl6QP7RRe3CmUtlSe/EVNh4I+IqklaZHTCV17+XYY/jSwxVZJZMY1e8vBUTBjwCdA00QXCpK0UtpH7dsmgW/+HMGsJd8QYwwc1jWr++zK6g35ouKQZpo5tDhSa8PBQAffaxOitVjhVCdAvYoWjk7zi0tTouW7AV79KVSXmlXHoXRY6yeHKUYYgwE8TYqxuqpANpVKNgzAR0iswJ70b+NQb+PnFKMEOnB6WWHB1lnxVWyWd0hHhDrrE9WZMrnTb+siLagMtgXejInTpyoBT5THH3ukVMrY6pKGvHpyRN7GsPxunCsIRTFwVHWcZbOGjKNS5pOt1JRazoN03SVNAdqNN3fDtZxqn73bmfLH5DjVa+AjlrWWbSY5+vB6S7jPMN1NJrlfB1KYfg8OO+5554dO3acPHnyiivwpEzh12H06NFVVVWqkirpsk9NVfX/9P4//8/HfxbwB870dLzvX//oj++8+3WLr6sKxypvzVTSy0wlSuc+d/Y/+5zzzKWcJ7aMSYLbOTXiYwfphEqitpl81u/16decHA/OsnbTcL1R614eqOBUztu1lcPwQiWDZiiq4Y3UER78rNq4RjW9RziNlxjPU0WtHlVu20gBDR+FjwCZIHAAV+BMNdcTHSFZWfI2rAUECLCX3EEOhAFLbBG6OVMEnQB7q1im+1lKRUMTiUgZj/RaMZJ8gaiP2s0jKr2fEjo8pMDuUIy+jAcIOEE36ZH5rESmlfirtGBcJVFkN4tscRTBKphcbImI7baQfgHsAZ4B7FEa2CvuibMpHkV9rBzrqQV/tdexvbSx7CYCBN3UrQDDQ6YnKkFZz5CtxhZK+NYt0oop7B/stP71vJ4DAAMto6DzFHeKaqAVqBtYXWgaUR858QpbwArCCuoJlIst1N4o0PEFtpc+owcJMqOLSdqwIw0yaU55RJCnaBkZmbaB+kg2bTVxHfHbYonUupNckDLEXhF0LqGiNCmKQzQN7cVgRWYzsi7osmFK0zqkE65hSymFLLDrAPbQCnA+ylK3sMLROawt8CcwKoYSmaB9pJsnOB/qbudkAPelgHUqkSdaEQNpFhKJvgpO4jhS6rpKZKkblW+0M5TtdujgPqHXfrHYxBYw8ZgpUYL99exA9JjW5nKbk1kByoizxI1oNcMRi5ssRq2YlPHt5kSKr+Z4oY3AougQIGGqeOdSlorMQidrjvZWXyMD4UwnbJmsfZUtGrZ3t5e9jTr0rlP7P83RnPNLhiaupAuYSiGp3DrO/ppOq3TnWfLgLA7IpAowAAAQAElEQVR0A9HxabOXQkR3nUpnTB8f1xol901zyLeGS1zTGNKDs2hUPDhHfBodjeaLxe5kssqllUlks33ZbG0opCqpkpw0uaYmGgxuPH78uqnlwJWYPIe6uiZUVwcrXq2Xc7LO4sFZOmso5x7TyVflMvbjSHmfhvFpL7kzJl8JMr36LrmktpE/3e88DbrTHJEenDqhhlcsWYZ/Z/v2lVNYbOTb3/iHATkX/Gqhubn5Z9//71djLx6iOgN4S/E5tgfbBJfyUBZJSzt8eMAB5X/4Vvsm6sLUpsqKlji56k3ZhQH/vJRRyreMsOX1ebs6O33Or2tBAoR4mBgRXK8oiI2f+uEG8izZQk9PT9F5HwU8khuXZMgWcKHK1SRT3t+2WH3ck/t9xVi04aqlke/8Qt39lkJN3NPVJTuUvXjMorROT1NkAfphRUwHVsnUX1muzrG4R2FvJUs/7KtUQPCwaehtWnZhr3SCLswdg6da7MaCQFldf5TQK5b3zmXT0k5MQmXsLpXSunpUqZZWxKYKSprGXWhloiaXXt1gJBHI2uOlqy0r2u6dBbsYfriQCSStR4ZVlRzT1JCVv3bYih44fKUBJ8YanUpIK5+GDGJBTyFTV88Qd1dL935e2kLFcKldph59e4/sZuPFAaf74D3bsaDLlL4d8Gcps3J5//LSX7/wK/6P50WzOhRpDEcbwnEiz2CsgZ/RRrDPYDzg9dpPLK2X4MF51k/zlSo4VemMfu7lITWddoyjsubSvTxIu6nOsazO4cGpXGUuvgfntGnTJk+erF1zT58+jc/Ozk70TLzi9lFJlaTU65fcsGz83Kp4VWtP+9d+fc9n/+drz+7b+Gdv+rh+sWhsbZOqpEp6KUnzOa3RdHtwlpWaEv/dWRalpv6Ui2n7DFUo6HyxW1Ahf1CN+KQrmRM3F+cEbLNey4kiyGSUvTad94Sc4i5vTstxF1OVdGET4N/M76mT31HHvkZWBHxlB5U9TtgWW648ATueKiPTniBpA3AyPESYIEapg3QiZCTbk8STUUGAXY9R2wfQRQ/FQ1JeYt4Cy4UmEZHa4Vs9kjmKnAw5QIMMV6tU91NC+yawAiCLVY5iD+syQOguRg0FvtJw1BZ07iLsxOrgT8BsoK2AZ4kdpFPkZEmJN7uITevbwGsy8C0iwM1UJfrqaSSJC7KqlRKZVmLYoiQgFtqCTQGJga5h47SclCC0IQnKqsP5MqbrOtFuTpXIvQdZN0+Qqsdgs61V1aiMHHQdQ6qidYzUeswO30oO2szCyX0q32bD0e4nGFoWHBT4MN9jKxSp3ZwikXi3k/MBT1oiLsR4+RvZXvyJ1VEeGBW0D5l92/AgVLhvD0knm1bF2LBalqotV4E8wQUZidfPnsmcEgvVJWwUgwxXcfv0BN1Lnqp9Rn2NKjxZ3EMPCgL3SyTeWhnfI/zHTC8lpKHxIks9LJ6gV3IoMUA6yDDD854RIl4gMQ26xhers+SzgnhHs+YY35qrVL5POkHaqyPTRubaHBTNYSTerexnTa/RM+gEqjxlfEk320guOUtjnNXeOAcIKTqPn91rOckZHXc3JxK5eJK6T3BrYGb6kma4l1P/j7Gd616nxt5NgF1JFzYN1mj202vqxX7LVtF1l1e04+gYEv/gkjtj5vN5FSw/gTVcLixliuny2tSn01JkWmVHPrC1m5Uz5khOVzQ3f3fLll/v2vWORYtKmY8fOOD3+SrxaSvJnVY0NwOHf3fjRjfgPNLZicvr6RWl72WejLLvpuFa1vlKleIGOdpNo6TX1PdcRVvHKflaJXwpnTF1ONGSGZ5WbZb/sAZ4bTrZRaMUb2/EeHCW0kVAFyJKe3XTqwFNdcpmGTA1k8mCSBUkMVxUnv6XeQlwmsvnGcU0m+PYF61coWBmDAGN1BeiAEOsFjnbsSmsiUnBUK604ywoPmkR7aPPf6a9a/uOPStXLtu/78DO3fve+Prbs1mGQi3kZUUpjBUzHq4I/FYwGQvX5w+cPtOxYePWRYsWnDx5cs/eA2+48/asxFAtSPWw7v33/zYcDq9ZvYKBUw0zk8nkC8X6uobfPvjI6sULHzx66OZQqC8DiOc7ffpMVVX84MFDE8a3nDx1eszoJjEwskBDsU3QNwkhiyoVsmwXwF8R173sHNC4giVBaPMSxrYoAV0JHtgJGfaSkmCt7M9CUeLBMl+/FZHLsS2eAgPhgkCysKFkU3kuM3xr0e7JgkdHfFXiZohtYdhNCUWbYcDXPP2VpOESK9hCR0j1LADHHDfoKR222Jhldyl3o+yqoqfRFlYe1dMXthxixTqgnoyny72wzhk9EySGrQ7ea/FJVMGTzZkeA/WlT6q4EGP7KJzN5zE39F7YC5buhCxWLMh4KWHJ0lfsBAxXjltmY1gxVgl7x4RBt79IxBQMwW8ffDwcDi6YPycQDPp9tkq+u6c3HouWKO/RYyfAT8eOGaW/PXLk+KhRjRhu5dwFcO+5fDQaUZdmQq8mEolYbJi1Q5gFnZk+/NvTddq5nyyHVo34/NWBaFUgVBOMVPnD1YFwdRCfkRp/pCYUigfCtcGIlzL1kh+n24PTOrsHp3tZnXvZcpZfXQ/OoTWdQ3lwnuuz5LtpDI8HJxJ+bP7u7/7uK1/5Cn5PfT4fPr/+9a9/+MMfVpVUSZd9woEcC0ZCvsDkppZ/fN+fTR8zEZjzoa3P9KT68Kv05Xf+4bvWvP618daMvEI1okPQvDaSdXYPTmOwglO/4+Oc27RjhO2nJc80C/LU0nsp2KZ6JMCRrrAmtfb7ZsYQsRPKRNMY0oOzzHrVRU7AKlZGjZCU7yWX8kQZNdS4QHen6FKgtQl/piLz1Z7fo85v+r+RkAEpxVcqT0jCsTZRu5k9yRCgtbcSeWIB9AsEC5wJCIrlBQGieqBfoD6U8Z0mHqu5VrjgCxK5dKpKn6A0kPFILdX5CCkmVYCtVPJVr2F9ep/jvgD8kAPMVnsz+QZYFOlXM7WMduTSDEPLAhAyhu0BMeNcwZHq2yhRZKsllOgpyvKQidqCBQJkkn6ZEpm2m9FfQQ1ts8aU2FimJTLtahvXaVkqmgbgWn2VwNFNbEt4FrsCoLTmBqo8u54QJDyNHBTEDtXAisjUslSW3EKRH3vmOcoTNQJESXZCUXX8lh1IQecJqiEZSjfPTgC3A9gDM84cIULWcJRgT4whMROAY1Hh9l9zFSoORVzIViTYCQwILIpMHb4V3dWzjt0FBkmQGZLItJ1E0agGm7aZlWGQ4U4OPetmStDdKGW46C7snduM2W6aDLp7jASx9iZ2F7pIm7Ni0Km4XSXheR8VRjtBbFz3iMGnT3Wv44ijvSCjoNo117G9mAn03RzLdfMdbBqYJborMo9kEfUhHL2CNx7YI3Asae52W5YKBtl2L2W4WsAKVopmkm5uJKHk3FvPreltUpEMhB9VPesl6O5s9pWSWxp0BXYHwkr96Cn2KjoE33Lm1FHwmm9nJfd+TLX9TE37F5E7X9DfYfxUFrOq2McWeUfMG4cYXM/Lt2J6Ocka7MHp0nEWh7y3ct5J1WcK/eK85F9yZ0w8XrH0m8LKuRN2vflr9n8LeLAHp52vKh6cl0BaM3581Of70fbtbsD5bxs2VAUCN7s4ViVV0vjq6tpg8ImjR92ZP9iyxe/1vmnWLFVJl3US7abLa/P8PDj7RTKX57qW9uBUl9YZE6d7eU2YDRio43SW3W8LDdB0Fh08agy/B2clnWcC7MlITFQJrEo1nT/gx+Ntv9+b8ngCfh+G1O9jqH8sg1QZeUMX1no7ZILZ+USsR24khX0+rz/gw8MZfGsKx8KK3V3dp0+3PvjQo4cPHWkc1dTW1jZ27Bju0atXpOYSNJSrEFPaCk5MwgP7D2JFVOypp9aOHjMmlUrG43Gs6JXqgZt1dnaiQCqZFCtNIs+29o7X3X4TqvGDn/1i+vvf9IuHHu7qSSycN2vnrr3Tpk0+duzECy+sb+/oaGkeh10tXDh/6pRJFk1MvQYjsqJKHl0ZWfRKe/NatohnfX7ZKUWjRkF6LxsI+Bh2FZDNI1FYpSfZOQGfVnDiZ0HC0Jr4w8/AsIwBK5vySo/xK92T2II3zXbp9/iJbEXBiWMzIFgO2/fY48I4t17TDDjhhcEJZYP6FQUrbxZRoMAu9Ru0jPVLlfwAjFpqyeoVbXGY1yeiWLQiwLC6QnwlUq6RxYB6pUMYzpdv0RekDvidzNohan2oeQGFsTHuJZWRFXNoVkr2WBAGns9ziD1iEmFPFWw6k/UzynFRqmfqPWKzXs+LPJahtKz1zOqVy/bs2b95685lSxds3barKh7DEF991ar1G7a+9c13/OTnv66Kx+vra3/68/vqaquTqfSRI8duvvGaDRu3vPMdb6qrrcF21q3fgoUZM6aoSzb9zd/8zec///lgcOS+SZPIZRO5juOJoc4ITl7EFwD+rPZHqgJBLgTCNYFIVTAsmWEhoyGfh0rQC+XBaZxNozlouf9n8Sz559BxDum7OcCD03RyioO0m8PxqtDOnTsPHTq0devWz372sx/72MfuueeeRa6bq0qqpErSCb8pH77hXY3x+j/54VeUXP1/8af/eOO8K5qq6tWlnyZOnPje9763wjhf9WScnwenO0fHElAlD06hg0I9tURjhJuj6KTvkO33guXNQVu7Kc9ktVLT9aaSE2fJ6u/B6S4zLHqUg59VJ/6VqMnKEvYggXjhiT+uN4o5Cub49L+o8gmq/VB1IAq7pEVQAawFCgKygj9BlVD/Qg+/ZWZGMoNEMsWkrGJwFb76KOHpCr3cJi4gmOmlug5YCwwMuKvmemI8oBdv3YWBvqh54xuInQ7/hdrxNsKksR8lRgUc8jhBR0Gkam/h1Uv3c0Q+gExI3loK/lI7WRm0BZzMV6Ui08i0yPDEYhPIkxuZYqtCGanVshWZQIDUMorKE50DngSAR7p5mHusuckOyqoFjmB4gIjAk1rLSLo5hpmgX6BWxQRRYmgamSV9KFOkm+jtxBZySp8W/OWo1WPkUgGZYLRYwNawKYA9rI5v2YqttnYT5DW5Q8BehF2BUQOMZHzdAxwFdFqf5mRzpL172QkM37pZfDe1wPEQ4ShS97MicJxAYIl8DTIZMHaGCkxgX2EL8SV2JhCgTdrOcHVMDwA5xuwdLUF3e0SRKe2tXi1mnNslczEnp63IjKk+CcqKocx1sROic2wzTowgwW0nFZ81rsi00QUUOCZE5albwaDEMynDRX+iwpiWlH6GOHDZ48S0tTcIedX0eob4boqAFZkYSvpuTiCoZnzdNdxF99Mi2B3HzNxJaVpKBmgWhxhNy50RxW2WeyfNbWKvolGMxNvrIN4GGd80B53t3SruobXcDodyod202AIem+gNmnGudCLTznOCDAepy2Qk3n0cHWp5Z0uf7+N0IjeVwL+MTFsnfd7FgMA73sXDcP5vacx5ARPwPCqA1gH0dj1MUouZhn7GLSkorQAAEABJREFUJ2ZsIcXR5I9DQt5s8MqPTF5+eSz5OYowEyWLOTuzID9HjNOakZLyni860Aw7P0eK85w/XD3ypoIpJQv2r1khaf/WYUCb3qmm/6u6mKn0DuhQ2k0n3+jvvlmioc5bp0Vb9li0LrEzZsGy3Tc9Ho/lLJfcN0vqzAF+La7n1PY7v0WXjrOSRmaqj0QiPt+2M2dKOXigtuHUqZjP1+iy76qkSsKj2epgsDWZ1CocnfnAvn1B01za3Kwq6bJOAzw47WXl+hzkwVlUAzw45ZRp8d7rUrvHVEV5Hls0xCdPKVnup9dU9v3m2T04S8vDcI/pSps3bz7jOh2cI7W2tqqXmy5aG190Ry+7JrRezTsKTnoTF7PprKg2KenDt/gaExmET8/sfIEaRMB7fBYLVAGK7hAXixYKZ/O6MGWgWmJI90oJmjV+fAv+nTx5asXypSdPnYnGotQsUolpUbaXy9tyQ5MSQyJOKjh5STZj5vTFixeAWf7e7773VGu7l1CMK4rSkYXf/va3HD9xArCst7cvGAr19vSYpqexqQmX6KNHj6qvr2tsbAyFw5l0avHihZFIOBqLBYMBHJ9oVE1NTUxqQm2lATQpNXKUqaLgLKTZOQX6dRaK+Vw+m6UkEYXxN8WLeRZg/XnVYWltpahhqUfUyILfYhUPZZEGg1drxaRIPwtsOBKWuZ7sxpZ+GkZBQo55RMGZNtmlihFl7Sqxe4tWmhJJnMuo4MxkTf3yuzzj4n9awWlXz1nRLKCleSzbCs5cHj9W2EKeUk4DnapEwWm3q2gLTLVXBfbiyWYxPNJj/MFkAewlzU6k9LYoCk5sU2ZUWcGZL6B03gPAWsBkoT5YGXqq5GR13WPYPgZ/sEn24JRIpMJhDPiomTOnPfX085MmjscEmDdv1tatO9/1zjf++r6H7rj1xs1bt+/YseeWm65Zu3Yd+u2K1cs3bt62cOG806fPaMC5csXi/fsPq0s2YfzS6XReDtiL/xbmX65+U0c60c5/ve2ZVHu6py2V6Momiy/95yiRy4CDHlOd/XL7N8hvekNeX9DnD3n8Qa8v5PMFPfgny15fwOMLe/0Bjzfk8wdN5CDf63wbwDJyUOzleHCqs/ifqZfswalK+tH+6yrXHbhdZhg9OBWPrsScOXNaWlpCodCsWbNuvvnmTZs2rVixQlVSJVVS/4QL6Bvnrfny/34rmU0pefrQk+x7bQDOsCRVSa92sm+pykrNwWecQTnK6h+v1bLsd1MLxUvm7Vqv/XYtoaxH606cT35tK1YN5VZq9td0lt6udcfvVRc/gZm1/CElej4xAgT0YrhRi7pA4pZRDCIK+AG4BVrT9RjhB6GIRLlkZoboAkQKxAKIhYxtITOxOoAWxXPblCnkLN9BuSTBW5R6Ox0vlDRuO1cHwzh1jzryd8QwHb9Vx75BEFJznRr1f4htLoCYzGB9Ztyjjv2TOvplQjXwJ/At0qxW1gHt8kZU1zMSZHU80SCICCOX7mEkW6CX7qdIpEKiZUzspppQh2/1NRHsgXJhIzXggkHV/aRsZApBZu60+DKKhA67CzbbSIyre1TXRvY8ZXy7SPsIltDzj0kQWnHoBL0Dvir2EbsCrTFy6SYOBL08c8LJZtHBEUwLK9pj9AT1fFrQiUmFHaHntbskQCzFqY5s0Y7pGuNwMFLrVNaB0sBVTozTOlaP4Wr303LS9FEYGpDItLlWstu4DByGVTNakFEQteorbdUjBawTCNVA2gDVcGnY+TArGRAfSpBFtiIvFptzpMLbWSvUUxVYT6o8RdDJyLTLyDiBUdEcBt1dR0UgZ1qKzYzMU75qVsMTUuE5hMHda7lHClg3MYCw7TO6iT1jRthFVGTOIHtL75OeCTqRaSexvYldBNUo2fO0jO9kwjDQa+wdUxGtQLegaeDxBLdiJgQ4ygCwo8ks04J42TPPSpBhHRW2R5qW5/TGgi6JChB5ijYXvaHFpgCZcRlfsFV2QpMdZFhrN9EJqBuOQcpwPWwa2B6QZ3SxHFnPiuJWZMdajYoUHC8GqIfZCZhjjHm7nkcfDjHMHEzRzkfVyX9TYz6oxn2KhPWCJHrNblOnvqs6H+RxhL4Fb+55RjW9mw2JCe3GkRIGeR3FI4IxjZcSRvY8x6OMvqT7OM1QYZTExNPzHwcFmga+ix8lRiqWyMxofr6Xo8PAv8+zad44QT62hu1jPnQ8xGPTKw61SGEZ+t2/qy5+ssruHm7tpnOuHKjptCyXM4hzz2Xp06acgNSldcZkQLWifmFcM079vrmt4Oz/FvDZPTiVUfHgHPEJpGpMLLb51Ck8HfPJu4Z9mUx3Nju/sbEycJXkTpgP0+vqfrVv35HOzgkSkxZPsk8lk7XBoL/ylurlns7iwelWcFpu302XjtPx4FSWjZusS/CMyftECdpJhZZ9/6iG1muWdJwj0oPz6quv1iExXzTNnTtXvax00003bd++/XxK4gpk4sSJ6qUn9HBTU9O2bdvOp/DYsWPVS08+v8+Ty1GwmLfdFn2irvP5fJ60iWUrq/x+L4YTGfKauPIHqG4UP0pTVhSfRcUVLVFwpjMZn0gMffzW9Jh8v7xpVFMkHJwwoQX7AJWqrakBlfFSgmhgFUNqgiHDBg0JUVt6+6SleVwsGmkeNxZXcaEIwGhUaysxRf0+Pwr6vJ4J48dTFCg81UfZYpF7NUysiMJjx4xubetorJ+klY69iWQ0HJIwHgZhqlw/SKBar5E3RGrpQZUKtj2kiBfzZlnB6fMzkixD1Bo+oa2sM/vHp9tCASI1mWmfVEm/ACGKU1OkschEY/knV8wpsSY1sHdTetKTzugVsTVhiAp1oMZR9sLtm2bA79eXOtyjaCuxtWxO10Qfd0DRRTHULPh9jvRTxquQp4umN+3RPaav+nWrdTGKWX2+rDenQ7li2eNJ4bPo4UMz7AvVo36Vr3ObUtgLZolZAeyNT4/eMi1dvZhCUj3LLBb0fJCuLrLJIuhMZ7OcJEWuaCZNvaJ4qr6IghMFbrj+ytGjm5LJlN/vnzN7RkdnV1NjPcZ91oxp+/Yfuv3WG/buOzh1ysRpUyd1dHQtX74wlcqg8nfOmNre0RmNRrZu34XOnTljamPjJfwgGv3/p3/6p5FIZFgudBfVj8fs1DPBkKRkaDqSvV25dHc62ZlJdmWSPdlUR6qvOyefWWamtOXWS0zZIqM69+TS6hWkF/HgHKjjVK64RmUVpnEWjabh3EUPpeNUqr/vpjXAg9Ot3XSXv/genEjxeFyfQUE6f/nLX/7617++8847hyzZ19f3xS9+8eGHHwYK/fM///Nrr722dPSCvX/729/+0Y9+lM1m3/ve937kIx9RlVRJr8VUG6362nv+5PM//ka+kG/taf/Uf/3lX731D+Y0T7sIBgavampvb9+3b9+SJUs8l8KdzKWbHGFJ2WvTcO6+StyO11v2sovkuTgfbjUYs46BOS7y27Unv/5Pv1zxvrtXvHQUbr9dq300lf2Wj+21aUeod55Tl702y2/RlqLy2sS3OEwKTqYCYQMRzmESu6a3U+FEPLlKuN1hYq3qm0j7gFvqX0/GQEhgqrrbJNLm85QSgkom95CXgEaAwQBR1N9G2VlqNyWPpFN95EMNd5GcgUiB2YCiAbyBFNbcQC0daUSA1am9WTW8hRTwxLdVYrPafhcxVd3rGKUTSAkrGq9gegALTfw8Uce+TxD/TPk6WRRVjFezReReTaSbYC1gdUj5dvGhDJCTgRXRrPEECVPdLWQnIEyoW2ii+FAeZibJ7lNScoqYNR5y6Nc6kdCNJRQEUau6BvdUZDYhsZwE7QPYA3AtiLskQ4lKUNb0MUoDwfBAoQByfLWiyOyTruuRyLQLhAPtItcBa8y2EfIxYGxIOGiGxAjbRN9iiAEygRLBwIDEAJwA5BjjNEJ4ZoalaafZFQzfKkahdmTaM4J4gWO9XF1HpkWnYfu1N4rAcT0HJdjCqQI0iEzMCsawHSeZBwky48IsUTdUg4xqn4hEr6VWj1xwGulXyRhSzx9Qbc60nWSujNnbx1YAT2L+aATITuiWkgtJNxM72QrgQFQYO2LAWFHoIqE/qXrcyVWY+QJ7EsORPSU0dzXpJprDzKkSb3YXVa1KgtD6m+xIvKSbMpSAwaFptnYT2wSDR0n2TIsEod3Pbqy5Vkjzowx1q2kugwwvsUPpoo2Y8Ggv9qVVntRuzuLxktxOrgl+iQpjmgEE+uskXG2GyBM9gwlQc5XIcNeXw9UyPO8iGd/NnJCRWawDJhKqgQmMZPe5GMpqmArsR7q5VfU+q9p+Rd3trP+WAX1lCfNQB2TufEy1/YKWq8FJfEch0MKpjkOm9Qc8fnGMcyDWsfl0MD3IWV3/Bpkkzzk/R0f4DkTDm0Xl/AJjBYN2Zw6yTN3NbDsltjfK4bOHQ99woyBPibespcAYO0BfzP/e3WrUexi5F9waXYdfNiBPgFJzOF6BMob24DQG6zj7e3D2W7bkKUbh0jtj6jjtysa4Z+Ga/T047bvdUqRBq58fp6qkEZyuaW5+7sSJDcePLx8/Hn/+ds8ePM16z7x5qpIqqX+6ferUf1i37odbtvzRNbwCOdzRkcznXzdpkqqkyz3xeaY52INT9fPgVIM8OPWychScvC+jqO2SO2PKXaRNSByOa7iY7gAPTh1XzxqYP+wenKjzmDFj1Kucpr76wc/RkNmzZ6tXM3X39qXTGXl9mop2sMnu3l7CTo8nmSJIIE2k/WMeOWLMSd2khPQ3U+lMd0+vTdey2dKKKW6Qsj8AOLJGubiiKyNdK3ENZqTSWa7IN8/MdNpZ0evJZnMZcbhk9CXD1MEzUKWiJLCrdKa8YiqVpl4Qe/dSTQhiJ+/hkerh4MNVK9sl5qAevWJvb5HWoWbKkT+K3JCxOnC7kMsVsrlsIc+tYcvdpqE7JJVOd/cYekV0SCKZQo/x2tI0Cp29nkgoLU+TdP31XkSHyRWNHvu3IpfLkY6KQhTNyedYGLyt2+wVDIney3X39BXkFXbsRV4sVKLgpGgSuxanSLqlen2ZVMbpdq+MV08vFaWmoQWXzmsHlJPKuNAfVFcvmc54enp156S4F/u6tgCiDIhKd0xWj9pNb4Zaz2KBHSJd3e0xLe3BiVrkcoY4sOpbCVRDXEhzgE+YG5w2hpXnikYylTHMXr5pKCJO7J/UNpsH7aWc1JvBVMFPKFZE56NDujy9OvpxhurScyX0CeAlFiIR/t6NHTtqzJim0rf4E3WbN3emvgUY31I2YkdOc/MYVLe2plr/WVV1CQf5ACquG0bvcJfykIoL522Y2nCszoqrGOexaTq2zoZzv4lfFavQmUl0pYk/NQTtxHI20ZlJdab7JCeRPw8V78tIF96D063RLH8O5cHp/jSMwX6cTm8WHQ2KMWwenJMnT7711luxcPfdd993331r1qy54YYbhiz5ve99b+vWrT/96U+PHTv2x3/8xxiTpMkAABAASURBVNOnT292YqHcf//9R44c+e///m8Q+LzYFFdSJb1W09WzVtz7mdk4lz2zZ+PX7rvnA9/+4w/d8M63rrwtHAipSzadPHnygQceWLhwYQVwvqrJcnlwqv4enOZgBadpx5cbRPjsZ5r6fOK4qlyUdPT7K/+6dudfvGWGelnJvum0uebZzrOlc6vzTlK//GJxWBWcnioiOjzuB+8BWmD8zE2MbwkwAwaTa7Nldt1rba0hSElB5I+FXpYMzySNA4FjUE2RVTFU5nziIuATMpilBFF9G8iZvFUkNLj/BmqiDnILsY0nrrqfV94wFYSGh0wIoAuMpPn3ySPP/JwqLjCePR+hPi8ynwFsQTu8r+DyF/Rr9o+pFt36OtX4ZjX+T1klUB+fgEkdT5WBTD1sMn06n7MtNtFFIJQguxhE27xzsigyj5IwITH+6jhCHYK94wL2FGVq1PaNtSV0hExZ7i44heAnsUMVukWMmGY3ouf9o8nY8r2km4UUNXkU24nAsZgj5GN/bhGBbC33yPir8+zwrTQKjbBj0SLsHcjTlgZWEcIBfBLsnSY9JQIMEYNRuzmTnYydRhex1ShJsDeVFUZJbtPPkuBkjEx7ghFcwagovnyB8sTQJJk/WpFZYJWQAxTK+XOGQ0xFZmn+7Kcstfp6ziLULTSdOArNsVKMv4qhxwzB/PE3SHvFXbIgYkTAS2r1trJLQSU5f7ZJ02pYYVQbBcAF7XizEk8YFE3TPm5zMWmu1qqikwGPCfzWiDb3GWnaNIYjTu6nZFYPJbGcNC1ziJAeXYr20qFTjhf0GKYieCQVh9JeKjLbJJ5wlmrR8AwOOse3h01DJvoQmXZU2ARnAiPTrrd9N9EbOpQuh3IHx9c+iPKcXQwyvFmC0ErQXSPAjtWHhj6I7FDJ01kH1ASg2vATvSMl97F/GNM4wSZQ9StS4BPfUu3389WBKV/hQLyShAO/47fUtmKz2At6A3i14U2sMLqCc2w6iT7agmlAG9fHRVcqDqYYIHQFwxdvtB1MGc5Xfo6Ujmk8QX6O9pDmAg9jVnQ/LZ2m9eW9RMKM4bxB3gMQWaqV5a6LSem0+fLLs52ZcXmvoneDLf28+Mk6mwenxci0xaHyDVVWZjjPKMWP0773upTOmHLG14HzzJLvpjpfD86iO384oj9V0ktKb54794vPPHPv3r0AnBiv+/fvxxO0OyquipU0KM0bPTpgmg8eOvRH8udPd+zoTqf/YNUqVUmXe7KVmuaLenA6qo+Bfpy2olGoySV6xrTsR6tyDWAq513hAR6c5btOVdJx6nOlE99eVc6Yl0Cqjkd7TbMqHtUMDPStuiqezdCDk99WxejQ6fcBd2kPTtCyUDCgKRSujlAAVMzn9SSS6ep4jCJCkRjGYhEwJPGVtD0409lsJBTU4mAUw4o21MQyV8z7/b5kMhUOBUnpHA9OzMXePjMew+NxSjOlevaK2FRp76ie6BQZMLakaOzxmPFoxN4LVozH8ow060Fdo5GQrkmuUMA09ZDsZtEuvbWCbFnrRFGspiquPTjbkt0RKxQJB7u7u82CEfrLbxWuWlK8Zkkxjx3F6FuZYVvs6llYMaY9OLFx7cEJDhj0B0DvAgGf3gsb7vP2JVK6Ldp7EsMhj3kMxmsVD07gUvSMHguww9KKgIWonq1M7UuGQwH72Q6DCdODE7gxHAplaRRKq0sUzokHJzZbXRXVHpzYiPbgBKL0B1C9TMDv70skY9EIgCXFrBjoeEx7cAJJhoJBtiVb9uAE942GQyCUIVRAGTUybdCTshx3PDgLWkUK8Oz3+zHuwYAfUyUeiwKghsOYG6ye3myx8JJfjxh8iV7KGfCVIYavWi1aSa8k6VOEfg22fE48q0emWbrT9Hm8DaF4Y7hKKeW+w3KX78tnSD0zic50ojOb7E4nk/lsGv+K+XQ+J/+yqYIs8DPbkz0vZad3oEbTpbY8j/whPDjVWUoO1nG6fTetAR6chkuv6S6v1LB4cAJJzpLbpzWSzlYMBy34x0c/+tEJklpaWvbs2VMCnP/+7//e0NCwcuXKuXPn/v3f/31TU/kdhFwul0oxnmdfX58lpnHFlwK0+csla72W7sxfRj+M/PRaHakhBysWjODQuWPRtUsmzvm973z2T3701U2Hdnzmjt8709M+Y8zkgM+vRnAqjdSATP15iU7L0jC9pPrr8VUXMxn93TcdHacy+ntwWq6cUhWFcVr6RCF3X6bhLfBiOO/3Xpwp56+OK3XwH1b8VfTZP7n1Jd1/6hdfKHQuMV15f1CV2K2j47QcNaf96fbgdPJLOk518RMqBESX2kVLSKSOB4jTaAl5iAyp+gqCqM5HGKY10Ej8A7RD1VpRmOV80hrgBICHmqtYEqsDLxF5buer02BsoFk9TxOuAMyA5VgZAiSysXWCl8IkhaCbgBDgYbTi62NMy5ob7CCToB2Nd4mo9GlyshP/pna+i6s3vUs1f1IMEV9WAnGc/i3V+lO1+31EbuM+ofxjVWS6KCwPsoE5kb4xYOxaIhMgsewZoixUzBMkEgPYA4zJHCGLovTNVO2/JgQlAmwlGgRBBI/sekyCso5WqcNELCgJutO7ViKXNlOhSE52DSWJ7feyZwhyDpBmkdlkSDdLskV0MoYDvdojkVq9OgitdDKQZ9u9qu52ahltrrxAOOhmAV0+tsL0MBIsuGnfRidQ8Avkpmh1tpWSu/o7yAXRzxhT0D7NQWtvkFY8wfYyXG0rgRPAnuklltatYGTanaTOGL6O+9lX1P4eJ2mz58+jEpS1iZPH9i4FUV5HsApGhQqDOdVcTZrL+bOK8yexh3+CrYKWoUoAYJw/G6h3RAE9f9BFwPOoj/IIAuwgY6u7RWjuJvYzBZ1tnJ+6E6jQrWb18hLTtXq10M3npGmTSTe7HqGO0A5HPEqGUjho7fXEkzgKMG1otnpK4OiVbG/POpu0oa/AVmtvcQ6iOTyIQBYJqlfRxbbzIXY7LTb3cbP0Li0KaVsiFd6oir3y3kCS0k+0kQxyh4zvMjYNmJxzL0KQiWnJnkmxmWxFWGI+h7nTbDvZoX4DoGc94R9Svk3V3ioi7PUktTiy0Ht7PkTt49R/VqPerV5Jwqw++vfq1H+yVuioCX/ODkElUQdwcbSFgX+ni4h2i8gpigxUixz0D2A5JjMmHqfoU0SegfHyhsExYlf0eft9PHwwnfhz1MZjAZmYzDwoqtjhOABxtOKHE4ekppta8Fq1nD3fcZ+qvk5UzhqOrmSncQJfTUJsDcfLi26NZj8PTtfngPxyjJyy+6ZeNk2PWOpcSmdM/cSZj0sc900dIKvkxHkWD07bd9NdpuLBOcLTxNpaPE7bKb5rGL5jfX3VPl+gEnS0kgalSCBQ5fOdlOcq+HNHWxuuoqc0NqpKutzTAA9Ot+Om6ufBaZQ9OC1H22m5Tp9YNgwQmkvpjClhBpXztNp239QqVWfZiQ+kyp+l57fuHGO4PTgr6TxTRswywZwEQfHqKJPOiH2mbT+Zz+VJy+STOjwhgjpWLbAVDSDFcBLDnZZNaQiqN4sVSMXkdfO8mEHiMsqQiLVp7frJ/+wV8VCC2kGTMkqUMY2CHGJKm1xSiykGmdpFkvaYsnfusUDOZ8kb6/oZXUHEl/aKBTYEOdpnFJexmO3It68GRSKJ6Y0tUGFJ/0wab7IwOsQssBNECWo4Hpx9vX0N9fXohJMfuqvLKpiJvtbW01OnzSiKI6beS16YXjqTsRwPTnzryRtiPymWnOLB6fQYri4tuyc9hu5VJa/l5SVIpEcMLzOm7Y1apEknPSzZvViR1bPYXPHgVI6sTj/TkxUzth+qM9Diwcm9s8cUHTS1B6c4oSr7UwrnZEAdP1EaVtB606TVZ44KTtlRgYOblsYYaVVwVkTSU0tGxMpr1axpigWpuLragwvsm0unpeGyIn6HCq+th/yv1eTo+E1HwdlPxzn4s5+CUdlvmrr0KqZy3YvFvIF4LNQSq7Wpp7LfQNXv3wx8u8gp05vDFM+nchl+FrKafaZwyBOO5lL53Mvx4Byo17RekgcnH0SUl61By+64SU552YIaRg/O80yZTCadToNi6j+BRTW21GnXrl11dXWPPfbYk08++ad/+qc/+9nPSl9t3rwZyFPJDwF+p3p7e7Epdd4JqySTyZ6entcYNkskEko/7n+tpNfwSOkXi4YsEPEEv/O+L33rsR/+8Nn7fvTsfchZM3XRP7z7z0L+gBqpCY3CSOFIdI+UPpyRKZH0L8mEkcIVhvelPAyyaIr+En6OLkAqUTrjxT04S3Fc+5+Dino7+M9jKlzZ0jngIj0Bq3vvJ7/57Oc+/q2Df73i63WHPrn8/BU9uQJvPj2G7SUmT6Vtvsuvndi8yq3g7K/pLOcr5+3aYfmpyfeQbwFZUUG4QSzxxpEHIBPAAHiJEqiFAgnEoZM0roeZjCxaI/FRs+RYYHLgbUA4YGZAVgBRoI8AM4lt5HbaoZM+gssJKmi7uIB2lYBP1GXOITRK7CaDASiqfyNBDlYsJgjGQBaT20nsgPTA/8Z+lHFi236hdryDUAdMqGoNoSzQiPkSD/aGNxAjHfqC2vtxNemvQC7XPfTj//7t3qqWbeP9J3pOel//loO4ont8e6vffHbe3PrpM68jmet6iggQ5DUjxoHoEG2HGZpOAEZEeojKQsYC3UzFHnVm+yhwBKBiJ29kDwfGUAuLzmdQ1h72A5iWr4ngDWyVoWUlKCtYEcBecodELl0jMr6N5MqeaumfDGVq1DLuJN30hIWTZbn33BkODToN6AjbYWTaeeIuKSpPw0/WhfLEdSdZE8pSTWZ6awifMkcJI+nXmBMJXbNtKYpMhvMtqG4xH6Us9RBRKDmobu9MClgBwrPHWQ17/ogik5PqtMyfhK3V80tkWjDv8vwR99C+baJ6XExtKyofXyHzZ5uAvRUyfzZy/phRW9AZmyeTZCf5IhgtaB9mGn03T3On1NF6JAhtHWda+hj7U2diHvqcIMMYOEw8JfwYnEwHbcYQY4+FjIiVp7LO6AE0mVFzResMvotWpPdzFLB3SgY3USJJer1HhlIrMrex2xlkeKfDfXvtbYJEYtDRNMzkrMhS6R4qZpwcX+cgqrpKQiVvJlqOSJBhtD220DmIgnIQnRAmfaPwwudYXusyY8KJwRcxiNhd64/U4b9gP8/+uR2R+CUlcMH0EY5Lz1NkxugHkO+xH2IcaUBfNBnTifjW4DBhkkRmcTqhNzAiQJ44FuKr7FcosB3MWwpenyPVxnGRFmksfkbsmbNAOPFe0Qcvlcwt3CDp5l52bPW1wuw3qcgMdi9+KDAE6BZOp+38FvCYb2D0cDLnupiJamD+o/cKnUq1qIucLJe7h1X22nQUnMql13Q8OPW9lem8XVq03zTFDaTHMPCs5RI6Y0qIsyJ1AMp23zRdbxmftwdn0ah4cF4Kye/1NoRCXZkMnqN1p1K4W1726kctw8EeAAAQAElEQVQprKRLMdF5q6Fha1tbRzIZDwa7stlRw2RhVUkjK1ln8eC0ynpNVV42bf0izhFcLjrL9inTwzi1l9Y9psT+8ZiO2sZxe1FGScepRqQH58VBqdarH8jh4jPhQMAP4IRPxkr18K0wLIOs+XxebzoTDPgzhuH30YMTn0XyLRYAl/J4zGQyHfD7xUoTc8eQwpQYZkTuqQ0pHa0nERcKa90knl0EA37bg9PD5azJPQLwUfRpcBX7Ga9B3iaFtUWoWVpOpNL2il5e42FflsuDU+tEWdVcgSaSZqnaDLeLZavoeHBKDFh0PT04WWdvAu1y9pJMpEX7qB058WH2ZJO5bqupqrbNb06bNsPv9x89ehRr+aXJKKxloMkUO0eH5LUkVLWHRqXSveK4ia1J/al5RTMDjg1qOo3e8+vo0GaeYnItJKXiEKv7fX200vQbeSo49R7t9uYpmbWDaIuC08dovQUUUDIuKFMaO6DEgNhtom5Zx4PTYDX8yAmyFXmZCTnxFk3qvZBqW1ZAe3CaOX0VjQ7Py15QSXymMhm9IgaXe9HVEwGPXhGVo1eowbmXyWaDHIsiltFlekWx4Kycji+BZD+HHBBVzrT1mqVIckb/p5Tq7FHoBn6qofLPuW7MH4xiORQ9W5khPDjVOZYHaTrVQA9Ow36XZ0jtplKDPTWHXjYd3UkpqpJyaTpHasKvA36Murq69J/AIYFAGeHU19ffeuutU6ZMCYfD3/nOd4AZSphk0aJF3/3ud5XghyuuuKKqqsrvfwkvgvEHLp/HWq+9C/d4PP5aApwWLxpyr72RwhgB558jcGuVqvrkbe/f23rk4W3P4M+n9m5oS3fNaZimRmriS2rp9ICRwpGLT2ReuoCTV43B4EuqP7oCq6iLmNzaTdMcUq9Z1nQqF9vrt8xoe1rV4ZG3xy6isCa88F//4l+r//ruv93+6Qlf/8r533/mHcCp+a5yvfEkXi/F8rtRZQ9OfR9e1ms6+fZycVjergVyiMy1Y7QCTenItPkuCssA1bqeFHY4huAEmSReGQFvswREgcHkCQxsY79ZjEEKGMNImwvFHVC8PKny3GwzJyArgDcgHE+MJAm4BUgs38FM7AU38IAlKM+N5Ik0QHcArsA5GITzWYJPQJRCinFcA6NV5rQ69f/UgT/h9QbQbP2dVKr5z9v8ALurXqNmfV+d+Fe171Oo8+SpH9jyN/8ztb723Uunvu6f61trPNbB/62/4UMTTzz61/858T/+9mZK34LjGLyUstdD5GSAST3PsfKMTHuIkAm9hISuo0ytxWY2MfGhBGthZNpRpLl5AZkkai9QRslwpjtFtriCIKdnrVhsSn+CMrLr+kjmaDlZQ+keLrPALBl0dCMXfNUShNbP5WwbaRb4NDhQ91rp5FkUdII8oW5AgNo9lEF3JXwrABjh6Hp2MjLpHnqYq6MkZYsTHR/KY+JD6eFAhCYRRzF8q4BMPX9A9YKiwNPtxQja82es0NxOmT9ZdgK1myK2KwgIJ0bdaAs6E+JDSZrVK16wS22VMBJK2vNHZIiULfoJ9vLaZ3SB4zMa4SxC0whHlzkzrYawGZnpg+Rn+KlBtzMy7RThgrvFZ9QvmaOlFQdIPXEUUIb4GAeXgt2j3AIlyOIWib3weNlLnMwYxRbnOYrxFYHdbK+OTEu31Ll25GEMIsdXQqfqgwgV5qExjypejBqQtn5FgO1dKD6jT5NtE3lu4mSjLLWd20eFKcN9ju6SPIg6WRNyXxlKgtspfGUBCcwPvYrdodP2/1915n8ogB77Mc7Dl/TAC9Sw47eq7Wekg2gX+nbiXzB+bPYUkbCeTqgk+of60XWcTuCOVMEeotwW1cNPHI4UTB7MMXRmXM+czZxjOggtZ84SeY3gadYfhw+nUyc7rZjiZKY56yg5Uno44qgGJjB/eRp4IOBoYk+mJPDvHAnsvI2yUYBz0E3MMYarrWWnoZc8NeriJ2NoD85yZFodu8k6hwdn+f1U3p0W1CV1xjSc86Ct3VQ2uSzHpx3gwallq4bLd7Ok3azoUUZ+WjNu3O7u7iNdXdtOnTre0/PFO+5QlVRJQ6W3zZ699qGHnjx4cGZj4+m+vtdNf2VR0yvptZGMsu+m4Vp26TXtfDXQd9O9rM+bNCkUe7tL5owJXKElOYat1zSVKr0pa7r8NY2SgtNpqfNG1HB4cMqjzoLtPviKE073ElpzYAKGSSRSweCFef8+lcrEYpHB+bjwyGZzF+TxpmVZ53PRcvzUGXRdbyKpLSfBLLX6kDFIM7m+ZEojSSF8vGrCn2BhessAmWnx48RXiWQKmyI8o0Qv19OXcFYsmvJCNrbQ1a2jzhpgeGimPIehkSd2ZAeMzec1zDP0xZtMv37VS6F6eW05ib3TrlIu55zqsdUej37zgGS0ty+pC6NkjjJOLmez+e7ePiXHMq/uZL6LY6hHB9LLZHNi/ElUk0lnU9mM3ns+XfjBcw/+dsdzQcv47pv/8KvPP/aHocD8yVPRS1ZbB303U3y/ShfW1RNBuJhcmoZcWJb7RPaS1V2dTGVOnG4TnSjdTLFBXb2Cbahk6Ai99oqZHH0yZcUUJY92h6C93d4+11ySnkGX9vTpwsCNaVqc6l7N6b3oWWcQKGMv2jbVxsA9vYlSVTMyXkqemmmeXQr5ZorAtKvHq1dESRBicfpEV+eSouDUM0eTS01Y9fv6KNCbSDlkN5MS4azWvDbW1557epeWDYcx6V8Aqxy4zTjbuq89LDIsySgpDF3azdJbs45G014uv2WrXGX6qVPM8rJb36mMAflDLatzL1vO8oX34DSG1HcWz6nvPPdnyXfTGDYPTiW/C/htLoiKHMkvaUAZr9e7cOHCn//854CUoJv79u0bN27cmTNnwEWAf6655ppTp07ht6a9vT0UCrkZg/wW8DxXQkQv6ZgsHfCvpSNZz6LXXqPUa3Gk9MK5GxUJhic3tWjAifQ/z/56fMPYWHCEvk5bOi+6q4cDHEfupTt8l8oxZbk8OMtnL3NoBaf9jo9uHZZdzzE1BfRI5PiXdPP5wNevuGW7uiCpe/unr/6vf33s3bPP5/4zZwfc85Ti7rJF5XgGRr9lR6vqvJ80IF+V3729+MkMEfZ0PWrTTVAH+iauoC6TAS0XEQKBTgHm1VwrUS43CINsJK3RkAOMrfNhLrDkXiIcTacYH/V6W2GGMowPqWmctsTbSgqig4iCAFVfReCHiwaAB3wFrll1BZFGcjv1alqG5ZFItqChnY8xIi6QDxDauN9XsfnqzC/UyW+pA3+kDvxfBqUc9W6WBF8BonuRXjUIEcd/joxk70cKbQetfCpnjOvOVgcDRU8uv3X/sTvuOByKj9/wwBOdn7uqBpwsMMEW/OmAsQxnOpqYB2wGMAbNJDxbT55EgeNBldhF7SZtOzUcHcPMQicxG8hTx6MCMseIrWMbEaAl0kD0IRVpu0mzdFf0vsDuooPjToIccCAi5GelpCBPDZvzfSxAkBl2fCjnkJN1PUE2DPjHnhTfTXCp3s0SrtMryCdIRoXRp2xxOZ+eEGROpBkn6CajoV5lSz8ZSrSFEFRH4iXIfIw9AByFkugcdAJ6hvNnoe27ie6i1NXi/AlNsGO6Yj5gR+X5ox1ee8XGMsk9EuxJpGL6LK5yzR8x4zR94ljZQe5FqBaXcLWm+FB2seswQCCCBLcRiUwriAvbIeLdyDkcmk6lKSfqtewEzEPMNLQOrcie4ABhwnc/zUOD4WqPcyhRJQYZXi90cxzbhUMGPQMo2/kQd43M0kFUTJOYUgDdwPqApLK7xKa0dBBxKJfaHpbYuE/iqfLIWmRrEzGfWeFNEt55vmNzu5CHD4YSdDMyzzmIrpbx3cShx6ghk2GfFRsYW14oqvy2j/n77jMmf0U1vYOz9EUTH05kOXkSO9Tp/2LoXYpoV6vxnyf3Rav16HjEYhNNRsWqr5X5/zynCrA9BZ17qNvGn2gXtoZV0JOYBrU3yxx7Xl5WGGc71PKgyDCmMfqHMWyPCgfVQa03SRDaeoJSZNZcZ8NjMFT+8uznCwTsyR6+VwHoziNlBytPopy2Ba+YOb36ZYu5HMeLn6yzeXBKfnHIeyt3fumNUi6b6hI7Y2olijJd2k3XefNFPTjtfFXx4Lxk0u8sXvzOX/7yoYMHT/X2tqdSS1suuma6ki6R9LpZs373vvueOHq0M5vd19Fxz+tepyqpkrR20+W1qc7mwdnPd9M5d+jItPZ2GGVTXVpnTK3FUQN8N5XzPLpflCCXdsW5x7Rj8jlRgi7WY1nsNBYNU152IRIuDHxDxbLic56weaG8XVBhc6grikg4yOCcF2In6BZs7UWLjR3VAAoYj0W15eTpMx1NDbXATsBp3T292oPT7/Px0+8Fo8rn88FAQICi0dHVU1dTpQWLx0+ewaayLObr7umLxyI5SgzLCk7AvEjY9uBsbesAvtIKztb2jsa6Wu0oCSKoDT7Fg9PUMuA+Vk9baXqlejWah2HvtdVxkD5ah2YHenBiHHsTiVg0UpDCrWc6G2VFPE7vSyQjkZAoOBmpVSs4M9qDU+Se7Z1oV1x3SEdnT21NVaFAD05A3G++/ZNt3R144hcPRT6krOYGmspFw6Gm+lrsV/deqXo1VXH92pz24DQ9gJe5YMD24NR70Q0/dqIVvac9ONl78aimMIwdbRje/h6cbe3ddbVV0r3eM22dDfW1xSIFpsDAEfHgLCk43R6cYBPtnV11NdXiJ4q9JMTp0/HgxD68Hlp1+sWDM0APzmgkks2xY9s7uEet4EyLB6dEms06Ck5fIpWKhEL4KhgMdGHaxGNoqdfnQVvowSnxhdE6tJpd7fLgBEPVHpyhULCjq6u2uhp1QJmu7t5zz9tEIvnIY08vmD8bzR07ZtR/ff+naMu733kX/uzq6snlc3xiViyil0aPaixdw+vL+A2btk6a0FJTc/4S95GbAJUOHz48ffr0YblDqY1U8aDj7ROjFhStYkFg+VkIYFnBafTz7DynXnPQp2mcn/rz7ArOIXSZg5bP/lk817fq3MtD+Gu6cvrlq+H14Ewmk//zP//zyCOPAE/qnPe85z233HLL4JK/8zu/87GPfewTn/hEZ2fnm9/85ilTptwl6d3vfvcHP/jBz33uc5/5zGd6e3vf8Y53qEqqpMsp+Tzeu69/B36w+tLJZDb1X0/+8njH6T+68+5poyeqSySNHz/+ne985zmEqpV0YZLR34PT+VRGWcdpDNB0Fq2By/adWNGU8cpdzLdr+6fNT3z87un3/XDZi78QmhuoRym9LVWOCOF6U8kdy1eVKa9SyrVsDYseBeRMx5tlKMhdJIul8KpU6Y0SLVqPE1l0kx1ZVBvdgTfY4TdX2GKpQooUoSBEBDQOuKV3C68JqKBqo+4KmWQM60SLNodQMCkBLT1BCgQBe7C78GwJ3NpBJhGZLZaBEpkTDFIzG+AoKg43E6XQd7CVAGnWCtT2nQAAEABJREFUD8mTTn2PyOrI3xJsYF2QlerVJEDnvtDERV7jm4vh2Q9+7gvd3Zu7j6473NL85+87PW1W6+//JhkZc73q+qVKtqY9UXIXW6a5jAwvsYWojx6BB4ULLuPWADLB6ki/dORSHf53s9h2jpf+7BbZYppNIEIexZ7XqlkdhBM4jXhmF6V+DPspMlYq0urKMjWNnaKLhRZvE062yI7UysC2EZIn0s3Z4qa5h7QPnQae5ImJwPGEaBlXsQ9RN7fYjt1lEkGhFWzvEQ4N6aYiB8VAa4EjQ4kKCMeOtNgOQ5k7KdpfwVFE5qPt9nL+iGyRcHQsyRNaGl3Qf/5sZ5monj/bWR+CzO28lEQ9OX92OfNnPauNZU6SXbZkUPtucj6cIgPDtzqmKwWsM+xIvChpBFT3s4THYbHYxKiV46nWsb0YSgBO2rsWRdbc4mhzT3JaUnG7VoIMj5Xx7WAmhhKtoBnnGDmI2uUg0lrV6TbdBJgsRaYFfaQ2Vw6i6CIOPeOpCrPHKtQuz6NsMamPl6jdtJhEpsX2MUCUpW5QnoAcFGfYXswTQMe+DXxlgVFhj3N8A+IrH2juObHthV892NXqveNTv/HXnYdzLX6LMEboKDQ2sZlHq7dejf+sqrtDwszuljkWEtFw0Ibl6N7YMpZEecxJwGNKY/ewgUDROCioRfCxYsgH3QSP7FnPzuHhs1c6bZF02mYOPWqODWI+E/lneKSAtft0T/bSoZNGqtuk5GhROSdF4NvL+MbYo7eWRwe6F4dkvlMC286U6bRDYvwu5OwtdCl10QNmlt4BHUq76eQb/Vw5i5Z7ufzuKR4GeUyVu5TOmKYyS28Bl+6Kddzal+LBaS9XPDhHfpo9enRfOr37zBmMY4Dx4CqpkoZO8WAQj8NPJRJNiUQqm40ERq4xSiVdxDTAg9NeVq5Plyun/iy69J1F96fWJ1xKZ0zDUCVdZlnH6dx19vfgLOs1rfKnGiYPTj629r7qT2CA3NSrHDnOEJqlLmISAzRywUKR9pC03pRls8BYF3mxr8QfRTFgp81kwSlQJO6VAgWZHFguipEnhZJ0xkRJgzmYDoQftommlpYqvWVlFHC46OW8ads90rbTkmc1MoPs6rFwXkn18kLaLMuutlFUupKWuG9KHp04xQGUSQprJ86CbJBtkVpYWi9o2fuVrRWU2FwWtHKJzKYgTaLBJ4sFPf6A6U2n01PGjO1qa+tub+/r62toaNRGpLJeUbMM5ii5hqRZJpelE/K6l+wq4W8JPFbQNZCHMyii5IUDvSkk3S4WLuD3pyjjwR4TkJm3inZ7dcRd/XvEAoZ0LDWv+tOSzis67dKdoKQPDZVXurCuXkGvUrDyYoaqlamsSYHLHpkJRVvdLZWRfteWovZ0yttjJ/sqSpmix7Ts7ReKrsLOtJFlS8f4PmeKRMIN9XWPP/7Mu955l750b2xo+M1vH4tGI8DJM2dMOXnyGEW0ydQL6zaB0ezdd/BTH/89rcA+evRE89jXiH9BIBDYuXNnTU1NY2PjxWecsRBf1KB5M2aBx/bgpPUqZ3oxLwcaJhmnDMe/WCzrOPs/yTybXnOQptN+5jl4+bw/X44H52D9pXEOvabNKcu6k35+nJYauOzWa7ryh9eDE7Pq3nvv/dKXvhSJ2KEGqquHfiOgpaXlP//zP7u7u0FBGhoafD7ft771Lb0W6Mg3vvEN0E1M09raWlVJlXSZpTE1jZ99w0fkyqF449wr/viHX37z33/0K+/6k9H4xa6qbYyfdxDIYUphSaqSXu1knd2D0xx4fnE+lSu/rEfhS5pyF5FMp9Qwpfk333M+d55IyQwr6fWKuN+wAwiW9CjKic3rfru29D7UQAWns+6wnDGJJIFqiBNEfEmdZVJ1/kbFryB76NsukWmXiXbzBbIrjSctEUuB63Q/TkUX6dQWAj/iBFHUUSwYZ4RSMyzIU8BDXEKh4lvipRmEQ1iuuc4OIgqMQXFPhJEn6UC5WdSQAUrovDUiQ5SYpUBlDE/6vMRTnU7s1LeeEklwl84Nqv42ZgLIobaALif+WR34DDWXY+9Wo9/HkJ5nTy881rttd0OhaCb39868rWfqxFzCm6yKR5JJVZVpDU6aVQeYlD5AmkI8Y1B3yCC0E0m/cqdU1ZUS1PcRFVkgYG8PORnInBKZGqCUDsrKSK0rWbL915RmAnQRZCaYyXikWoxYw/oTz6y0YTN7Ps5M9CcAcKFHdfyGboscjo1ER4A6DBC6UVVfQ57U9bhYTs5iz2NosB0gT/QkxjoolpMYRKyO3u5+TPlGS08eFwWqMLyOB4jWghMYBBgNoWzR5GABZGo8mT5MeS4SOoFa1RYJQtuh4ms4jp0PkXWhaX07JHO5PX+AY301JHyM1LqScLT7CQliXG8HJbbnzzPsGTQNvYF+pkrYPX+eZTxeBmXtFi3v9dIz6wTczhCd5WaqHkEEUTcQR2RiDieFg6Jnup9klGDgfIBb9AymH7q061EB1ZPFUvQYq4TJjAFCt+PQAJBDeylLtSQy7WzBk1s5wdDbOKJxFKC7SDd3sqoctbTqfIBTwga3fdwUkfY6FcP4RshoCTKXSeRVieTsr5Wh9Ip7aJs91THJu5+i2yjALZHnDpakxeZT5OLUTUp3EfnHuYCKUWwqHpnomcxRDNGBtfff+8NEV1dUGbFRjydWv/GcPwio5Mnv8sDBgGJroz6gWv5IlkdR9ZhPcIazYjGh3Q18DYKKzPUynULS56MFeZ7hWugBTCfMBxy/aDVmUSEtcXSDtkyTkZl3ENxWY+LlVdt9nC2ExyJoBkHHD1T3s7agGTyVv1GrZSDW84fCDn9dUFH8HPVxyGpv4uHTJz9HIKa5LtatWhxMMYENP+PiFsXg0xiO8PVW2d3Drd107hjP5sFJh07Hg1PpJzU4v/jMS+yM6fPQbKWs13ScOPWZ8bw9OJVR8eC8RFLI6w16vcd6ekJ+//zGRu9ryMekki5swuE8oaamM5U6k0jUhkKVqVJJkvp5cNqcz/bgNEsenO58dRYPTpT3XmpnTK/pE8Ipd5TOe046vthI9uAEXjp9+kxjY8PRY8cnjG/p7u7ZuWt3Q0P9nNkzk8nkgQOHZs2a8cK6DaNHj4pFo36//8jRY6FgYOLECVi39UxbdVUcj2Sz2ez69ZuWLFnk83kHx2zAt8+/sGH27Bmgj5s2b1u5YqnX60WZzVu2VVdXgd50d/fOnTvr2LHj41GBnp4NGzZjR6FQEJVZuWIZFhjDs7v78OEj41tafPRr9G/avHXB/DmlZ0d4+P/88+snTZ4Qj8VeWLdx2dJFOhzgzp278dy4uqa6p6enpaX5+PETEyeMz2Qyz6x9HvlNTY0nTp5cunhRLBbFFvDtgYOHQ6FQOBzq7OxcsnjRho2bFy6Yhz/P1nsmX53mJ58o8KUgfhoFMguDelaDSmR+iiSZD+2dwoQaLGAWDR2Fsryizje5qaI8nZD/STKVBv8i6+Q3PJA8RHnMlxW5Ov/pqzWltyYmCaYlHMUsFqV2si/ZiGyZ27I9L+VPJXk6+qrsUUJ5SWks64s6aYRdZ3szLOwsGrJsmj1d3UePHquvrx/V1IjubT1zxuMxQeMwfEeOnRg3ZrT8Jhi9vX2N9TW6LsqWRMsRxa+dehoOEnJyStFE9JelFU27rNK1M6Wkrp7+iiuK/LSoQZF0lLIjzAERl8bCVDoErXSCDr1b2ouGKc6+pJihR1+6QvxQJRKKFnMrGcFSYf2VLHtkFY+zbM8Ei5OqgP8ZfK9QRt8p4FpRJpXhzD3jPK62UWTihOa+RMJgxOPMgvmz12/YgkGZOLFl+/bduGdpbKgH3UwkkmfOtEfCYRy5oJt6w3W1w+EY8uok/BTs27fv9ttvV8ORLMtx03TF0sOzSo++5yqWQx7quzBiT1F5WhLbwJLfPb42QURftDWgBX5bdJ5hGoMVnOYrVXAO1Gs6T0uH0nSqQVrMklZGnUWvqVR/f82z5asBHpxu7aa7zLB4cOKct2rVqpkzZ55P4SpJpT9HjRqlF9CxtZJUJVXS5ZrknTXeDLxuybW10fjnf/z1d//zH+DPoC/wz7/zhZvnX6mDvYzM1NbWhhPM0qVLKyLOVzUZZY2mO9ZcWa+p7Hh0qh/VM11xdfAt3+bjcsDLG7/eZK/2SzifCtz8ySdf6WkmufHuz338Wz2qacFXHnvT+PNZo1As9CVpqxDw+DTfVSX79VLrlPP8uuzB6VJwimK1pO/UHpwX8+3acgIr0haJoDXALZTZbZRQmRIKlSo9iaQKMBMWCRRwF8768SUEUeANpHESLxQrxhbbssL4CqKOvg3ECWQMbWRa9NEMk7t4q0R21spM4iU/6SbKA7wZHgrmAHL6xFeSG9kioG42EQg2SHoXFDWY346nmt7PTHQicAsIYkmrB+SJ3YEqAeZhxVP/oY7+PStTewu5SHASq93/in3JzUt2rHvc2m91dBW++x+RDa2/WHdobi777fvfuLmggkbuncEqlJ8s/3QqRYaYKP+QvErd5mTOkH863eAszC31u1JvdpZLlys1rtWXOQte1+orXCXf5iwvdhZwAXOrs3yds4ArnJuc5SudhRb5p9M1zsI4+afTna5tjnKWr3YWZss/nUqdMFX+6Qrf6SpZSjc6C4ucBZ+rZKln6nHOcZZXOQvVSl3vLK9xFnCFdpezvGyoVpQaXudavdQzE+SfTtc6C6WhRHrTUNssrT5P/ul0s7Mwy1mIuurmHvSbBlU4plTJl67UM41Kvd5ZvsJZqHe14hpX5huc5dXOAn7HxuM3pjp88+Lxv71i3JPFQjgUC827et7SW5eqAQk/O4VuAkUcax3380jHDwKO5aZ3qKb/I285bGFc5cgc5xi8mgcmijEQ7kT+boD6g24S5K8l0I3MpD44sZNHH31JN1LNyVcoDpDpgr+CR4KSgjEzXPNh/miAbjII8waJVDyKus/0MfnlEekzfUmrCXfxJzJpzvosiS9gObi1lRPVb49A1lvsIMzYGmM4d0tk2iWi5d3GauPYRytQEujUHMJv6VVPg7Wbpl40zuHBacjZ0Fl24s4VLb+Xj9suoTMmAKdRVp8499glxmk5kWldHi323a7Ld9Nw+XGqShrZCZhqZn39xpMn/R7Ph5YuDXiHIy50JV0i6bapU3+yc2d3Mnnt+PFR33C8gFJJIy718+DUjx3tO0qXB6fq78Ep7LO8XLQKetnn4aS6pM6YnpJ2U58zbR2nfYXg6DLtMvputHynWcq/mB6c2O9PfvrLQr64dNmip5569pabrx83bgxQ5cc/9kHU/NSp1p/9/F5wwV/9+jdgnzU11fX1ddt37MznCiiAdf/lX77z+jtvTyQSdXW1M2dOv/+Bh153x81dXV2PPPLEG95wh+4FFvvXf8efAJBdnd233HL9E088fc01VwItbNu2Y+zYsdls5ue/+NVb3/LGHTt2ffhDHwBGBWhZvBgCF1AAABAASURBVHD+F7/05be//S48F8IWnn3uhc6OzgkTJ3z17/+htqZm9Oima6+58oc/+un73/du3ZDv/Pt/XnPNFete2AgifuP11/z05/e+/a1vwsxZu/b5adOm4Gnz4088XVUV7+zs+thHPwj2GY1E6uprf/DfP7n91ps0bcXeH3zo0b6+/8/efwDadZ1V4vg+5fbyunrvkiVLtiwXyXLvduw4ISGEkKFmQjJACBkIZQYYhgAD/wxMAX6EgQmBkCEhjXTHJe6y1bvVi9WfXrv93nPP+a/17XPuPe/pPUm25SfZvjvK8X777rPLt/c+be31rcL999/93e8+dsstq7//gx9ev2rlF//5yz//cx8ey4BDuQLwIdeXSDQq1ergUN6pu7ZlFssVjGndqZdtS/yaWp5IaVKOUT7yl8qVwVxBT+9qrTY4mKdbV9sqlSo6p2VbwCtEJMgDxFt3HAEgzXKlMjgkJ1IYsto4sYpSqrU6nzl9gBMtLFeqmgBK76bSPB0vlcumcBwp3llz7Aq/v2llR/3syn4JnMJaQieiRnJAG093Mt1RQrXmNLQqB3NmkBlNzW/avP3MmTN9/S8vWrSgLp51AW0ODAy1t2UOHDpSyJeUcbBcKRfyhV07d61YsTyTTcM4Zk6Dgl5NpElJboMxI1Ugo+WKpWthjeUK5TMDg9B6yl9+deG84cwagnBXLVufWPB1Usu6Xxw7GMpx6sHCIERkiVNcdktOLNHsYgSDtRgBz1qLYiIRGXUhOFZEDlPLapalFv0MDCtpvVuUqT/K2TQvm4f/oyeiPKrEibElteSFXEo+a6RiG6IValN8lBOpJHNPGx/zzaRcKIvFQF9w7WM5r7yG78XxeBzmWX3TdUeOHiuVyu966B6ZBubQUB7A/4wZU7HqS6XS8eMn0cx0OrVs6aLzQP5vrYC+/9qv/dolUe19HUHfHRq4o888DHbNhniZzbjpmbYpmH80pho7hxrl+HFSeJ0G6VlATyElc91y6UoOjYmSh113R9Xj9LxR9DgvvQbncI7maJzO0fVgRlOIaXpS8g18uTQ4p0yZsm3bti996UuzZs3S02vGjBkN5LIVWqEVXmvALXbtolW/8+h/+ND//iT+LNcq31z/+G2Lb0zGLqwlcLnCyZMnv//971977bUtgPNNDV5Tg9NsMjgvRoNTED5dhGE0tpiquB0tO9WhUr49lVXjEIrrfvrTn/p8SbVd9We7P37DRbr/Hyrm0dyYHfW/O5uBrtgY99mgv6MzOF33sjI40RM6ERX/qIAKBp8hskh1wFcIErSvpaYjIArNWgPYQM+014gQ4A5ilpFOYVAZgm4CY3jJV7/DKUaEOoIAMgF5onBN+aKX10W+T07ioHGiGkAvEvPFz6oiZgm4RavlkaaZEq6nKPkB2zDFK6adoU/d6ikWwpLF8yoqRWLlKD1zAiYBbjr4NGEVxIHXkhHYRkHEE/9HHT5JYAaldb1LyGT+dzS8bNz14Uemr17x8ne3DO0fvGHiutmJA4fN66cvj6Xc1aXcnFq1P56tHTXtHs+Je141bxiWHUnUThh2t1ePeF4lb9lx5UXcfsPq9hygOdVCJJat5026xmjDI19VVYuxeFv1rGkllJvy3FoRD4jRWOZ8xZbz+NNzbXfQMLvoWWTMYs+YsNfYxdpWJO6cZLGO7amxih3iRlEv67lORdVKoxZbfdWI9Cgnxi6beDQetdghKdZ1VKUQjWedUYtNq3oSbSviATkaS49eLNpvuqqSt6Mpr2a5+bGKLataJRbPVk+ZVnbsYq2IacecU9LasYutDaB+5WXGKBZjHE3VjqFYz4mqMYut2B5esjsxQDUM0OjFnjDtDuUkUGwBy98etdjTUqyhi027+GgwVrG1sqpXYxggFFvbsXuqt3VS2ym3bs1YMuO2D9w2beG0SDT01RhDjsXb+y2ueqwau1P1PKqmfYKLlE6Yr6O45uAL4uN3Mdcgubw3ERcEQGhnZbkdZ2LmWiKIWIMogVTgo3TzyzUYI8U2MYvLTW87UOITO7dJqMDTeZHBKqZj57rgoCIDzMtRTiDPskhsLiUOCrgUJ2ZX+eTL7Eq58mwVdHO5UGM3iDhrlogmZgQuC7U+lknZzk7xaRwRx84DpKqjcKCzuJSNf/DG0uDk5vCQN1oVfsNqMjOCb5SaroKcMTtScWpviTtm1Ir4nmnl86IZ4nGOugt4TA1Ot6XB+ZYJwDUfmDfvd59+Gg/iiydMsFpD1gpjh4cWLvzsunWv5nIfvf76dMtFbSswXLQGZ4NfMlKP0995q+8kUcuu1p23xB0zYka0P0DAEqrJyAzrcTb5msPeOlUj3W3uOR4vDU404PDho52dHfv2HZg3d/ZX/vXrn/q1X7YjdiQS0XgMYMu9e/fPnjUTWQ8ePKyoc5kcHMrpX1esuBqRfQcOzp8/92vf+NaHP8StnJlMpqenJ1wLsJy+s32vvLK3q7MzFosBL1FChrvuumu+/4MnotEI4MbNm7dqv5pIBwAZT8SV4U8YJC5buuSFF9ZNmtgNyOf6e1fu3bMPCJllNbfg5HL5YrEEHHThwgXRaGzWjOmehLVrVz/+xI/QPCAZIgOJVwLOsFgsGhOKZ+PJZO7c2c89v2716hueeeb5lStXAKDas2f/HXfcev5Hl6yogWbSKS05WanU2jJprcEJi2XTKWBC1ODE0bbFaS01OOmklBTMejY4sVgst2VT1aoTidrodSadDDQ4Hc3cAgaWSsS0BifKRGatVVmTOPAtDFnJ1+B0SE80LO0JGadTY1U0OKV5/okos1G71uD0xG8qWg5kzhKqYDqddEQitBqcCBvip2Qyfq4Gp+4XMqOQRmaX8XRHe3bVyuWbt+6oVSrlUnnq1ElDQ7nc0GB7Ng2zFAv5WDxeKZVSqWRuaCiVSuB03TwhoikUjsajXoCHGLVqpaqFQqlUKhqc+YLojEpfYHb0V4+sI25yRYOzAsvAbrEoZU1RstbgxOloHhAgC0+6VjEZj/nfdkSDM2LbIt6Z0NqowA6RWWtwIgcK8QQfIuKIOkxLyo9WqMQZwWtxOpVECgqRE1OBBifFSkdocNpU+oxrDU5UrqeQeI32pHnin7ZeR4O1qdEY1hWLoo9ohtbg1KbWxboXIanLJRDTS0CtvJZIJ64A0jU/dHd3jrhW6Mjb6WHeuCi+65sV5GukGuYRR3m+X1nzHOZlyGuOeSENTnQpKl7rjItjcLri2VhcSXuBl2PtVtrV/p959IiYnkeDU11E+iganOqi48N0N8N6nE1080rR4Dx69Og3JOg/YeLPfOYzH/3oR1UrtEIrvN6AdXT1zIVAdCoOt/DseHXvkd5jC6fMaX1geqcHY7j6png+CXbXhn4NcToD3U29D8Zt+BWQc81YJAaAczA/NC4vnyf++o/kzXPB7+7+xA0XL24+WBjCMRGJaRKKEhcrIY5mKK7RXOXHBf1t8jUb6Q3cV41/wBd/QBdt4gp14AligQBcgDFUjtGvo+cSG6B7VS2xmWcG+kf9AZ3Q0v3mTnEFKdxNIBwdtwhmuV7c1V7js7JQOCATRIBxUnfzrOr7jup+DzGG/AZCmIlF5IFpJ6XFveJLNsn8WqfT6VMDT1N1D4UAscBPySXijnWLcDdt/qrRTWIwr4iuZISs0PhsMjWrx+mvtfvdTESruh6ihuiRP1Un/0Ed/SzRl0k/q3p+3LU7nf5ae33iso5ZU269baN6+uDhdROzZyaqMzt7Fv3TR+6vtMcu3ceBN2mj4rgV+/q9fxs1PtJ6cZgyMfHAKcP1Ts7j/jODG2STXlS94XApW3veYi9JeBOK9VR00Lrn7x9beXSb4vXJmjntuutW3pYomeXDBa/NsDujZr1fnflXdeJvCToCU5z0M4JHJsQbcJlEzPa1JElrl8ipZeII91kuN4C8XMgpcUJ7nD5+6Q3YIpBJ/rS4zNU4KNfgOjqhjc8kixpxAJBYrcXd9J0bm0HeJ0pov4ME8bPf4TUkNo2ETixtOqGt8nqC9uByBHQT14eO23h9QDOIWfao4g6im5lVJHTictRxhy+xWS+Jo2PxzIxekPD9EgFU5hyil2ZcwdiLDbywNNm64xUae0BH8DjDxxHpboOxESCgwRsWP9vxqaz2lrhjxiPy4UOJ3naguNl8rx6ur9lMGVODU7mX5Y7ZCq8l4OPZ8smTeckXX7WtV4ZWOE+Yms2aQpFpTyTM1lRpBYYRGpxhxU2lwhqcxgjdzSAuBEZ+8ZXvvADaAHC+Je6YsUjEXwSeq7mYmrXZ5GsO1+A0hnE6h6V7DU7nmx/w/fqTv/of0unUxo2bp0+f3inOJ2+/7ZaDhw4/99y6q65atPqmG7Zt23HzmhvxjTuRTORzeeAxlUrlH//p/wFzuuH66yZPnrR8+dJDhw4n4vH1G7bsP3Bg/rw5CQBgId8PH/vYL3z3uz946MF7Ozo6vv6Nb7/7kQe/+M9fWbp0cV9f/x23r8VAX71s6XUrV2zesv2rX/8W8KRrVtCTym23rt26bfvx4ydOnT5z7z13Lrlq8YaNWz71yY8DQl557XLAlu95T8OfivrVT3zs3771vfe852HU/o1vfufBB+75f//ytcmTJ8Ri8WuvXTF1yqQpUyYtWrgAEOZ3vvsY2n/L2tWAWu+5+44dO3cNDg0eOvzqXXfcctuta/r6B++9965MJrVv38FP/Movfvs7P/jx959PKEKczxoNT7OBL1TDDHyQGr6rVvGqKnRH/hk4gTXFIawpn2LkB+27VDVcmOqiNLNLknTMB2YaFg5n9v+0DM/370ofra45zJFs8xS3eYp+gNXVBa5u/V+1I1q6dA3SXe1q1Ws01i/NaLqS1V5dmQ0zBAjgdSuviROTU5rcSeg0ElmSBzaZ1DDw6TN9E3o6BTT1T/Rd1Brawax/DLqpzEZlyh+CputX7R/YbfRXNbspP5mhuOc1jEBHtT733AhZxlSNvgSNMMRLcKN5/tg1Sw5qDBXC6kLTw5SPUYEf3UZ6yLOxCprn6b747o51YdoGqmlqv0ZTuxdWrz2E0c3RpnrrLn+Jg2GEdDSbxyDdP4YYKeFjWHczXM65GpzD39GUN4qypkY9yd5u7jdSobt583ixGpwqxJi5cNw9Jz2su9nU41QXqcEpJahmfNzDzTff3N/fr1qhFVrhkoYJ2a7/8dP/+bubf5SIxjcd2vmT/+uTv/XuX3zgmtvwp2qFd2zwxtbgPIfBGdxr1Ih7jdxNXHmwc/ENdLCEt7vc+PAzyoBbJv3Si//xrovn+ONjK5qnhGzq3+P8R3XNUvVTGrullDE6p7OZri4rg9MSjUxSoDb7EptkUPUTvwRyABgAoEVU3NUiT/ZGIV9uI3JAobuA0Om7glxJjKSwQ3QErxYMcrMkJsm1MmMUa6ydJv7R/Sh5k4RP4j5SUtpPEie1JJeLJ9vtPuMKhaA9HYFnWpzF/KdJw0JjkL+wRbxiLiFvDDm0IfCdAAAQAElEQVRRnbJIEQMEosUmSweJbuKJBJAncgLRRM7Oe9WMX6O/3NNfIj568v8OFqZv+uGKs4MrOzvusq3spPSaoezAmcEdsNDCF3eUKo+fuqPfiF54A2MrnCe0Vzpmb1lqnnW33vtSzax1Hk7hVXZKX952I1f/cJWXtg5fu6Mv3qda4Q0EzzG7n+pYsn6i+ApWnZl5U9pu6d0WP72l2Nv/VGdmw4q7tnSlD3FPQPYGNf9/ctUX9xJQTK/gFgEsCqxBM8o1CyAzvUxVTnLNtt+qLL0GbZKqqye4strEXXB+E/3KphbJGtwtnmktXk+43Gaq0mFqgnY9yCsDrnKJuXROi/VeOyVipUW5SlxHmiYJnacJT7olYY0v4EUGK93Ns/YaLjKbudkCS7uwnXnQTmeIcbYtK55py7wCoBdAOtFyXDTomTYuXTvts8bRqdx6ivtGJ6jxD15I3cMbrsFp+m9PwX0zpMGpKRnB7lLkdOuu+Kp1Y3YUWO5b4o4ZtSNG8O2sqcQZ8k/7GjU4x6O/rfAGA8Yoi4++hjG7ra0tegk2sLTC2zhELKsrkSg7TqKFhbeCDt4wDU5DY3taa9OPB/7khmlw6m+s/udI3Fnqbl2+zLoxK1pQpbfEHZOS1cFLpv/Pf3P0v1arMF/zHE5nOH+D06ne/ACQMpNJI7Jy5TU4TpjQjeOK5UtxnDtnts4zbdqUc09cvnxZ+M/Zs2fhHyI33rDy3MzxeOzRR30wUuOFP/nB952b7YbrV97QVPFQADVHZJg5Y3oj/u5Hhsnm4QP9Iw8/EFRBJYif+MB7z61i7c03jazxetZ46zk5p0+j1MWj776AOJ/wnKiK53o+/8nVQnniJdJP0dp4kkfIeBIz9J/ymyk+I/3g6Wx+sa4W2tMuJb2Gw3/XT/M046pxpq7F1NQrfz+6L9DXoGe5XrN5ujrtr5KELc9vFStlIX7zNJdLO6SVojyBRjyhGmPpmo1mY/HqLuOPujz7+bUYvh1EwkD7yJRKld8Y3V4dcQ2/L8G3qIBN5vrm9ct0vUCS0C9EzvPqgege9TIN/TjatFWzRooXMoX5DX/s/N0JYrfAVu4w67HMZorfZjbZkKL8fyiy7jZ64QVWVboDSu/5cwPDBiWHJ1JovILhle4Eo+xXr83QPEXvMWxtKLwUwQhIHW9S8Br+5MKsSjPwoucO52UOy3NxOpqjaXBe7LljHO0L6242WZWjxd3ROJrqPHH1OjQ4lXcOj3Pcw6FDhz772c8ePHhw6tSpv/Irv3KRepyt0AqtcP7wrpV33L3sZtuyDp4++utf/JPf+Of/tuvY/t9+9GOtF9F3bjiHu9nE8FQD52uooTSxPRXG88iANPVTp2VatmU7dacvN9CVffNVx6f/0q6Pv3/Razmjb2gAXcCbp2n7u458Hqf43BNPg2YY9/WaGpxNfNcI6W424peHj4Kv/6h34EdEE6OTBd0cJN6g1e/ohFaATPKixIctsIG0xhi2Bp5pB+nikrKdncQqEABCACIF1IFEEjqFB5ZcQnAUIAROsTNESoBeJOeJl8vtKruaCASeJ6yEGlxHKIWFDBFYTV+j7LQa2ijinfNV5RQLBP5qZegR184K5HmCCn9ta1jC4AsqPpk+MJEIYAZ4CbloL9ElZlyEAMsHmRMAKjCSab9K5lluY9vAi6sf3uuc+U+e+3tny/f94MmlZ4eOavPsnL/Vm9LfvrdSqVfr+D7ixeswh1dqi/IdPlcrmI6VjMUBtg5Uc9lo2lTGQLGQSSQsav+4vaWBnnin66iyWbIMK25Fa65TqlZSZsqKqrPlwWw0FTHtek0N1nKdyQwe8HLVYioSV47lqFrJLbfHMqhosJKPebF4PFJxq45bT9kJvAKeyvdPzHYY4ugjXytlrDTeBItGMW0nKOnhlGs1Nx1JApM6Wx5oj2XRpEK5YlgqGYm5yu0rDXXF29G2qlFBCciJxHy5lDDwu4GuRa1ozIy4dXWqcHZStgsVlR3KhNhuFEYoesX2KNs2VM1bbiQZjeH70lC1gB7hGbivkOtMZ3Tb+spD3bGO7n534nMD6ODEU5WzK4/Uc8mslXYK/akNE3qODeEdNe/0nk3ubU+kkQflZOg91qgZVXRZWxtGiKt4LGaX65QJSdpxGOFk7uykNrYNhkXzYFi8kpVUKRNNosyiU4JtU9GEaam+yhDKgRHypbIdMeM2IGv3bGmwO97h1lTFLKNeGBYNLlTKSTNpR43Baj5hx6IwgqPOlPonZnhRKtRKuAJY9YijnJJb8geomo+40USMZRacUiaShBHOFga70m3aCAOVfGe0DeWUjGLMikTMCGZUpeqk7KQVYeEd8axtWNVqHYPeFk+hMegvCqcrWqNac2s0LKyNmaASsZiF8cWVJ2HFYITjud4pbd2oqOrWih3m0I1XT9g8A6u2L7dv/+l/ufu2vRPS3zKMst29KjrrQyo5Q3Rq7yEGSRfTitsUav3i83klqdIDz3G5pRZL4i5KV2LN0jt0lrgj1iDFONeKu9p14pl2gTih1WvQomvZ2GSu1vKrqnLIhzyxlgGjAoks7lPVY0Q3MREHnuL6pbvaPdxRQSp5iTxLrHoAkJQB7qdDWrfCLRREN7Vn2rJKr6Tu79DzzEkq+Q7RBr6eFNLcJt+/7tBLRGpxVsOlNrmbL4vT3UWsffyD8Xo0OMPp+rYhHsbkjknvXnbdvdLvmLa009O7g/2XRX+Hr3mOXyPlezVovuGOSG/ocapWuOKDwcWvluE7d/KSkOlb4W0bbNOcEI8XHKclwNkKfjCGaXA24gFmMLoGp8/gNPz3LZ7Few3TTYv/A2Ryhd8xxb+l9ghqGj57Sqtx+yhvg8cZPCH4foOaGpyh9PHU4GyFNxgEuVIaBJOnI9UA+jSk5jawTa8J6GkKo9cANeuG56OCntv4TwOFUypAyPgw5Rk+qCYnCyLuBSimj4L6j1wqACAa6X5mDdk14LG64UNw0h0Nq+r9B/ovUxBOXYrhGp5/Jh/yXP/7id8cVuCDlILhaja2G0j+6f6bgp2qAHJsts2HPV0NqQbnyAZ7wfYEThb8tGkrv84ADdYPqEFndFyZRghhFtTWDQBS37K6Z7q64MEdA2h6XrNtjaOGGRvt10YT1LOZrdkzws0NxFsZKjC1LscUlUTPC/8LOibczWAmNIqsi+F90DqoMXwielI33dbV41KEmTNnvqlvLvo9McS/VCG2iTpXg3MY/zLM0Tw3HuZ3jqaveTFxb7T4G9LgPJsfLNeqKAFfhjoS6eF8mtE5nU1vSN6ox4CjOYy76V12Dc6jR49+9KMfvfrqq3/iJ37ilVde+amf+qm/+Zu/ufbaa1UrtEIrvLGAL+Zad3PhlDn/75f/BzDO//PUl3cd2/djNz6QiMZXL7gmm0irKyPYtp1Op1vI65seGkieaYR9GoTvPmrEHp/QPc8vxPD1ODVSmI7GB0r542dPtafbrDdXpnvyJz7+/td0Ah7+TvSdQgR4iRdoiWnU1tcVO2cfkwqxVIP9ScPSGxqcl2e6arJU5lqBE3YTpQBuATiBDKr5pHkhEeBP242EG4deEKG7ThKk3CqhBWASAB467hCa5jZhUF1PV5AAIXwupvDAUsvIzUKZZFAliW4CDwS6WT1DT5Vtt/KZoXyUTxKkXq3gubVeYicAPi0pGZAn2oPE0m7VeQ8nS349CaOJRUwsvEJ9PsMmwhqfQnSzcoxnddzKRGIw7So+gwyz6kl62gTQAhAlPpvqgMBglGvO+KX4TLty7Lv7nv/Bd7/hFUoHnbp1uG/O7rM392784IQkr3tVkVO3alkzWizDROJxsVBzvHqiFuO+0gKesiIRz7XzFc+Lu6Kp5xWqFdvM4mmwahQBrVVMy3G9YsWqR01Ei7WKsiIAPmvlZNkcsGIRiqI6NQeIWi2p7ELZrRoRSmjkqvWyilWiTs11Hc91LGCi0UKtOJQkUQ9vKCWnXnOzpl0te6U64DtllOv1SiXuxl3DrKMZZiRqKKtYtuxIpWabeKFBogVM1LXqZhEl4Cwk5ssG1T9sB82ImFYJrazEi+7AUILNqFCAxDBqGTNSBA6n25av1Yx6shZz0M2CU/XsqFe3c5VaJN1nW2dcL1ouR3KWnVeZWmLXvO4Nsw8vKG37+YNnrs7ErOmdB65qexJDv+f0kl1/+0tVa9CI0ggwpmvF6rW4ZxeqQAXF2rmKWzGisahT5bu+V6MRYoVabijJXx3XrdTdCo1QgRFc4JNK0SzVeD1eB9xcqFUMJlqFsknVFYvvbEi0rbTnWjWzgOXpWBG87RYqphPB9yUH3amZtk0jJApe/6DImZQcB0Nm1NIqggGqNIxg1pPVmIO33VLdcWFMJ5KrViIJeihCmXlMDyMLZKrsFcuU1zSrAGLLUTeOa2O9WC1bkZipzEo57tg5FbE9lllVdhwD7VrFmufAsNoIMTQ/4shYqCpaWYsVa0NDyRjd+xnHXGNoXXVm1D4+J71nRkffyVOHvvS1oTseWHzNnR+ITXuX4fQT1Ox8iAuTexeKgU/XHVynBDK3UBaXnmnPqMEXqVjJnNuEb73AX4MdshE+9xLR0MR8VUXiK3QDa0RkDU7112Bhi2q7g4t9SOjaRpTQpjObnEtKbL7Ac2NTiLbWTvF0LEzuq9Do5l5xVytinEPriLYC3QQOijy4jAD4zG2Q3RKdbLkzQMQUvSjuFHRTi3HavJigvwBceeXJ8Fdejq7idQAlRKeocQ7DuJvDj+ZY71z+HVPTUnztj8abl1LJaDRXdk5c2XfMZCSOxYWPtv5dEqCXRjdDd8yRGpzeGBqcqqXB+VYKeMBxPO94oYAr5ETVCq0wZsBdsr9SwfKutb6ltoIfLlqDc7jupvgJaHjFU42cuHEmItF8pXTF3jGPyx0zgadKcespb4tmI66/LwfvjOH4ME6n/47p+0kK1GHG8bOs/ojfe/as4zhPPfXMsmVL9+87kEqnFi9a8MKLL7/n0XdpGchvf+cHy5YunjlzxvHjJ06eOr1z1yuPPvJQOp3K5XL/8uWvXX310tOnewcHBh955IFUKjVqLbt27Tlw8OCDD9yLeF9ff1dXU+RvaCj3rW9/Dz+1tWWr1er2HbuuWXH1ho2brxNqqX6K+PrXv1WpVu+9585vfPM7a1bfMG/enHOfK3Duv33reyuvXTFz5vTt23cuWrQAn5gav37/B4+nksk1a27EiadOnZ4woQfFDuVy7W1tupZisfgvX/76DdevfPXV40h/+OEHIqHTxzJd42g04qrBIxLQT//Hf0L09B+hzD444WfX6V6Q1fNLVv4f/oYBfabvZyuoR59iNIjBQSP1L0YQD/wlez4OqstrRJs98itt1KJ9TeufdX2qydwe1tSg36oBzhkawx9ZixH0O/gO4zfPaCT7pSnDb6UuTW8u9ILt6So8BEo1m2c0jKw7Y+g9/f6jvQ+C+sZqQCy63GAsggzGiOEOTCwxLHlJZgAAEABJREFUt/lT0BZN2WycGDJIYKBgCMJjZASjHxghVA+vkyHzh6eKCk4U8doLBEFkh81hLe+qF5ROeSc8tJ+/p11dXerNDJ7na3AaIU1N81JocJ577CsMVR0+rCXi8fZ46nVjlOfR4AzHRz9WnJreEVyuVFQy7XneMB7naPFhR3d4XKkmX9NQw/iaI+LjHo4cOXLdddf91//6X/Wf06ZNe/nll1sAZyu0wqUN8WjsMx/4NSCdf/DV//X4jheQ8qGbH/nDH/+1WOSKcEI1c+bMn/iJn5D9j63wZgZjuAZncFSNd6qA39ngdPrfbfUTj/bdoTPphyPcKaOJXKVUd+tnBnondV4OL4Jjh1MDZ+quC7QjGY0bPmuT98HAZ73E/W+14V1LwdN68ExvqMYj++XW4AROGZ9JD5NkUBWJbtIz7WYiGZGJQpZyCDeSArVNgIduQh1eXfxDCuULwAOQA+REyN4gcONusjztLAEMkqUWEykBhoFfiVZuEaRkifiPPcCcBEU2kR7qucyvdTqLr/joZm6TEECFpgnMQ/vPRCIwjORCgigoBDgHsBM6oe2hD0wkArYEiILHkaENhGkBpqIBAFlxOr64og3odXwWXWUCRAHA47n9+374xNde3b1pCtCz9gmpV3uNM/b1qUnTU2gYum+3JVAacBQ0ychmAAzXCyhZEvtpASOWABKDf3Z7ClUA8gFKZERTfiLedTvldICddgYFoli7hxqM6CxsZUTa6hbbZmWSMK/TS96q0ZZFTiZmExgIIMc2ajTJmsWnDSuT9topJWh3oMw0foUlzfY0ECBkiOic/cqIA4VKoEye3k4SDZoBbNiMs2vIgHaybYM0rJlIoWv4Z3ezaxg4IFhmIusm6U2URvBIkrMDIzCxMzACehFNIgWIuN2WAtKrdvT1/lFJXT1jyvssc/1A75RieuWO01/OpDvKZ7/oqJ5EckrGPUBgJ5qtdt7QHmtTdbloW+kk+ovaIzBsO+ckEzMJjkXObxt6gQdjK5322lg7jWBl6oP0Pmq2pb2KGKHbNwKmkJlMwDIYNbsjqXsBrItGqBK8j3QEA4SuRdPsRTlkhAxyZt0YsX8awZVRS8EIWeZEYrs0CWV2YRRSqEU5ykIz6lwRQOaMCMvEn1Ymha6xbTjFakODcSLG158JbUl0qm6S9WSlxAinVRSTp4PDJ4nSi3xghH7OfCuV8bLSi7hlPf/q/t/vnvlnUWP9uv0HzOzyidYrP9q17fGjsz52pnzb+w91tx1TSQEysZBRQtsN3GdAguMy7gPgctOOo8/QPWzHrXQujeVp6DV40l+D3Eywif2Kz+e+gfJBUiphea7BCbIGj3OBt9/J2Tu0nlcYWJt7Hx1SKtEv4KDIRu7mKzS7Zo3nNhIZjU5kIgmdazhehe2EJLG0cQqvPFcHcOxSLm1utqgFV56t/NVqE3TT5PUKiVqXl4TvTfRxjaIqJ3k1MC4HSaixB5RIp9GMG8awdK+Z7kuQ6Q8MgR6nBgB1nkQkXqyUnSv4jglcMw7wXt6fTfliopHOhgYnt9cHyi7a4ZgX2gs1QoNT+XdMn8fZCldy8MRjW02pnWfOnC2V5qpWaIUxg+O6Z0olXNby1apqhVZgGKm+GdLg9MK/NlIC1U6hW6nAP6TcPjWxJWbHitXKFXvHBOxnGWY8EhXFE3nHbHI3dTx4xwwwJZ3e5Gt6zaMadw1OHbZt23Ho8NFkMpHNZnp6evBenMvlM5n0ho1b1q5dDYxz9U3Xo6fTp03ZsnX7tu278oVCuVSeMX3akSNHlyxZNDCQK1eqjz/xo4MHDr/3vQ+/euz4wgXzR61ox45deBLo7x/YvHlrR0fHi+vWT5ky6eCBQ2f7+nfs3PXf/vi//OtXvzlr5oxSqYRb0N69+w8cOITM0Wj01lvW4HRUcd99dx07fhyo6uYt2wBwnlvFwMBgsVD82te/NXnKJMC06AigU8Cc+/cfnDhxwowZ05Hhn7745Vmzpnd2dPb2nu0924eeHj16bOW1y6dPn1YqlVHsE08+E41FgAQcOnR4/rzz3Qlt8XcRidiGU0ccw404xi6CdNMEtoqPJRH/aGnmIjNr2UQzdKKhEMeDE06xJB1ZceQLh6DLTp3ZUICAUAbi+AmV6DhqtFGB4/AURR1G2Q3AKYT2RehF3I1I83iiNJu1E7tlSr3ORsrHH9RiG3UXrbcqJk9B5oiNOqXZLA11sl8enhWRXDfEP3CdzUObeTSlFoM+S6gNyROlPVXL0en0QG3hO0w90uis55tFmmewDEnXDFF+yRH/J65kw8coHHUtYjGWyT6ydt0vi8iRqffh09kYLSOjwAzMbKnGiShK97dq2rRe48Gfzauxzbau1++LGMEMmu3J4y47Ypm6F2wt/7J0+3mizBDuuVae5Vi2/ByweGleq8aBwxBLZn8KSV8MfaJsrtcp6IqYWmewTCnNaTTPlauNeaG9IAODgxs2bj169PiPvefBLVt39vUP9HR3ZdKpZcsWo+RDh1/dvmP3Qw/c9bbHOHGp+cIXvvALv/AL5pu7e2b0YDS5m8OPxjAWigrxMkfGQxxNcywNTolXazUN+gFbNOLpJmapLuaoGvHzaXCGuZijpvvvzK72XaDO5WsaTU+2TR+Dw/Q4vWF8TcMYU4PTu6wanFiWg4ODjT9PnDgxY8YM1Qqt0AqXOqTjqbuX3QyAU//57Cvre3P9UzuviC3aCQmqFd7s4I2twWmOpvEccBlH3HeM4H6h9+O1J9JnC4OnBnq7sp3n3+o4nqHm1E73n0UkG0/r1opHe9e0fCeDfq/9uArvqA3vhxrO4FRBfu+y3DEJvMVnECQA+Ad0k05oN6jMDULk2kRXkFlxGtn3fdI0ASfkdxJlyQpyMPS8ar+LMM/g85J4PSFSIJ2apjn4HFENAKXVs9S57LxPPM2uIwyWWkKkJL/d52L2P0a4MTGHTiMBOqK6gaf4E9o2+CIZWqn5xEuGXqaSH5CV/sel5EXEqCjGuYZgxsATKrGYmn/lo8QvO+4i6bP/aZWYoWKzVPkw/3XcToDk7L+p9HWssSoYTNvNhFuGnunPT96+bgNMMmvp9Ef/wx3ZPVeree1q4hzV/wSR1Hi34Kb7RZ20pPp/JMKBNvEelAwwlS5QXyR8ErWIFgOsAqwC/Lj3W6rjNhWVnGgwrZSjxQDe4I0I2A9wHeREGwbWiQyqSYDZtFV6CmGws99VXfdLzs0Cz/Qo5yx9b6KDmC+AkGHP9ETiQIPr2DZMxqFNBKeTk9hgjELXu/DypPqfo9fQRLfgyvuYE6bo+yEbnIgQ5cVwt9+Gd1E1uF68hkqDi7tU54N8Lux/iqMW61LlQxy7ths51jgdvUDXAGkz8Wau5P514jXUFInWzO9+qmurmf3H3zpypLg6E+9RhT0f/YW9E7Lvquf3TLvu737htkcf/+JB2PzdP7f89++ZKk5HXxYg3GAvMGFS02g0DEHnvWKEjQRcUxNYHSZqx900wsAzBNVSE8nJy2/gNMaqGnyZcwldw3zIvaw6HxAjrJOZ1kP9yMph1baWZj/7PQLkcdufkxhKrILBl0j+Y9d2sssd94oRniGvMdZJxrBbUNlJBBrPfp920znRAFgGp3Mor1d4O8ZQ4pk4O1nmzA9ZeMRSeVGjzEzgJOHSuIdtG3iWqHOmhzhlfiPXHYYSzYj2qGSEyw0Z0F8YYXCLYPY9HF+UD8sgYMmQkbyg9+jC999t/cZfXTujkPjZD/7DIx/4p7tu+PKHP7b59KC34/lXli4f6L79AyrSxpKx3DLXiozlVpoC8DanU5rAIcDUoeekuoyswXaVWihr8CVaEvMQfYlNVYmFnDkkYYsYJxYmZk5iFrcXoAs43Upw5pCmOZUthLUTs3n6ma+xRiSWjwj58kZaEuAoeo225bYQVOZq9UgSpaPsHuKp9Im9isun9+u8FNBd7TaRAb5WtmWsV5138/qA6xJAfQCuQJSxvtA2Xs3Wy3RaTJL6IGz+LiaOe/Aae7HP1eD0Ec1QvJHuikssN7SjtPkJl+Vl4qmBUu6KvWNmYkl97yOuKXhnY09xU4PzXKamNzJdczqV3hAVxFvhSg4YuN58Hl8F+kulIr6GtHi3rTB2qLluSby5YLbIxojL8H2wFa6w0GBw+mxFFWhtGkbA4ByeLnHtD9P/HGk0ttb6Xl1VOpYcKuev2DtmKpoQ7hRhHq3hMvyNUmnmWYOvGX7TDDHMwvmVf9a4BNQOIBNwy9Kli9vb26ZPn/rVr33rzttvXffSy52dnUODQ8D5kM1xHACBxWIJkOHUqZMBcHZ1dw4ODmkyWTqV1G5Be3q6y6XKufcOT0Iun18wf+5LL2+4asmiPXv2Az7ER+AJPT3PvfBSLBYDlhmJRPbs3T971ow9e/c9+OC9hw4fOXjwMADOW9auVvIWP3nSpGrVyaTTvWfPntsRHNG8BQvnrfvCl6ZMmZxMJDZt3ppMJdvasuhXoVisFqq5odykSROee27dPffc+cQTP/rAj7/36aefw0f/Y8dPTps2FYW0t2WLpUIi0YUSAHyeH+AslSoAd4E06WtgreYUiiVAUDXHqVRrxVK55tQBXFXxt+OgcPzkiUYjVkSlxgx1QdeQTZ/oBCcizj/qdFUKZA74RABpGE7NaZ4ocb/GSlWxCnokAqyn+U5I1HBazfQz6xOrUgsaV7MtFA7UTIlsJOrU2FulWrVKJjPXamg/hr4u6eVKzTDKGravi6wP+lKVBwZHl1ZlLboQpMuJzMzmaTet8ie6hu4isWiZuv3h5qF2xPVyYPOIKRpoJUKtJiYNrOTwxHroRKYrefJENoOzhqUprlmeXnX0ia5fozTPkuaFpyxKq9kOOiuTn2OhjYBmE6yVWjTFtMZeO3r06zLWdTpkqlpsMO2JzBhcrcGJuOyEYF/0uwNGk5gTvuBUHcyNSoW14Fe/L9I8jwg33VLBCCihzubgL2SuFa1ShY30dPN0sYir8wZM8kOHj2Kprt+4dfmyJVg1A4NDNZmisNzUKRMBf6p3QMDH55kzZ54+fXrixInj/7grDM5zNTiDFHf4e9Yb1OBUSn/pNX3O6OtncI7G3VQNbuXw9OG8zFg0gssl4jErog0wCndTqcbb9bA8KsTXHJlnFA1OI6B9XxYNzgULFuC+9YEPfKCnp6evrw/XoJ/5mZ9RrdAKrfAmBMCZ189d/tJ+inidHOj9y8f+8Vcf+NnuzJsva3GhcOrUqZ07d65du9a+Yl5d3pbBv8M17o6j8jVHaHCG4rqEsGMLvWUoFolZholn9sOnX507eeaV8EWMG9BOvYobbjwSjQtNWe9y0rqbhmUZoZ1T2hut30fXHcbjbOyl9TU4VSN+eRQOADkUdhFDAsYGOC2/mdxKIAFIRJsyN/GnwjYCMxaAh61EHwEnaJomQZEYgTEjSkwLEClZnsuJ0+Q0BiPKfMVXCOHgGQYInPZySbm+PYKxOQREAfDv+z0AABAASURBVEQl5xP7xGNE5aSqDdABJkoGmmKlVHIOkRUgUsBL8MECYFV0IsE2AnV7VfpaWjC3UcXniMTmIQJX7XfgVYK4F3LGZhCAJJlsLUEm+s5dqWLTeC4SgaV5FbY2MX/Oylk3v2tvtit77QN3WvUTbAxBl5cEnhGuJ/IDgKyXaaX0MiJPADI1MAwoZeBlMtKiE1iykyNmA3tq0xEY3sE/sytVfZBxygFq2qtLUAdAF8yIMpFY2E68VtNYCzsIDMNoQxvYTQxN7RQtj2ZjeDAcRH+vIrcVSA9qpD/ejYSjACOR23qQ6KYSHDTSzubRFEeJ57k1GevFBPyQraQxqjorghnZi/0EmYBuomtk9C5UUTEaAC0aocDE7CqCTJw/guYSZNoo3N8ODjrmc3a1Mj5b6tv7+BN2dcqsH1szsOfI9sFqx3W3z/+3f3pm6wtHnu4lorz8tqVX37k2mD/LOH/oEFV0W5m4U4CrCDE5zApC5lpddQ3HCM0g2r2YUBm9pF4v7os3MhHIPRLxr/N+2hkAYWyS31/MqKbQ7DWcD8X9Is56kyRuJY+Q/pn3cNSAbmIm0FyLhOv8Cv/MLBckUqBBGJzj2y++XhuLKMOWo9kZ8beMrsHCmkeoCdAc3110mIw8MDt1Z1cQZEUiKZIRFk55y0WqfIzrpUN8vRKDzHA3gOYuE46VRYR5zvE9KDq43qv7tp/Z//jtDy+5f/qhWKIQT6bbOifcdOeMebc8QtARw4TphElY09zNa4huwubU3VxK4B+J9DsdoVdqKylauSKxSVjdIwgdnSINOyzczWtlIDaxAbT5IVmtd/m4eGwK/zHxAKcEodOXBRcXS6K/mMyYOXmR2LSz7D6GAGaBJVFmUjzToj24OmJuOH0EoYFuAojFsqVP7GslcYfMf4umMDPMSUtu54j4/Y3KzDnFid35EC2JiT3uoYFc6j8a8Qa6OUbcUF7o3CCuXfLhjhOzozE7UnFqV+AdEw2LRaJouGU0Pezprc0NDU634Z/WZ3Cq0D7dYXzNEXHVCld2wAfCf966tT0atQzj6MAABtpqAZytMEZ4fv/+bCSStO31x449smhROhZTrfBOD8M0OPVnR39XqM/abKQbTVebgR6n4ed3G/AgfzHNqGFHLbtad67AOybiUbxjGsr3AyS0OdLW+JLpa3CK7qDRYGeqBnLrjaXBqcaTwYkWfuDH3wMkb9q0KaZl7d27/+d+5qdOnz5z3713AdHcf+DQ/Plz/+8/fPGWm1cDWXnwgXsLhYJlWYCvenvPTp065e8//0/Lr1529dVLp02dcv99dwJrmT9/zrno5te/8W2Al+9+5IEzvX1r5t+4f/+BG29aBdBxwoSep370zKSJE371Ex/bsWPXQw/dVyqWkH/hovl9ff0f+uD7hdVnf/Vr/4bjf/jYL8Dms2bO2G0aN964akRH9u0/8OyzL9x04w3ZTPa//cl/OdvXD0Sovb39zJneWCy6a/eeFcuvLhYLQDETifjNa27MF4q/8ssfPXny9KOPvuvgocNoHvqyds2NgHl+/mc/3D8wCORp7tzZ57deIhkHzpRMJoE5wSy5QjmVTMJQ0agNuAsIK+KxWMSqVKORCD6foPBEPIbM6BcwMGQgb8+2BgbzqWRCTowAe0M6cuIUHC0BODG1Usm4QINmvljiiUL9BHImJzqRaARlAo3GKaYovusp5NY9ZNYMS2legmCmhRbVGoVYpoV6kR/ZEBEgjdBmcKKVL5STSWaWoUeBcf18KAii0mxU9AsZIhELoCBPdOtkgZZrMA5APjpp81Q8HhMXYORw1klYZF1JWqyKevOFUrN5Uoj+AiNcUlvDpfFYDHaLEiipseM1WMmO2LngRKCM9aRQJgiIAucTU6BSWK8i5i2Vq40Ti8VyY+ywBBOJmOFvLPAAKArz1UBpwEdj0WgJ4+X3hYC0NI+fguyaY0eEAmpVgdOj6YA2aCXpF/pYlhqFwUmQCWMkEGlVw1QYZYwTzAvIGzYEfCkn1mD2msSJbAIMduqAh0xyR01cc2oOTBFFIzHfgDdjRMrSPBRrCv6qLrTqu7s616654U8/+1c3r171wovr586dtWfP/hXLr9IU1Xj8ivDw92YHXM02bdp0zz33XJbbihG8LXoNrc0Q13EMXqZ67RqcvALHo1FMY8SjViTI03x3a8THSm/EX78GJ07rTGZVUp2bHuJoNr7GeufyO0dwNJU3RnqT0ymyG5fjgaGjo+P3fu/39u3bhxkGFH3OnDlIUa3QCq3wJoRULPG5j/zhUzvX4TZ8uPfYXz/2xS2Hd//pT/7G4qnz1GUNZ86cefrpp9esWaNa4c0MvNvJf4Z5PBju512NsVfIf9mSlMYWU+ap1/FHZ6rtTL4/XyocP3tqavckdbnDsbMnC2V+EM/G0548fCvVfIZo9M70FVOauG9jX63rjsrgvNwanABpAFYBY3ALhAHIveskqgeoIH014czCVrLWSJbapFSE2BgZhC8TCrI7CDcCiNJoTXEX4SVKbD4vrmLnk9AGZAIYA/Lk1hMxou/Ko0QjAAoiJzDImJbMFC+XAH4Arkz4ccn/sqA78wgrFl4hMQ5g5+Cz5OoRIj1KyCRzA5mO/U+yrsQsyvsBccle52v+ATclkLlHlY6ytXjvz72k4vOIwRC4GiDK4lXJ8kRP0YzCrlsemWm1XYtXGDUgzjAByXQ9wvwA9tBBwoquOvttQimxySIc2E+Qj7TXjSyEPLOtgn6t9BNJ6JwovkDrzEnu5nNsdlQz0kyx55BY6QZ2kPZMCIVOsFWyALOkKgLT0sAeCbKrCZ4BrsOg0P1vryruoz2BbsKeZCjOJoBXFF1SoDuDz5PQCUiMGO1RlsmcT7JAmAjmRWaYgq5E1/maiBhKFEtJRQGP6Up0KtVY0VSY13VU32McEWJUu4P5UySsSCN08xR0H8gT5k91yEqtnLX8rjMnAQGurLddZ0e/ecejkY3rel7Z1l+r1ibPnXzXv7vXdPtl/qyiEQCqATJE11Ad8EtUpOePDch8rsyHbYQVAXHBCFGZD0Cz0DX2wvQpg4mZTKH74ut8biImA4xDUO0Eh0BZauBHYoSZnHu10yIMWeHsTS7j+KIWjBcGCGNHf6oLVGwiRwoweWYFc6IidBwNIPxW4xwjJrdRGIddnIHUgFwm7p01pN3GXpAiuZCYHMYX2DYwRSpZZgTNPUF7osEctWeFhruAcwxzGJahZ+aXVWSyUCQPcw63iQ9nGmEyVwp6UTmpMtfgNSThvHz7ez70PmNjbP93OAnNSNfc+O0fetCKtXOYMMcAT2pEmRBgujmdsC7oTfomf4cBuhyX6QSwFh1ETjKzZXXrfQM4HZbsf5z2wcRDF7gGr+cFBBZA+9G2ohB802wGsU+g5kSUd3HmEBcvqMFn2EGsFFxt3GDmcC/CCgLzmAP0N7tMGJkv0T5oKhMtzkaK9W7irAasjrbByKklPrcbowxLYjrxojGfTneBZ2M6kXT+gnIKavxD8P1RNVBMr6nB6bmeMcoblqSbeuts6Bul3jFDh15MT0UTADivwDtmOpbyRKOaX2z1HROfyVQQH3vXsOu2NDjf8gEfK186fnxxd3fctr+/Z8+PLV2aaNHyWmGM8LlNm66aMGFeR8dThw7lq9UWwNkK6uI1OD3Px//4q2s0vNR6gat3T99P/VtmMpKo1nNX4B2zI5GVO7tF4ql/l7QafM3mO2aD06nO+ep7BWhw4gPsggX+h6BlS5fgOGPGtPCfP/PvfrKROZv13WlMmkQfYD/70x9q/NTT0z1q+ejXo+9+SMc7O6m7OU9okagUfX/k4Qf1TytWXM3GCGGU5U9s+hj7sfc+Ei5wxfJl59Yyf97cMNsSYI+OtLVlUQtwTWlJd7jXOAJkxXHJ4oVSQtPn7UV+jq5WqkCeKpWKsADJfUQc6JfrkW8HtAkYG2azPmJYkRlgNxmNPDIDjnV+SPGA2+FENJW8xmq1wfWsy64yIQJWBSvn9EAclcjvjRNd1AJsC6UhD07XLmpRWrMWD82rynl13TzhAVrARPUmNJeInafZqMKSRGnDTrSEO4h0/SHFFRK/VIdaSMRkk/SJLKTuuNo4ruVq2mVVPy4KOMq6aD12ltxB3RdHVyOZNbJB6wlhFIAfe0R6oicsyRpJhy5RRsB7Lvtl6hP1tEMc/7Es4cWiGpzIWurIzE4hxn5VuGmPWdgFvZdfGgNj0KQVkwOqPF2j9EVqEVYojUbOK6Uc6po3WaUx+TSFzA5N58msqOpt8U6tXjWJQdZqNfGJosQIjkybmlnBrJATHT1ijMuIsHbBkg3pPiul815HZ+bpGCl9okFm7QW2R2AU3v3wfYj88R/+Fo4PPnAXapk4ofub3/oB0M0H7rvjoQfuVu+AkEqlPv3pT1+u1xPP8zU4h2tqvikanO2JtJG8wHvcxRzt4cqaYb7mBY4+F9MdIz0UV2Olj9DXHJlfDcsz4jheYXBwELcWrPn+/v4uCYqOBXJYV9lsVrVCK7TCmxAmtnX/+E18lMQzx8S2rj/82l/91P/+1H//qd++Yf4KJEYsu/UR6u0cjOHqm/LyGOyuVSNxPhX4bhV/O5rdqEI7bPSjrcY4bcsGlDhUzp8ZPJuMxTsy7eryhb7cQO9gHyJtiTQVJ/RWWv1vmC9734cBQ9OfQSidfWxwN68MDU586wc8CTDPRzc7iHng5q2Bt/4fqLZbhUG1h0QxYCcacyKZTOAWzyV8Qj7fJsJpKA0QAoBPwie9qv/7qudRKvMBHwISAyATmArQuK57eSLwIUAaTDxDCAQRIBYAUwFxAREkd1OAK6CbHbfRoMDkiMHMJzhUFMiTupsvMyUuhEXgc10PEm4BCgLsLTad7kmR3nkXmV79PxRPs9OJygAKJbrpkjmXXUn8A6BO6UCk815xFfssoRo8dCUEDaWa4HGiOxigoRfpjxRWAlhY3M+SYTq0AXiPLoTCgTcT0+p/jDiopkLWh8TTb1HcwN5ClAgdBBiGogDkoNmwNrlr24g8aXFTOmW9R0yxhaCdBroKu2l5dnAdf4Lla4KToUayPF9ma2nP46yo625Bnp4i4gh0EwAtAD+STR1ieICjYDTm3Cz8WktYsLMIZBIHPUYSLaAmoLmoha5Ej/oQL923PkNpRmCQAN6QkyRCmT/Jq1gXhlI73ZX5A5tFEsnF8zond8x84ruHpt+8ZEZXfGjCfQsWPrXzUDwaj65+9+pUWtzqAuKy0zJ/2n0CK4aMXL2E6LYKj5BTZS9ZrSgXaJYtOqzISeBqrczJdTLKMznKaFLX/TJznhFC50y2tnqKvk8BUg4+7aObyInpRNav4kRNLfc1IDH3aIQqhxLoWmwSwTmMLJ0MFwiOYijRAA0GYwiQk9ReQTcL26nBiR5hlAee8FmeJHTahN8wvhggvYgwo5AIZJE46HZaGD0FBgl0MyXodd/3Vfd7hGG5kSsroQnNeu61i+SGAAAQAElEQVS5bAZsDssgJ5rXttrLH8A7dPucRyZPv0qdXMdrjFPx6jUvutBOdBjEnusqvUg5ArsSyIyzMZq7SZe5PyJf1hISNqqLzyNm6TNNDf5KfvACDgTwVJImTc5Aui+WlQI0seshztih9exCdAqzwZI4He3HqBEnnkIQFAPBNVijV2F6kW1je2jJ27jtAHMMCwHrHQMB6D19rVjycY6IZjljNcFWuhcoh/sq1hFATS8lRos4d2DIdCKVfBEBbFyvcLoR4QLHwEW61PiHhmLICB7nMI6mEdbgVNpPXbCL1DAaOCjvtnobPr5V4I6ZiSZz1eIVdcfMxFKi7uTvB1LsnNl8l24osqimLovrDVdqMYZxN0N5LpPPg1Z4LQFjNFCp3NfTgzdxAJw1121JR7TCWGFHb+8dc+fO7er65u7dFX5HboVW8BU1L6zBGeJxau+1EtfURVeXId956cnTNcivSkXjhWr5irpjpqIJEjdNQ79kGkbAT21wNJUX+qbihTU4G0cv5CtoWMr4+tW7hJUZr6mKYQZ602u5JFWEQywWBaAVF/KiSCQWYvGYUSGDs1yu4FdUHYtGeIzYwr/0M2PmWKUyMgA8E6lLA3HDrEUjkQpJn1HkxImajukK8Kh5gVrYEhksXaOlT3TIvHTdOAqsOaJ5aemJBNQNGYRbaRtDBR0na1NqN6V2j0TkCN8/HJ/BSf+otVojMx4CGa+TlKkL1C2pCepmieuvWIz8QpRmSskUDbUsu1iW/pLBKYVTrRbInSkIJ+qqkJQZraAB0YgV6pdunht8b9Eil8oQBidtFbGKyBBBaVFqfKq4WJL2ELOLPzKjRhTQ0ITjxliYBQuZNYOTArpCqEUeoKd6pHSNQBijIqgZi8UMo4rT88USMmt3uVa5GqcR9E4EgwxO8kRhhJiqqFgUjeFAAwSFYc1iCadTSpMf0lz8alEJVGnRh0gkAlshsycM11KlyhMrtUjE0nFizICHHUNMJKRPmNGgrWSqxNAKZCuUSrpGkwqn5QtP7+Hfe/FnZ2eHRj3fOeHyfvQOeCb6y+QYGpzDOJqh4zn8zjE1OIe/o41MGTNdjZrzYhmcKsSYuXD8fBqcw+PesPhwvuZwHqdSw+LjFR577LGVK1eWSqU/+IM/CKd/+MMfvv/++1UrtEIrvJnBNq0Prnl4ds/0P/nm33z873/v3uVrcUd8dNU9NwrS2Qpvz+CNrcF5cfcgFhJGN3lX4kY8PK2mYgmn7hRr5SOnj8eisWTs8nwZK5SLR04fU/LmmYzExV+Q/9Kp73GG6M4323+OBUZNaaYr1dixdBkCIBb6h9wsEF2Hz0XLXkcMBngMEDi639zmu4KsDariNkbMmHhSjanMMgIVQOYyK8RppIhHAq2hK8i9quc9xNgAbCAn0C/gH+UDPJ1ORLeo+FSiHXQieoBYRd9jvvMHgI4AKrR70pL8hID8WncTKF1xDxFBABVAawCBkIZ4lOUADAN4A7xEQ3pl7Yn0ejqhxel0xzqDGCRQLgJ1VQo6IoXA5AEihZ3aE+kWAkuWbNRFNzXaR0ZmnTgQ6op2EaMFFNR5p2iObhZccIoQHAdoOiJVIkQa6aEN6ZlWdDfzW9l+SyAxGBm4IOAcJMJ0QJLoWVQRTdSWp4NQ8dSKTzNAemBP9Nr3XLqZGA9diZ4IaHwJ4mRWG3uNRDoIvZ3PYIVNouAo7lvL+0l9Q2noIKBfILjaXS3QLHbtJcJRtM8B8Te7Vrq2RYA9IbzWzhDe1hgeXYl2CAu2n72g0TYRWAWaS1penlA3aanbDp1M2z1zptVPrX/pucF85rFdB//bvd3//t//2JYfbU52dzx675Lu9ikLrs4YAFy1z15//iwSWuorhCd9H8gRcUp8QpX3sRmcP5sEuFosnlr3+e5JgbQhkZj0MSKyhKvrtLDWgi0fEsbhSunFFh+9Rn+B8mKeY0SAycWmCSa9j5g0EvV8IMFXE1j72U46Ot4mcGxWEnME2OiZdhNb7vtTrXLQNa2Z6GYbywF2Tq+w/aq4w19E+e0CVMtQYkExMUELA+NMibwlWtLzqLgjXs+ciYXsArnLq2QoNwkBurGIVqFtO156fP61K4/uPnJmUqwHM0GpPduemzJ9JtbVkX3PzJjcbujphDlGl8gaPI5KG2TN+rDrS8pM+aRhLAEyMvUanED8uHKEDUvLQsbo+I6gj3A6Ad2kzdcL7DqHsw6rmATfElFSGBl1cTqd5pDhqkJ+8EJeZDDc9Ex7m1hyq7iAnihAZkkg/wGhkN6mzLQklmkBes/ewQsFLFPQlhTPtHr3Ay9H63nlQfmcTnsEArcDBH3xeO/B1MFncA7X3dRx3EbkM+zI9AaPUzvY43XJ53SKL3Rx8c6t+yoRiztuveRUrpA7ZiISj0eifEM2Qm/dgf8DU+6Y4R3EI5ma3kgGp04Rlwe+QqdqhSs7nMnlYpHI4p6es6VSb7lcrtWyLVpeK4wW8Nm36Dg9iURXPI61fSafn9l+OTGnVrgigr9n1Nfg1EhBoLUZMDu9czU4A06n3HmQzl0ygm7iblQXjBP/xR0Ks67sVK+QO2bcjsVswAymoTfQBu53gx1CVD9p+vtpPBVclAan0fQb8eYH1F4olKIC7ag3HsRrJ7CfEcmAharVWiQaUZciVMqVVCphnuNgoFAsAwgzLlFHAMglk/Hz5+rrHyoDZarVNSuxWCqf7Rusi4BiqVwRSUvifET4gCN6ClgaGim0TKNYLAu9zxNhywpO1KBgSZfInXBWXby5apJfuVRxRb4RtfT2DbiEIa1iodJrDNbrQN3smhb1dF39GKfkLb0sNFLikdI8nija6sDDhMnpWrp5Fo0psKUlfTHYCk2nBGyr+6W1OStV/JMJLEtV9iigBPSrLu0vFEsAHSSzUaBQpR+nNmekLBOeD5MsGUCc1KI7rmtxWCP6WHGFmmkIG1LcPhviL7eEujDKsB7HSLDJcrna2zdI/iYsWRbCpf5CIWuQVVPdsyIn2oUCudcCarJfvWcHXGkPoMFSuawf2zXd1qRSqVMqVXTzAHBqmVIUWCrBNA5XK1MErzWNOqFZqmDaNuUzhcortXCglcgMK9EZrZhaH1SuAGg/UF4MbpU2LBXLFEbVXcZMECIp1xSGm3Nb/O7qiVGw7LLUQaHTcqVA384GgVDDKFUqqhWu+OB5IQ1ONdx/XkODc0T6ufHzHEfjdF4qBqevu+mN5HE20Mcx4u5o3E01Iq4uMq68MTU4m/Hx3Sv08MMP0x+3Up/73OfC6dHoO8Lpcyu0wmUPuJ2vWbjyL376P/37z/3OF575OlK+ueGHz/3+lzvTbaoV3pbhHO7mCL6m8kbX4DTC21Ab72x4tdAMTr1TznXbkpl6oV5xagdOHFk4fW7EGm9F1VrdOXjyCCIxO5KNp/zvs/qdU3BNBmmtCvQ4Ta3BqZo6KI24PrqhdC8Uvxyi1cqXpUwtJ7oJPAB9oU5kmWyn9DWEx3JbeDsnZNVPZ6ftwrUCFASggpJ4A77vSiPue9ok7axfGHU3ESYcfEkInXPFaepOulc142TmRacJD+wEwRJAHagCkAk+8AM6ar9duHon6ZoVceRHvRpZIQZzkDREBCQCjtKQXnGvtMFmF4C1xKcRlQHiAuQJuBegU83qw7lE79YQ8hx41u+gLwR4Ix9ciN4tITAJvBBwFGmLp4W7WVMDTwuXcRrRTdQIyAdATkHrMvYI+Ux0THHW4NOEZOi+dSeBLmAtjnimJeQpQKZbERXMsghnXidIzEbfnSnQHfQL5RDy3CKeOZcHaoLiqZWMvS6fBUh3pitF8fRlcUI7mxAgQC+gRIQ81wnQu4AWprqk+Ovuf1xoi7PFM+0RcUIrDDygfXS6Kz5sKZxp0UWqJrzCtlSXvIENRu1UrJwi6GafyFgKeAzIk06MtxAWpWVqZPJlrp00N/GJT6YJTwKFcvrWXGNamatvemBN/uQz9jUPqPgy4IhRZ3cwf14WjGoJJxXi2ZsIBsMyAG7pqfg4ccHsGpk/j6voVB8HJfy2ShRenyfSrBmZZPXdwimKcYxOZn9hAc6H1cQF+75PPI85j8jQXy/ari8Rg+d8EEYm54MiKRbtoZPVXeKudhXxtv4n2DZ6pt2lXHFH7BYIacMa2p8wJgZx7grHGnCsRq+pUyuenGFYzGrmXM9EYHIazW2/RSlb3PN2qtSigJaqPTOLk1WO71EhU64lbjfwpOhuave8R4IJ/MLKtfdee+dPAwSNGwfZcaVmrHjwd6/7BSzzaDwmbejlzCEBGoU8J9zNq2QhbxcmcZvMnAm+o+P8BnJbTe3otUfW4Emhiq4REq1wnTV/uiyObbkGNxBBpyDuAQriUtvV4JChy5gJGAjMQJyOqYLTUSNmKS5BblEsKdiz7xN7K5cP5pvOicJ1Ivnlgm7Cqtq/LlmwMW4UqA9y0XFRJNkMOjpeQIQVc6PzLsn5sojRLmCDnbNczuMcDGOk7ubFaXD639eCdyu9P1XumP4dh862XC+TSNWL9WrduRLumJlYQpg03IxvyH1TNfy6h96KzQCt9FFMdxhfs6XB+ZYO/7h165RM5u45c549ejRqWTtPnpww7zILWLTClRleOnIEWPj1U6ZMa2+fkE7/cN++66aN+/W5Fa60YAzT4GzEQ3zNgOMY6G76t0l/C+owHqfcj1xhtPD2iVtpKpbE3eRKuGNGLTsVi2s81jA1GcsIECUvtEOIt/omjmsM09oMdlCNTPcavvfGJdBpg2VGLxH0iM7mC6VzAU6gR6lk4pLtcxJkK3oOwGlouuQlChonO3/o7Mjm8sVsJqVZgIDQujqyWkpzYDDX3pYhx04EI6NRG89LTs3RlEGN2HW2twHMEsnJaldnmz5xcCiPAlF7NGJrrieeGQEEag1OAGYop7uzXcN1da/ejRNrtUgkUiqVE/FYjV5wDWTTuHlemqeJmIAr5UTGjQHUniVaZlOPcwSDE5XmCsVMOiWgHT3GonlagzNfKAJd9uQx1hFWIlHPcjUe93miGAYYwad+9g/BRNo4QODisViDwanrGsoV0DxffDSoBScCOe5oz+ilg75rBqfmtlZpzIhhDHZ1tGkiJnA+1igwpFgvLUvP1BqcwimtJBNxLaWJy4xYjCeiF6hRM1Yxb5OJWJjBiUoBeeJE3TxcnFCjGMEctPJt2bQnz7UAaNk626pK+RhKNBKzIpNOclzsiKEGdS0YDuCvGCOtJ6q3DMJiQEAxuKVyNRGPWkNWezYtGpz24FCuoz2r/R3XtAanYOGIoP1YZdp6gGCpHmp4GFCcyKk1mFOtcMUH/c7YvF+EuJHDNTiH626+Zg3O8Lnq/HHvQvGQUqgyRqqGXmx8uB+k4G1z1Li6QFxdbHy8QpQEbau3t/fFF19Mp9Nbt2796Ec/+pnPfCafz6tWaIVWGK/Qnsw2NkL2F4Ze3r9Vf7Eaz4DHsra2ttYG/zc9eMPROxVic15EmKehvgAAEABJREFUXJdgagakv1OVNz3/tU7S25NtlmHief2Vo/uLlZIax4DqXjm6jw+4ptWeyMp+KPFJaxiNHU/yJud/og5xMZv+eM+NG2PH1fgHQAiJuQTeAFnhzRiAgTNEOAGQJ4GZ7cQCgVkCeCtsI7pJ96qb+cWADi37fO1J4B+AlCguuJSeafNaNzFG4AEgE9BNOrQ8IOhmhLhOdAohHGAM1CZcTowNuAVANdiCjMN5LKS0l8gK8RLBJHx3tdsJY5AVupWkuoTgpkgEcIUHDlQHsAToZvlVohrEQV2RVBR1QKAywIfQWmCQBFGu8v3HoljiXlU18BThUpSAqoH3cMO4UO6Yf6s44RT3rQRybqD7VuBAsZlsMJ3QFghQAf0CFpXS5LPdNBrVNAX9gmHppHSXADnC8hx4hm2gv81d7CaQMADDlJy8mcAecEoAislATZA6pjGhLXYKTe00K6Ll4+LONytGPq5Ku1THXSyNPmwztI8mdKJG2meD784XUF9BcCAEwlFTxGvoUfEautZHc2EK9lf8i9IIFSGbXkNPrYDHqOV5nWC0G2T+dHL+UIdSSyo+R7DW7oh7h7PpWHbiymyynrUOZ6bcg6YapV2ZdDzRtQrvhgl3p/QiKfMnKV07K+6OV4si6QZ+q9L+V+kQdY3Mnw0EjzF/NATus1q3i8Tm7MDf7O2cVIC16GRVPNP6tF2H04no5gx2rSh8UDION/JcjFr5kOiqrhY090mhpU4k9K65mxSG3CJIW5dA2qcJv7nC4gXaSieru2Q3wA2yiJ4RimSWbUMvuIj6OVcxQL7nYb2IepnIXkQ5T9DglHCXYQQuongwlLM5Ohi49lt9NVmMDkZTz39/EW0DdJfpXpCNns1GTka7buWcUSqR7siaB7NpK95xrUFHx7u4uoEIYkVj4cP+WG5YOzAFhkDzg3V1mNgd9wlVej17l5gv1M8dQqJVnA9ElPV0Em+3/hrsIrpZFm/AbbdxpWA+wD4YCLnGEw7XuDid0HZzpdSHZFEUaTSgj/50qvorBaOjxUoLW2htGA3mJZB5DWmmMC+sxOUj4HEqNJ3ovvg04133s7/clmH7jrJxOTIuB11j2E5Q7zxxb+y47yPdbPjL8ZmRSlLaEpnLfsdEAzIx7gfyjJBedYi72byHNu+DTYxTNb5lXyiuxjH88R//8Z133rl8+fL3v//9Gzdu1In4IPjlL3/51ltvXbJkye///u/ncq1vQMPCl3fs6EokFk2YcOOUKZPS6S/t2KFaoRVGC/973bpsLPbQokXXTp48q739a7t3q1ZohabK5muJe/6NVscNw3fe2PiI6cclPU0/6pf/jpmOJoWpafh8Tf9Lr8/dFNizwctUDY6m//7op1w4rsYrjE9Nl/IZwHhNyW9iEA1L6iM6vlalJ+qWrmgoEi/EH47+TeJaWdFx3Hpwoohccst080QWIgKMfnD9n+QPkXVUjXTPbcZF/lKLYLpOkNsNTmw2TxcizZOm6X+6ga4k1oNydFw3KajFdf1Uv5F+8xrlBLVoI+hCtBFcXXejUscXK62HT3RE5lMbwfEb4PqJvnio3xffsL5B/Aa7odrrQe2ubxBfT7TRGE95oX64zYHyFTDDvcNBNW3gj1HQHjcY38YguiP7VW8W6I6wnuuXL31xQzU2T3SDAnVm6VG9YZAR06ne2lD4lgj+rlAV4kCqppfWMeLGG4ur88eNC8XN4XzN13lUFx0f+dY9Ml1dVHzcw/79+/Wb51e+8pX3vve9sVjsBz/4gWqFVmiF8QrZROrRVXfr504gQ7/7lb/49uan1PiGWbNmfehDH7Lt8d6M+Y4LY2B4540P43c29Tj9HalGw+OrPlqG0ZVut00bT7B7Xj0wkB9S4xL684OoTrbv2Z3JLLUQAu6m2eCjhJBdw986PFxx8zUe1fgHADDRyUTOgC4Ab6gPCllwFVEKkqXqhHCcPsJCyaUC0W0nnEkGlXi5JGutjWxIwJNE484QDcoIGkcGVRfhEyBnGshk4kZCGoAo6GnzMPEwoHE4PdpFsASFaCU/QC/AYIjebSaZDPmR2fdEGiMSSSHAuYTZUE6bAJmEfGYQgynuJaEtLZ6xid7NZk5ANU6vcPUEyAQwSaejrxDNIiZX9nlj0amsEcAkTsdDF2AevOoBnkE68DM0AHAjACrYCpAPqZDTRU1To18VmhE4FkouiA4ljEOg63kCLQRyxP1v5oaALXcdjTz0Ao2s0WIgTyT8ZYS7GecoAJ4BuoOGAcghlzEtEOAJtgTwLRKHXhJccBGNXDqkMqKJiC4QAlzCFLI8ryXMjF7EJqv4XGJ4QJ4onOkSJY0KTkyjHWNO2Ido7mIOB8YXddGxLTCqdQSoosLdRNc6bictFbMisTCYPwUOseYyagIrGXiOzJ9+kUpd4s8fQoA3kj9HqEwog4N6/lwljMy9nF3oFBA+9BcGAVwNEItGiPlOiRHHuJcOiPhojBYmJjeHXUNmzVXF6bHptDxsBTQLzdBcVfSCaPd+Grxd0FxaZgbTYSv6UxWaZl5mIMBy9ALIGSxDtdT1gSfenYRFcTrlHl+ip9xIj0jS1oYtIm4R2ORDesD4gV7jV63ASsahXkS7VHol249piZUFy5MieYDTkuqYG33IE/Mf05VAps0y6XR3sfT3UGgRTRCa8gFBFm8RCvIBmgKrCRkAu2J5coou4xzj5oOYD6bC5oTVZY7RO+5icQS9WxBEcYnsr9nDVF1FOcBiKWva5Ts6psTmrXzi5xqcznWBAiuHRNzXEffF88WP9HGCnTgFltSbCTBz6Le2QvySPo23Cql6IhcXp9MK37Fz6ipuccCvKsJrCyYJtxEsUVaHuC+2AlrqK+INOCP+dWPi4/oEFXyz1wl4vIWFoMwSLLldXCKn1fiHYXtAz3c0xog39Tg9vSvIkPtR84hvte3JDB69Lt8d06JYtUmHOj6iafjHBi/T59dcQJ1FjRpXfny8GZx79uz55Cc/+cUvfnHBggXAOIeGhtCAJ5544n/8j//xkY98BOlPPvnkZz/72fHfz3fFBtjncC6XpMqTtWTixJ5U6nt79rQ+k7XCqGHd8eNxy+pJpzuTyY5YbPfZs05rKbVCSGvzNRybnE6f9dhI5y3TMBssSUPunG3xlGVctjsm7pXZeNIUCT1DXjKFiaf3MGlXR57y9Tj9uBqmx/kajqoVrvhAjxemPMtpL6WG/1wncaX1Mjlb8HnEauRC3NCZG4mGMA6ZlyU2CwwFQ+e1gp1nQY1+XFpiBjX6JYvWo2GNlhkPedSSNA3/FEk0/UTdltCJ+nnVHNFs/9zGiX4Rfi2Grl1KlnhQt9W0Q2CxoGTdDC1RqVtiBX2XEoyGlZRqlqn5mkbQyWYF+kQmNU3tX0cku3y4CrLTUM0/m8YcYT3dUhWuJbBpqF+NE0U6VIWyNAo0Rhz9udMY/ab1+HFNTyS/g7pHjblnGKETpV8XgvrL5XI+X+jvp7/iU6fOnD7Tu33H7rpoaWs49syZs++Exz/P8y5jN0PMxuFHNWa6d9Fxz7uQ7uZrODbf6WzljenBVgVtvei48lmr59fg9IbFg2/Q4XN9c6pQHi3m3WR8jm/Q75bVajWfz69duzYejwPyVK3QCq0wXgHPD//ulvfccdVNhXIxGol++H9/6mP/5z/3DvV96OZHgBWNz6b7aDTa2dmpWuHNDp64+QndX5r3KfPc+8uwuKZg6HuHQQ+32jOtoV21agan1uMETN2VahsoDVWc2qFTRyfVJkzq6FFvZjjRd+pUf6+in71oezxtaaQ8wFw1LqvjPo9To7au73NPDb87D7tfN/dV6RQVxn3VZQgePX+6jgj45el+E9CILWKcDeQAsAcS6fX0ZeanJN6QCGGuEgzmJaI79Ex7hihL553ic/VlZXeTYVY+zpwdt7KqwaeJkAFOA7YE+IQ+OZXgQwsIHwKmQgBYAniGNESLdC5gNnRCe5o4Ch1gGsxG9cSZxGCAewFpM8XTJslkM4joANUAWgOoiZ5IlxGDBLIC9I6JZUKeGYFvgayghI47iS/mAdQtAmhUG9jsOsKwrJ60Xc9yy97gC7XIfMOebJf2GWgDcUEljL3FPtDlilPWekmd/TZ/1YQ/6lBeT6AU1QFvI2NvMzGbtpuE9biZQA59Am8gwEx086waeEJ13E03niTI2r6nX/ojvYWMvSEhI8JQWqGQcFSCeBvQXxi5epwG73yAZDvkxHDExb9o9ZjwSh3iSfF5AjK9Kv5FVxPtAzgEZBQjQgjwIMUXAdoN/Mh3ykpaao45nbwwMrU7391CeF1LpAqIkfZsDPwMf9IIBdocNUYkp2E6scX14llyENFgN232vxyxXJlpxfrQ1np8hXLi0eJ6ThX2t5ewGUbEFp+9MFpykcBvrwh+pmQ+TOLoc/68Iv6HI5yTBLZnE+pDSzruFTHO5wncor+E304zJ1rY97hIik4jxFU5QX4kPdNuEh5hD2cpSsDEozjrixwUju8rdJoKSK8+xLmNmRMVoJqeeFcJLr6NEWKWW3gRyFwti+hJQdrEZ6+RUOmlXBr0t3yb+HpdJ+O7yF9ExAsj4kp3qu9PFT3quE0g3vUshOqhR4lAIxGTj55pZ3J8uSgOBdzldQIiomsHKgPbOZRVQLwv2p5t8RyrFpmnyoOR0i6DRhOCL3DlpMwxVM3qUj6YqmVuMcc672XJuCBgMpAKrNfgan8NYtZp3U0u5NvIjBx4iaMQkzXI5SYIa993KNUJyB9dwBzDuZgkqAjlkJG5nRA+Tqdn2k0BoXOruGu+hlO9/3EOPT3TbuMqIAt2gKPceTvd+WLO05JLOFFhK9jcEs+0lP8UwjeuLVhTVlwUajPCQO3l7gdKrjq8Goz/1Tas7uHfE8ManM37RTNd3yVNo7l/VL+FmX4677OavCJux/iRQlnticxgOV+rO+N8x4xakUwsqfeWhRQ3xa+RxL2mZ1qKLZnmeTQ4PcMYRYNTyTu8G6Ck4xb+7u/+TkcAc37+85/fvXv38uXLX3zxxdWrVz/88MOZTOY3f/M3/+Iv/uLo0aMzZ85UrYB7e7lcc915oqQYi0S64vGXyuVCtZpuyXC2wvCATzf9lcoCeWvD6p6azVZd99DZs/N63twLVytc6cET9c1Ag1MjlxenwWk2bpZGcMvU6SI/J3ihxAleWAoYZ65SrLnjfceMWHY6krDwbUQp1eBrev7dk1isMFCb35r1O2bQ6xHxwDfSiHRtSHU56Iit8JrDYK5QLlcFE/IVJZFC57GWXSxVlIhTRmy7VnNK1OAkdFSu1ty6i4lTKlcGhvJa5LJSrQ0MFbS6ZKlU0QRBS3zDao2Aas2pOXX9MIZaGieWylX/xIhdrVRFvLMuTjf8vQKAslxRwaRWJU8s1MVhbKlUHqCqJZutHdUqskgp9KgfTcsUgPREj9MqV3liIHJZFYIlXdTWReIHdaEEdEErelJj0sz7oqTlipkruKzgan0AABAASURBVGiSaaJ5yEMXtRR0R9WebYvMpKfqjmOV6Wk2aJ4JI/SbeY3y19A7AfMcWM/GX06pYmnrOaJUim4P5lgjakG/5LsU15f2CoszYZYqz8MoRNAvZNYdL6FGNE9ri1K801GBxzJ00aYGJ06sa/OyxqAvqEUzzTSbVkOtdadeithO1SlFaGqHHFn6Hy6XtfXYGIrR1ursi4hl8pXPpoNi2BQ1VURFFU2nQUxYsoyGuUIYxel2par7ggjaX6nU0Ay8GeOsqkOt0EGr4Ejh+On88xYD8cMfPn3w0JGf+XcfOHjo6IkTp5YtW7xx0/ZV1y3Hr5//wr9MmjhhxfKrpkyZpN7WoVAo4EXgN37jN8iLGPfPevIdNVDcbH6P1fFAg3Nk+jnx8xxH1eA0LpUGZ5Nt6etxqlB66J43nJfpjqW1ebEanGrU9HM0OP2MxuWRFJs2bdr27ds/+tGPLliwoL29fevWrbNmzVKt0AqtML5hetdkHfnnX/7zP/nm//ebX/qzPScOffSun4hFYl3ptoh9ySQNRg2nTp3CdeD222/Xuryt8GaFwMOA8nytTeMcjuaoGpwqhOfpW5yPFOJxLaxhKdL0hnwE7Ui25cqFQrV0su/0UCE3tXtSKp5UlzoUy6WjvcdLFX77TkUT+Fbra21qJ0fSPdkEPEyD0whpcBpGWHfT0H3RWKb/ayhPcNPWGpyXY88XkBs8zALSI5y2jXACkAAgEGiX9l1JIpf2j7qZRECS504wMb3CT6TQ3WKhFe5XnXcLfPIycTuAIkQ1DhFJojrgFrK7gE4hRXMx0V9y0YQcCfADwBsANgAePe+jUfIbCRYS3TlIZCW9kolkZE5TiVnib/Y4fdjiFDLwpojm3z5RTxS1SBK/rhbJzFd8nUW6Et0qDjC7Kano5oilkSK2mcgHncru2P7CU3//zW0dc56fFz1+/GD0fR88eLbP+L//+s/Jnp6P/PTd8+ffKtzNl0R3UwoBrqlpmoBqgJoQN91OiCtzrfgj3UmHuoCOYFh0FgAtmkdq4FIBMrf4FDqgX2gk8CTN2CNms5RtJmNvBZ+xkFPLH9L/6l6hsUaEu9km4qbHaB+gm0BqCXn2CK58kOlp7X91E9FNTVsk8iSSouQyThcgU4wGnNgt+dxNSk7uZKdQO+Ben9sqmCUSqZ44QFwwuUR4dcJlJBmxn8hf+y2+eiggq8w1hzZ970v/+KXB5LyH7kqfPbSu157ykZ/80NlXdz/73b8fil3XVd9Yz5++70PLI1lNW9xHoUSNWdK/6GICtJTYvCGYP9Nk/hwWn703iKfW9bQ55gOQNsxAoJvoWm6dikySSbKPsBwANuJnoq6q1UP9+VAmpRJIISxW2kPkDGCYng/s2gSOGiDMzHKfR5hZqaKdgm4WGKcGpJALgW4iUVkqew2HkpK0a4necSgtUdM8LRqxq7l8MKtJ01waLCLtX3ezbBFYSPpp6QDHghjtOo4v+kuus6jJcii3qPgcGcoDAjeuErh9A1Fqzn/qzj6zLvfVb3zixruXub1nSs6Jn1upDh+sfP8H/3Xvyd6PfOyXrmqPyHTqEiDzODvO6qJSXdYHy8sC/OOygIbB5pxOh4I1aPhrEEAmqaInfbBwYJ0kShtgBEx1V/s0XuUrmJIFu5JzG4V3Pihc3h00b9ttTUvqmaNczjdHT6fbhNC8lX2nGO0ZFkUybpQ5SWheIitlF4nR9In9Mi9f9HEtnpn1Pgl9OcKYapCVToldf8PBuIcGcqn/aMSbHM1mfHh6k8fpf6T05M6oNThd+ebC7xq4Y4oWEeLAOPOVUqlWHrc7ZiIaT0fivlc9vSVdBffHgMcZvA+H3oqVckM7gptam6G3XWNUDc7LwUdBAzZs2JDNZmfMmJHL5V599dVVq1alUin8hBS0+eTJkw2A06PHM0fvu61UKuq1b+72QkFd7uAF9NmLbMy3du6MWNaD8+bp/Mt6er61b9/Lr75625w56o2Ft7RZ3t7N0OG1DtDBs2fxRX/t9Ok6/5rp0/9+y5av79z5a7fcot5Y0G0wGp/FLmu4cubtFbWCzheMYRqc+rOj/xbp8zIb6SO4m6FbqaE/XDY0OLlBBqXifybfMesCWHjZeLJQq5RrlXG7Y8YjsVQkphqvlPpdU29fMvxk/TJpajan7BbS748NHqfXwHT1K+XoGpzKMNRlHGtU3d/ff5ENsG0bd9jXgQ3gjlytVi8yczqdjr32rTbowuDgoOalXTCgCx0dHa+1I22ZFKYCNTidukaq2rJpEYm0MWvbsylfgxPHiA2cChAaNTiprCmPgrbqH8oBUzxdGDBSQMjcOR2TMZ8ymRSQMMpSOg5zui41OBO+BidAt/ZsWmtV1mo11FKVzMDDkvEYThR6n6U/X+QsI5sWDU5BQJFZnwjIDIUANI1IsyPU4FRO3YlGRIPTMvOmmUkn/VqqUmPdsRiK6WRCtwSQpiE0VjRPy38CzUVrJTMdhLh1GCFdF93KQrEcj0e5440an1qD09bWq4oIaLUaap7rdmTTsjcupMEpwpOVcjUWi+hatJRmvlDQfbGF2gnriQMVA9Y2SPS0tJSmHgtgh40TYSvE+RxuWegv8uiHdsx9irxGbJo0kQCmGA1OBM6snYRRg5NfgjwNDyMAoYzGRIMzGskXSul0UvplYwaiXxoMFqHNmEnolGglTofli8VSMpkolyrxRAw3vzZfg5NbXtvYPP5PS5bS1OVKNBrFuMdiUTynZ9Npaq8m46hFTmSxuE6ef95m0qm+/gHgl9/93hMPP3zPxAndBw4dKeQLnnc1fn3Pow/+v3/5xu23rVFv95BMJteuXYuv0FOmTFHjHozgbdFraG2Gds2OoaOpxtbgHMnjDM5VI9KDePPdbXieJl8znEdJ3A638jUd1fBWemPzO3l0x4iPxuMcGW9yOvmN4rJsFZo+ffpnPvOZvr4+4Jq4R/7Yj/1YV1eXaoVWaIXLFKZ1TvrMj3/q6hmL/vgbf/349udxw75/+a2/+e6PRqw30X9sb2/vc889d8stt7QAzjc3eAGSp+95oR2mw+6LY+wVat6DXNdo3nfc5lmN76Hy3TYTT9mmNVjOFyulvccOdqTbJndNjF4isLzm1I6dPdlwT9SWyMTtqGEGDoM0X1N/U1Y+53JYfPi99dy4647K4DTcUAlq/IMWziQasZEABoAHkucSxD+oafe8D1kB1dPADHCskmBs9Hr6rDDqFvg+V5EIXGpIY05zRZlPGJZGnNxNSmbOC8iUaznQ/U+KQ9fpAp8cIVMTT9aAtQBRDD4j3MQFTMcpKBlv7X0/JJ5B7uZxQXeuF/RCnNDGBchkyWuE7/icENoEg3EGBRyqUleSGNUkQVaGGKf/zM3iALObuKNbmr3gxl3bvjh/Ss/Prbn+wb/+7qvp5PvuW/6zH0z+9m/82T/OuPX354m/TXrlbSe+AngmuzKQdVyuIVLSJQHqABIbeJ5QIkwBQAj9Alrs5sUJ7XXiRfNl2hOgi5NnBnQQkBj6guEAkAnMBuVrr6FodmSiqAme8WmsZkQw3enE8ICTEVG7iTS1gWdFh3KmQMJHhBpokVKZvIo5AfmQy6jRzfXC3ZzsMzJJjbU47hggeu7doZwSJwNZsN9hM2A0mBdNhdE0Log+AqNFy0lbvEYc2wYMPHo2NjXEO2+GUxno21eOrFme6p2x8rn1Zr105sD2x/7iz7+WnR+5sa1TOc68665dtGrQIBXyBna/MX8o0brNpw7TIeoUUU884TslhklhmfhclZgptNR97JppiytdrR66V2bODczJmRPobmKuktBZIsTrq6VuZyKnk+ejm1HhEeJ1Dl3D0uh/jPKf0Qk0tauFIQdlJtwgQ7mOeBvHVxzbkpvbTgAYcDWFQntZUbtAnuRNZoQ3ecbHaJGHjMwZQkvtp5EptpoQ3dlJPnBbEEYmacrPyKDPIQeRTmjlRXHgCTaYmpfiKrbtpuWrDvzXT3/mkV/7VM/ZVz7+i782d6qxoDvynvt73vfj31x26weu6jnFLnPN9hPd1CRstFBTpWFzTDwyMpMB33oePdPCwoTVsWZ/KGqaswJZ01VMHNrIpcrp9ArZn3p0BmUNki/7CqFEzDGYFLOF2q5TaGcY1neJvIMRPZ0A92JQKID6LCFhzd0klfzqQJd0NXPiVxyTog0M8DgtPo1xOeJFRgjfOIuLIk0X0KSSz2NrS6Kei+XT9xgbjMva+Ifg+6MywozMJhfTGPbOFWJmmMNYGqF7qOyV8c+VIuXTFT524NtEOpbAx4t8pTgOd0zcnWNWRN8xffZJ4INB6fu4Cu3zVRd+n3XlSeDc/cKuco3Ld8fcsmXLX//1X3/84x+fNGkSPmHg0w8+kuo+ync6fhxsZMaD6N/93d9t3bqV5hIaBL6NXvwXWCUv/8Vi0SKf4DWc9SYFjEihUMCbte7vBcM/b90aMc2lHR3oNf68edIk/PnFTZuuecNv5TCLbslb0SxvUoBNyuWyJ5j65XmYDAXYBPMW436RNvnS5s0Vx3n37Nl6qixta0vZ9ld37fr55cvVGwswSKlUgkEwVd5yZnnzwuu4sFQlqPEODQanoZqamg3Us5nuhTidXvjo43+uvvuoQJVTaXdzgm2KLwG+Y6Yicdsw89XSONwx09FkDJ9BfFe5AV9T3jH17iYBc30nP76HvHPeKxt8zWFvoEGvA76O9q7nXZ7PskF49dVXFy5ceDE5v/nNb+LjrXrt4b//9//+G7/xGxeTE5P/qaeeuvfee9VrDDDss88+e9ddd13MxeTpp59GTvUag+f/P/SnCoYutKtLj7QXyis/ev/5m3/7j5//EjeRuarYZdnxyPH/9S1vZPneuVWMzKNG1jhq81S4DV64MaOc7QVE4uAUz//jnDYMb0yjBiOct1GpBvL1v+Etb9Y/wlbDavHCTWqkN8bXG2kZo3muETrLOLdkFSaIDbPcMLDfUCFT+V0cPuB6rL1zmze8R00x4vC0GW1kR1hCd394x4YXe0GPKVgRs2ZOu2XtTX/4x3+RiMe/+o3vAt1cfdMqvY3mP/3un7S3tw0O5RJAfN/WoVKpTJ06FejmZXne8OQdc/jbVhA3z8e8DOdv5rmINzXv0jE4z+VxXuCognfg0dNDcX8Vj0gxhnM0h/M1A3QzlK7OuVCNY8jlcnilXLFixc6dO//2b/92zpw5P/MzP6NaoRVa4TIFXLyyyfRH7vzAwdNH//5H/4qUv3rsH9+96u6rZ1zUk24rXNGhcf/z74JKnOso1XinOofT6acH+2MaXl4DPgoZnAGPk/dj+Vgr30kt7r9LRONRK5KrFsq1an9+cKAwNKG9a2JHj2aHvL6Al9uTfWfODJzVj4+xSCwbS1qilhAQapSOy7ba4KgfXozmrh6G5u6kUFyFkGCfjzIs3fUug6KYH/BoAfhh8EcEMCJtROBgBCIHQujsvIfgDXGsutCqhoiDEhSJ0UNNCAlCAAAQAElEQVQpGZaLxDPt06rzPpFI3KSsmDi0PEVPlV0PCJz2PHEvoB21U6QGEk6zRcNysTi0PMzEjrtU7zd9KwLdJM63gAgrCiHyZLINQCLjgmYBHey6XyQVXyazEOhmRdCdjjtJ0wTOAZCDnmm1zOca3xMpyWQ9PgajPZGiooSoJ5b2E51qu9E7tQ7DUKnPON7nphLOsqvn3rJykjNw5sZrr+rqThKgAqJmd4rn0hIRFACZKCR9LUsu76OuJLlrJaJEHbcSJSIOWiS+xZwvkhMJYAZGhq2A2RBCfpqNIaa1USy/kGBbUZyyassDTCULUDsK1izATYJRzSXZjqTb22kKoMXAQWEfWv4Im4HS0GAabRZzAj2l01GN4c0V7uYB4qMdtxFqAuSj0U2AzRjljBAcAQ4BWkMDgITBaOTq1ThwaDnguuIuzgogRtQZfYryn4CjgGa5BfHpmtNuTs3IPzlDOw/s7TxRX/Xe9yxQuXWr7vyxmbH/cfT4oZKZwKJ97mtPz5yYSc58RCRXN7KDdGLcK05Z7+KUAMpOxuF8UiEBIev5k1/PfiXE6W5+u+q8g2sX85CE4KlEs4j2iadinE4jTGcXynvZC+UILXWJ+BPeS14gjVAWHPQqopuwTL3iO20mxn+b3180AOidp7mJAlQDfTQ0mjtAqBK/RiQndVUXc3yB6pGWahNExGsHIe1Bwm84HYNe2OyLVmLUBp5SXQ/5LE/6U53ti3FiEbk1gXi1u2Yson1kRXMf9ctcRABuK4KDYrV6dSO3yVTmUM61ek/H22Kzst7UtuPf//artYlzblpseJEuQ+tuAoDsvFNsvo0d0WuWTOJ7+GCP6RQVmJn00/2q7QYBMtcLujmb5sU0wJJHQGJ8KqFQzBySaO/mGgQASZfRsnehctKH1VERFh0gTODEuGi038GVQu/Hy8Vd7W6yYEkaHuCa4r4KMa+b52wkkLlLdGfj4thZEOVaH6coCrdTLJyLYr5sDtjMIaOP6+eECiw+jbV6qCnUZ8wldO2yfOwzQl8twzzOMEfTbKYM524asoXc9H2hj3b0PcPz4y39eiGeiMRwxyxUixWn9ibdMaN2NB1NiNqQpQzft56vwWmYI44N9U2lGt4LxPdssLdX+571QndSN9jnO0KDc/x9HuzZs+dP/uRP1qxZ86EPfQh/RiKRRCKBT6XaP5sjIR5vfr7JZDIPPfQQ8ivxW/WpT30qmUyGM1xMoBsx236tZ70ZQUNo6MJFfrg5mMulo9Gutjb953WzZiUta8Pp0/FE4o2vPdgc9n8rmuXNC/phGy1Rlzto/OzibbLpzBnM8xWzZmna98x4vDMePzQ4aEUiUfsS7IVFM7BU1eUOGm29EqaKeu0XFlzibPtN3Jc8RtDsyxCiKRQlFVLc1OkqzOMM/8p3TOFuevKO6ck7ZuOIu5Lpim9becf03JgdJT2rVqm+eXdMK4I3Wdsw/B20ht5GK3O/kRAclVLhowpYm4ZGMQz/vVKFtDY9b1iesN8gdfkCJs9FMibfCPwfjUYvZnHh9vG637jRPHTkYmp5nTvs2TLxHwrkgAfGPXp2FVhS4CJXo5sSlM6A6e3xc8pH17779rnXYDYNDhXa2lKYWTErWqqU606dwTEA5CsB9d26K45hXV2IzqBxAYm72v8E4sjGNRbMHyTK767hOJ74U2VReFRTPNFxSMHErzSyuKh16NjVtaSZbILT1GVEfiWkzLo4y/WkVRrjkAYwCx/2XM/RmT3xyouW1VEgW4JsWOfa5yoOJn5whZyIGmWUHZ4X1CgdxtCx8XhsQ3381RE+Y93TtYgLX+Rn99EwxcfpurQZJ9EVMH6yWBmbJzXKvqK6LhOFSO3+GOJMH1kSu9UlG2uURuq+0O2tx6uEbwRar27UDYu2lb6IfVxdcuBhWEpy9XDIfJajDBT1LlzfSlKLLsS3pDaOjIXUaOpZ5M8Efz65elLpuceXiguuF6yIu+68FZHf/8+fQvxXf/kXdEF9fQOYVH/x2T+47Nt6xifglgrs6XLd4o3gy2qwj2c4/2Q0jqYanaMZ9rJzDr8zrKZpGCNTQu9rF5M+ksF5Lv/y9cTdQM2l6eE2FB+uxzk2X3NYHn93g9e8G49neOWVVx5//HEAnP/wD/8wc+ZMwJw//OEPH3nkEdUKrdAKlzWkYv5bN64N//zcNxdO/pVYJKpa4S0dmrhd8x4ZIJfn1eA0Q/mlBLOhZylIJ5/bzOA+3cA4JW5GIh1Wthp1hkr5muuc6u89M9CXSabbUhn8099VLybg0XWokBssDOWKef2pNGLZmXg6Zkc0rslMspfWlLcU/ZW5wU3x83gXy+D0vNEZnBoDdj3vsnxvJ7pJ8uVqn7uJT+PAGAjM7KSLV2Aw9EwbU6mVRA4K4h+SQnfa6+NCgiKAiLruE0k80U0ErkOy1EFCOAi5zT7wAKxRA28AewYFiGrQzghM1ojl4JkDCBZQIs3dBLqZWUnYgwyzyT6QUz6muh8kUZJiexMJ+dAT6Rnf6SjRu/kEjQCPAUTxCYvriGdoSUUAb513C1K7ldTG2GTxRFoiylIvvPT953NDpVKub6g08JmfB655QNWuKltLysmJ774mp+LLCaYC2SX5bKVgeNvIdAS6Sc+0BYLEgMSobbmQGBWFAw3VfrN4Lt1BOiDAUdLUbAJpBDKB2WiQaatPU6Pn0lfYGO2uFhApcla0p9/VyogFaPECYpZU07xZjLxJ3LfOVeX9dHMKvA1zaWijMPDm+O58O8V96+B6Uh7Jq9tH1AdlAmTKafet08QJ7QCH2BWxUqBxdhcT0VMgRlQ63ELzkqa5RTzTrhTy7g6ZPx3iSrRGIBmJtIzMH7dWdTq27ii6PcdUPofCXTM2VMWo0rsRnqOP7TvzxPcnPPALtkl0PBHMnwM0lwbCh82fG2X+CKEzPkcw7KPEkjWGrcU4iVmeIuqMFiIRgBxwX2DYJLAKmovpBDRXMw6dHAcIY4eZk1nORHJ5K3o+0DLEpDuIwWOSwNrs2hbxp9rOU8hVvY7rRUtR0r3zJg46JST7hLB7bcif6mLBpHexa9S81P5UFwgj+aDqlsdUQtptXFmc/0dIEVbirllzN0sib4mprnFfEnZlUXB875JR28LZaLhnDz6ZjVl/9pmfWGD+XjG2ODbJzgx973Of+86f/skfRjDHUB29SQvaRyrkIr8NXLMmfd7SM+08VTrExKxeg+u5guJCKkUbOu8X8uVmGYhZhA+rvaS0wnRoA1VyZwxbmEMijQlTYDZiXmHJ05JbqYoKRDmvjbaMQCYvR2tE1nSbeM++Xi5HOzideOXZKJsDxFF2SRz/IufgS8Q4te4mubxC48bYAXGnJQ8zkYhyhKdzW8Z8dg3zH1j4+AbPZ3CG9TXDGpzK98ja4HSOGjeC/MF91tfvNH2uJz7YunIPFV98RsS2s2a65tbz5QLuepfwjmmbdjqW0AQXf8NPwGVU8qnWC6lvKn8vVHPPr+udb1fvhTU4x/cd8+jRo5/+9KcXL178kY98JJ1OIyWbzc6ePRuvmblcrr29HfAnmjR1anNS4UvHVVddpeNDQ0P4FZ9fX5NbPHQcp+DT8EV+t31Tg0ZE0JKL+VCFzCXXnZXNNvqLyKR0ur9SQXrHG0ObYBagm1EJby2zvHlBvrE6esK85WzSX622xWKJENi2qKfne7ncq/n84okT1RsIMEitVtNLrzVVGuH1XVguQ7P9r+qvR4MzFNd3EFGDFmhHznUb5ZjC4dR6nMA7oypiG1bNrherpUt9x7SS0YT2XxXskdX3R9lB63vcFY9BRmMDlFIqfPf3OZqjxo0QpzPE7FQNTudlYZ4MD57PimEwmomX+AV4HGrxQly3S1mFo/FCAoEuF0CAulFpsu7W5A/HoTtWIwC6BPzTn0m8zlT2+jlLTMvs7R3o6e6o1Zz+Qi5fLJV4KsU766JigAlZqdQS9TIdw5pmf37ItZV25doncZwYidjlSjVWi4r/WxGHFV/HxVK57NVEq9JEZi/iaeexQ7lCjbAgC6lWazidAJ7rRWxLO+TgiW5VZ5YTldatRHqxHkOTLGpwerKTz6hUa/FaVJc2VCg4dErCzEOFfC2IlyuVaDViiMMPuqitu6irUGQtNVEq7SsOelHlNy9fqBqOHjU0z6LzWRPZopEI7hF4ohjMsxbd8b7CoJWgy188zebzJfRXjzXsjKOWOI07UZ15sJB3LFc3tb+YcyOeLxdaqsSdiN7P53n6+m+Vy5V4LaabNJjPOyKIiY7nC6WK5+h5VRWhTS1livK189tSqVyqV0RU1YYR0FQij8rThsL44Cx56sb1i+qehVq0Uq3GqlFdsrjbNfOFYs1wtAAnXdRGbO3ZuMtqCxBlV3BRVwOonF3oi4DHF5y6RmjFNfyadHd3qndSuLyPGfKOGfBG1HD/eWagwTki/dx46IvlhVMa32/HfpvzLo7B2UATzxNXI+PqPHF1kXE1alw0OP2EJmclxOkc31CtVvXuxYGBgU984hObNm3av3+/aoVWaIXLHR5ZddfXXv7+sf7TeD34h2e+hmvLf3rvL6Vil39TbSu8/hDiaBqBBqcK8TWVdz4NTp1f3+I85Xu0U43vpJrHKSWbIs6g9Th1mVFgL+n2cq2Sq5TwJIZ3SPzDicl4IptIRwCeWHh8jUQsKxqJ4sUVD4U1vgbUanU85zl44SxWSo1+4LUzk0jFzIh+5/RrEd1NjWUawSOb0ehjSIOz4ZU+2DnkNvmaTT1O/+iG0r1Q/PJsrsX7CoCBSA+pZnRCe5XQCp8leQ4YzOAL9H1KNC5Hnlz7anGq+RwZdZqglltHJpaZFqSkXXQij4l43u0Eos5+m9AUaVWnCdERnTKFYblAyIKHCaN23CFUxXUsGVYFXkKgopeIVPsaPmMM/kj8zc4iBoM2ABohYvQS0SyAKGURIyQtz1Nnv0sUJCY+WinGeSPxtoGnVdv1AtTtEseeNzMncA6tK4mmOnkS1OqlQy9+5ZnvHahWPe/M6ZtW3Z95FdPCUplFf/7rn3j/v3/AiggjDflrA4TEAOQMPCWs0Emi6FkVdHOIpDFUQX+k64EzqfR1AvlsZhVEvwTdBHgGIKfvMYKOFGvc4IubkkK3nfguTNH/FOEZ4I6OJp/d6KOb0cAzLeKdD3B0AHShIxoCLB1RHbcQ2Ot/nGYkBHiCqBggHxLahMuogd7KIQ4cHf8+qdJXiaTiftJ2Sb4sqf4fqOzNQnjdQw4fYGntzpdOaDvZNYBbJLAKAw8IFuePoLka3cQQt4l64uCLqtqf7Fx173s+eGj3N/N9cyrZzlPPPn66rHDhv/G++VHv1FPf6tv4w50z59SXrb3aR9o4f27lKPf9kO5Myf09I0jbjdKLZ1V8vtB2X6XpqF0aE/ekMwXI3McZ2H4LIfD+7xGk16xfX3zUIdoNTDrSITzCk3SBS7DwOZk5U8gjRNey1xGo7vseTURd1d30BQLFSgAAEABJREFUSUtWq3BzNXdzcB0nM1meIssKu8EyvmfaqwiekZt7tyyiFwm/cb0MEN3E5FG2uE7tkMRen3EIcBfLDZake96jhFS5iCKc1RhKMiyP8V+biNdiURCenxL4sJVFkXtRllsO15LZ86fdu+phdepLCh0yJw7u3X9158Itz+7dv2Hzovl9gfvWF1VsokyS42TEorWwZL94k6aM5UkSozGd3Lpwnef6a7C4g2ahT+NNJDSjDQAa0Qy9Bvu+KzafJXsXzviThGvwJm5NIE9BuMsEpDeIO98uwrdY5pkV3HbQ/xj7YneKP1txEUyjbeEExtUJzTAz9DaM0Slon8YZ2f3QKZD/KVbU9aBY8kUOMaYTIc/9ZOjCaFiwWga4coqJVkqNe2ggmqPHjXDcGD2uP2Do3ajB+6q+Hymfwcn7Jj5fGZbR0OM0ecdUHclsxakVcMf06m/wjomnOECbEdM2/Xuiqbky2kGtkmaqBndT7uNm0Asv0OD09wCFd/XKh6pwio/mjqrBOb4Mzo9//ON4r7z11lt37dqFP+fMmdPV1bVmzZr/8l/+y+c///m5c+f++Z//+aOPPjp58mTVCkptO3Gi6DiPDvdJeOesWV/YuXPjq6/eOX++aoVWkFCsViuuu3zChHDie5cs+caePd/du/cNApyt8NYOPi/zIjU41TAeZ5BfBbdMzeNs3Eo91dBGIa6pHQb5HnFNI2JY2Xi6Wq8VMT0vwR3TTEbjuGMagb6m9M6/ZRriAdJocje11qa/q1ZpDU5/F2zAxRwtrrxhGpxGKI9hjPcdc9Tg5F72nAEzPt+gRoBr2O1ePe/V+o3YZBMPsZcIGqie/JyyOgwzbrXfKcY0yC3MvWBlbjTMS8OfdivH66VXMEeMSJeBuuyMh3cB5RgqgrcAw3z9XGdTZoVJH1J8dtJx/ilxHOuMG/pvjS4wYiqNQeKpig9hwdcL/5+Oi/9j159ZSqcrf9YZ4fyNuBRluEHEC55XQ5mV/knXjl9PnzwRj8WAydkUr+S2vUmTJ8mHHH2a3wxTGizb4IPape+u4eqF0GiAbm44s8nNfMF6CfRqdbSRIXw03UYGzf9W4cIlos3VsCHLZGYxpmEGG/gMurqWb0SNE5vrNqiehXjKN4jP/JZLkamGtbLRPM9rNEC7N2s0L7CDMbKpwZ/KCw+Hrl6WvBnuvqnHuplTmMChguh/Ra6AoWAFR0t3453Bv3yrB0PfM4wGFzP4QjuSo6mGa2eG4sP4naG4vHONpsF5gbg3ajzE6bw0GpznxkceR2pwjsbdHD0e0t00LpsG58SJE1966aXf/u3f7pSwb98+HFUrtEIrXO6wbPrCJ//zF3tz/el46m9++MV/eu6bJwd7f/3hjyyeMte41BteYrFYT0/PJS+2FUYG7zVrcKpQnsb9SAWfORtxjSYGdyJX5zQ1AsrnXOKd2mNt3I7WvHq5Vq06VbxYFssl/LvI5tuWHbOjKEHvqDUbWpsBR9PvV0NRLGi5eW58+D13lPjwnVONdH7Obdhq/AOgGnLRNhFOIHezV7hodxKHAO5CdHM5kYOC6OQBY8tvJe5FIOoYgQ1CHYLWAC+hROJxImdkUNVF03EhkRJy7w4KF9MTmt1MolOlQ2Se0VVshVgRMBWAWEBNUDjQHcAPAJkwDMCTiG5qXcnDBD+AUQ2sI6yixTsBnbavFeRJ4DeKce6hL1ytFkmK2NWCbu4VMc6bhYa4ge2PCjcRJwKfA7JS2J6ZsbZt6ivOHvfQ9kN/9ZktZ/p/b09ujWH+zpnSsb1/+k+HX70/llqgat0qsogdcTDHhPaqqqrapiKzlVFXdYzlzTSFV1a1yYQSmbOojFVEU4CcOTMIg8E4tZoy75XEiqpNYq+VoxxbmeKE1iup2kJSzXROS3wCI2d9sdToqJqp7AeIaaH99blEiXh6Qlk3cuXUK8q9TipyVNVR9o0UpwTO6l7tN7jWrmxxbAugyL3WP72WVvZkfgmqV5W6ndCRqqlKVEWv5+pDoieuRNEMZxpxODzk0Qg3MZFldhOxgxEczO3bpGtl2yucPmmXjJM/+cF9hjWpNPD1VEfXHOu5EuCtQuSzn1/gmmunq+9Pazv8r//39Gf+pq2viF5ElXkzyXbomnNVYARPWcLAw5i6y0Q9EV2zVOQeQoBuUdUXSC9qysko6ybpBXLeJEaoqSq+OVzH/gL1dEXukWPRqex50rWc8q4lqEYjdCh7NpFpp6aMuwMjJFV0thi2rtS1/qg5s3wj1ErKvElyVjnowNWUGMG8m5gcZ8IMmQkos67M62Usqqq+0J8JHKBbZHzLypntjxqG0rxVchaVs5wgOttmK+tawbFK0ot26ZqtIrIG3YJyr1J2wjRePFHx/vh3Un9uVyO1VXOjP/vMgR+f1Tk7ZtTvW7u8I3lUtcnmAwqCtvn+Zrmy7ubVQNM0k3O5soBZchHVubISs5varljyxIlf4pqNTeZSrfUTkEZTSQW+mvsAgKADFyfLuSDufFfiY5OqrCNRG2eRu7mROKWGmZWlMuKuGeiv3ldBKrlDDq6mxmoWLArHQgZ4XD3BMilWGhef2BnZQnGCa7z7YdoZbYtkhRr7quyruJ54KnpBn8ZzhZa6n5i9dTmcW3phDc7hR3PY+5c3nLEx4s2uuQM19C7mK6xof++6SH9XkChbSzweiUYt2/HcCm6X+Azr1l/jHdOKWiiBX3VVsEfblDum74FW7pjDcM3wMdho38AyjfMxOK8sDU40G6+Tf/mXf6n//OQnP3nLLbfceOONv/7rv/4v//Ivzz///E/+5E9+8IMfVK0g4d/27MlVKj+9cmU48UMrVvx/mzc/cejQHfPmtZ7PW0GH5w4fPj409Me33hpOvG3WLCzydceOucHeiFZ4R4ZzNDib+prBt1cV8pV3jh6nvof6v3hew4+A3iLkf750Az1O05JdtvKOSVyQHmujpo0HR9wua+TUvbY7pmXijhnBPdfSHM3Ge6XygVmhxXlGEG98UzaD91/6zm3E3VGeCs59QlBXpAanDl7tpPJsD697Ztzp/46Jh1s8T5pJL/9ytPu9l6qF9fJ+MzJNvIj24iHWjE7G42598HnDbLMyK9WlCJ6bp1vR6gkL02PwR3w7hq0jE7zKSbvrIcPMqtcbMFlEIcdC+TwCfLKsukXCok43xSW+JRRGz9MCPpbex0bIis9mRvNEUSuQZJPfTeiHWREgpa6BI9k8lmwYtm15QrnTcVdOJL5l6Qlp6Cc3DctrLx1yuiknsmjRKTAndHRNC/mxGBgcrAdzHzma/eLzKRvDxYECbUoqIOZp51nILt3EQkT5WBSNzNIX/fxp6S7ofef4S7fflFqsZsflREvgYfZFiJjc/GeJTVw5pS7NN+VE1qiCWuRE3V/9zcfRdVlStWmRlGn6tTSbKkNgSn/NYFc8vd1KXU2LGWajL6bhZ+Z2hLrpV1qXMfNrkRT5+mXqQsSTrOLssASPrHuCrXq6FisIuklyom8Qw/V3FvJEy3KUTIm65VvJluIksym1+1h4K1zxwfPOo8E58lvlRWhwXhTOaL4udNIIMTibu1lf09Hna7qj8zvPd1QN5HKM+Ah0U50TH/cwZ86c3/zN3zx8+PCqVaui0ejKlStnzpypWqEVWuEKCNlEGv8Q+fQjH104Zc7v/+v//Mjf/Pavv+sX5kycOaN7sv7pkgSs+g984AOXQy/kHRbk3UnrbhqhuGq8UwWMjUaKGhEPkE4j9LW36VgnrMrZ4KnoZ22NdMoDWtQ1ovGI5yVdIA+1Sq1ed33dANERINtDNhjiEY6b1/jQFiG0GTFNs7EBWDz++W+eZsAibb55BrqbgrPKMRQfxtH0dyeNEvf31Y6Rx7ssu2vxyJ3fJk5olxJiJHKwStlp8TebpMIfkYP9ZObhz6HniTEkRegOyAFeFKm7uSHwXXmU/DmcDuAB8In2jwpQBJmzN/CBYPB5Hymh09RjLJNqiFvFf+xkShgiDxAUQHF0wmkJb2yO0DQPE8ikrqRLLFbnL+1hg4GCIBBMnes7WQVehTagkMEXSIsEFEpPpIMk3tEf7w7iuCTbbSG8BPiT4OgmlVzS1T7pgx9fctWy7U/9cMLgqWLMc5NDOw/l7howbtpfiLn12X39pzHpLKdgRIplt5Kmh+3TxRrgqHgi1o+Hw3ytmrIBT1byFTcVx5TpxfQbrFbarKyn+muqhDkTtc5gdhYrZipaNq3CULWStKO2cbZWSZbNfCYaUV6uWK/FzIhXy3l2seLW0hG8FuXzlXrEiMUiZ2qeW/fcuDng1qMDtWJnAle53rrnlR0n5kUMa6jiVhK2bRinK069Wo2l4znDHERFaLCpeosVy4rUYtZZTLehWiVrJV130DGLaGrCRjGqUFEJbk0/XXRqEdOOGP1OLT7kDnTGY+hvlSCfYdTyYoSqNkKh5hj1eDLWj6dhnJW0iUQOVZ2OVHs0+isRFd17WGXtbtO4K1PZYHdXrp97377imsMn29D2dM/cqQozp79+6qUTfbdWzUI6CjB1qODUEljZtSHXLlZdR4yQg2GjdDXHZmBVwwh1Jzrg5LsSaMYZx3WrdTfqlgy7ggFCM2CEslOvBUbIcYAipqoVymYkWo+KEQZr5ayV9twBxyxhDcbtszBFoWIkxQiFWi0Kg8EI1XjOG+igEUrlumNhfjp5xQHSRijlq47lYib0AYBBhqRVdWmESjuVRjkTUHua15G+iirj0mObp2t1t1yJpGNFw8oNVsvpSMxSZyuVmGOVUpEa9VKdatqOO7VB1yrV3HqKRhgSIwCnOl0RXZmYGKHfGepOsG3K7Ex2/GHheHfBPT4rszXZM+2m6bForPjQw9FVd16VmnE3txHkN6jIJC7GcrCZAF9nci+L9+O54s73JBcRnuYHnuJ6J7p5mBsduJDFGzAWJtYgua39JGJqF8Fcg1O5w6A+xNXNvQvP8ld8wyJftpffE7VnZlw6mj6xr/YdHeMSBMwVi5FU8oUkgOa3sG1WG9tGgvgC4qaa203Icz1h6aSgm4VX2GD6NN4guryzZV/FYf8aNfAMLyOkxh5jCe0385sa0P3xDz5vw+diNo9G6Gj6O3AbKUb4OOxXNeKoPdb6qpz+DdNs8Dv9vbf8qGNGY7YXxbB51RphzsYd0xMpIH7qVf4Gd34ugmVxKbDlK63+PmQ0eJmCbgbxJroZHBtvzuHjCBUW0eD074PnaHCGuZuNrVCXQYPz61//+rmJ+CB0pwTVCsPD3r4+jGJXahhPevGECbhdHejvx1dX+/Xpk7XC2y5sPHHiTKFw+3BSb3cq1Z1InCoWC5VK5gpQWm2FyxRC6puhY4OjGdbg9EZyN/X32QDFNILXTq8Z127ofD1OnW6a2i2PITqd8oJnRTw8ctla/7BWr2nRPK1Q598x5WYnCtRCd5JbA3BN3D+1W1i5l/q8TBUwOOXtUhOpfO6mbrnAoOJ5Pog3OZo+pXA2Y0kAABAASURBVNOP+/0J/dpI8bxRUtTlDoaVNuxJbuUAQE0zPo/va3jAAxAcawMABHNdEozTjE01E1e5pQMGnmxJDLQNM2PEprmVI5cK4MTLnBmb7uSe9dxJRmSy5wwaeHBVESt1NTdiqszr7ki1wocyHOmFVZzTIl6t0f24U3Mq/JlP/kjytKNREWWkaqNhOiLDSFBT5B9xnoPMHn3PVlkq4nQna9bpFQuIfdWqUbqSIpn1itSo9SZ5oqhOAtc3q5TQ5AcUwxdidBwHhbl1LTFZZ4NEe9KRE5HBLW6q59dHe/6dYcaMvqFqIlKPEAWsSTPqWiazLnHR8qyhQOmOJW5m9ScXNFdcyNaFHs3MaLnl+nGcBuANefS6oXvbOjN7QWk1Wkw1T5RfpRaODPKw43UTJsXiw59+v2glR+xaR7QuJ0p6VX8Twq9cyXU6j7Us1FLjZ5S6ZBaBz0a/cAVAjVa1pgJoUFsMJ1bwC2oRi+nM9K+rm6e4uqUj1MiE/XEyTpGx8JvHQsTsoo7JX4Wvaeq2KbksIW5V0chaw+xMqfvW45cxcUKr+AlNjwV7gLMxYWS+1TBgjsw9GpnjUj//vB318tLaxzbOwQg4JCOPqsknCXbSnMPdPFeDMxQfpsppGOe+x41xVBeM22o4/9K4aI7maHHl80Hdc9KH626G4yO4m4H3g3PTVTP/OIZcLheLxdDaLglYrsePH581a1Y2+/r30bRCK7TCmxFsy37fjQ/M6pkGgPMjf/s7SFk0Zc7ffuSP5k26NNsRIpFIe3u7aoU3O/DeqcL3phBf85z7izlKXJ1zn2ognZ6PLGo9Th/j1MxO7rEVPormdxrC5hTfK24ymmh6sm280oX2LqngIczwSzOaccvnnegkv0zV1N3UKV6IlaI5KGrYbtlRd9cG0K3y1Ih0pRq7ly5DAPKHIdSeaYE1tt/is7uMCP3NEnjYTYzBTIo6YBedplaOE1rouEMYVBtIp4sLclA+wNPxDDH4nKCbs8Q/5AERjzRIDkvOoytUQJ6F7SIJ6dFJJpDR6FTxNHuEaKtzlk4mmf9lQTdnEUkFQtl+m7i3fYn8MEpIHhDXqWsIovQ/Ie46p4pn2jPEYNwqsRNgn9FuoimUabxDXMVuYPuB4pA3Vifkie73/0AlF7n5rfUdn+4688Tt88xlU2d++7GZp0+eWDTp6FWzj25etN6ZnnfMWrJewetJXCXqXr3gFTpifLQYqhbMupWMxTFH+itDbbE0vrYMFPLZZNLCS5DnmqW+ifHuuqPKRtE2rbgVq7lOsVJJWQRD7fJAWzQVMSP1muqvDnan2jyWmU9HEsqxaqpWcosdMbz/q4FKLubFE/FIBW9SnpO2k3zWyp2d2NaJZ0THq+erxayVIXqqCukIay865VrVzUSTpq2scn9nLGsZVr5UMW0vGYkDh7NKAz3xTremKmYZncpEUkgcKhdTRioSM9C1mB2JmVHXUUbhzMS2HszQklPm/gA3Bly3yLbRCIPVvFWPpPAAZnpofDaaNvA9KD/YlcmibSjZKQ12xTsn9E+a9cxSpRJHZh5U1//PWbnPZe10PjW4+6WJi48vWzJ5c+r9//hKck9nAniwN1jJZ2Npr2ZUVQWQbbtUNFDJx714PG6X6hW89KbsBHfeD52Z2N7Nd1S3VnQqGTONYYIR2Aw03CnVq15ajBCpDLZHM7BMrlQC0JmwY+ivWeyfkOiCEcoCcMJ0GLVcuZg2U3bMGKjmkE0b4VTx7MRsF4yQrxUjVsSuR2CEglvoDAYo4kaTcZaJDNloCl+W7PxAT6ZNGyFSHuqKdqCcklmIWdGoyaEsVwBgp6yIMkp9nfFsxLCr1XrRLbXH0zBCrJKDhetVVTUrVbfaFs2wonI+oRKxuIXxxZ9JO+7WlZs7PbEdA2RU61VMtqvySyasn10v4aJiL56y4v67d05Kf93Y+yNn4DtW9wozu5Lrhf5md3FpKPF5CxgSK656munZG4UKuY5OdLHcgBRyDd4qAqgvyBqcyt0MWK3Z1fyaM/AYuZva73RNdDe9GiHPzE0q0s71DrQyvYzYKpb5hPeJE9ptomB6re8TG5cOOyvbDpRKL6JnWjrpvVmAzA2EPHk56ue6xvXEFJYn0U2RNc1tVh23i6To8yTyAt3kDoyjzKkvR0Q35wXes28Rhc4t9J077sHzmuoeXoOL2dTgDHM3w3lGaHAOizc+3uqd7w1VzuAdzfDvoZbc0eS+ZlqmG2haJ6IxN7ivBfwP5Y3wTCCNN4J9P424Vqe2GjxOXWaI2dnga464YzaQS+N8DM6RO4gbupt+/Argo7TCqAHjla/VukUvJhyS0eicjo7TxWJvsTgpk1Gt0ApKnS2VDJENCyfiqnLrzJmbTp/ecerUja196u/Y4DUYnG9Ug7MRV823Mf+WqfU49V5YvTOHyAEeV3CH8uQ+ZVqepzU73Zgdi1qi4tnYlauUv4socK2gNLoV3DL1fyRqGeF7qH5X1TxOOfr3ZS/kH0jec0fc/ZUaPR40Z0S638ArgcFpZ29DWyw8uTE0uDKKSA0/nV+aL8exSR9nyW23NVLI7UstvYQArxmbhVZbeLD0i292pPEZ4/UFKkvXnFgsqkEy27IQR3GxaKRcrsSiUUBacaQgZ8RGdUDGdGbMHwo3RoiK2sL4i1FhtxaNROxKNRqNYJahENPh3jWB5z0k6imH8/BTTTQsUSVOwUrBr8DYcHREgzNgcBJpi0miLUKRPNGh1jv+ROZaueqVD5l42fdqXtWI/Je/Tk/srC+c6bz3zqrNzI6wD7kDgIUwDhwONXqwp0l+qgr2zOk244OhbVeibLlhBbXo2utUkYzISnK1M1+0n4qV0YhYkr2RE2EZU58YXAmUWIhRSWRdOgNGUm/mkz6S7wi8Txdo+n5j6csENfJEGQXfCHg1lrjYzRSAU1pi6N3vnksaLjm1HAXJHPSFPEk9RtrChpBoMSyoS2rxRCiUpemfImJJrYuJOYB0S5wF632NKBlzgIOr+1WpyIncdWFXLJ3OCeMYuvFoAMWYlYN5VWEzoviSgEkVKXLuGYKelqwLuKgtMVQQJkzoPnHiNNp29mzfksULEok4OjU0lBvK5adOmfS2d3VL+flSKZm8NK6wX2vwvJAGpzfMfx59A7xWDc5zj6NqcBpvWIOzeT/zWZgN9HEEL9PwGje0RrobxJVqejcK5xmZPjKuhsf1RiKtwTki3QtzPccrfP/731+5ciVm1R/8wR+E0z/84Q/ff//9qhVaoRWusLBq7tW/9ejHfun//j7iu48feGLHC5cK4Dx58uSWLVvuuuuuFonzzQ0BR1O/3Q3ja6oQR1OFuJvD40Y43tDg9L/Y+q8IWo9To5j646u+f5uSgke2JsYpR/29NQQq+rxPnzGpsU9ddeMBxPC1NpXcuwKmZkNgYdiuKDOM5qoQvqsCjqY7Mh48UjPFHZHe5KOoyxDsjKCb4pkWsARAgvwWen0EsFE5SfwjfQ3RhfxG0joJJ5wi4kjNPzOgVc2ns1kAG+mVNF5+G3EO8sAOUsOPlC/t+nJy06ls532CQW5QeEUE9kCG5QDpWfigkFpKS5GGNVFoWAcIjbTfTrwEcAtK0DqLaDDgSaCbaC3QzfhUNrXWx0R6pt2i4vNEQvIVsjY77xQN0c0qtchXGwXKhLPQqVNfEm3O40O5ri1Pruwd/IuOtjstq21ud7Fe/Fbv0C6AIIs3X7PBPXxy7VnAeuyKb7iOE36EwFsuiJdHRhDaT4ZyNkIxSOxtpmUbZRabiV2NRAAyA0GqrtFQ2ZPNnB0BYtPWKDxc0elmTjU4WtsCRlt7UE62EOQ3mxWFe9E5mhHaGqeH23YKYHo5kfKyZn/94F3VmtnV9Wq231W9M7zITKfnyZRKWseXpirxaSdGlsNQChmhEYZGtk2F+tseNkLQkYYRBC4Ncp4cpRfto9V4ASOUmtOjWfsII+jE/CgNDs+E5lCeGC1no20qGEo7qMirGxOe685uml4XTyodmbnzJzxyZGfqkPuH/YOPdWbWXX37dzozn+cCB6LZ/ShXVn67rFntTfoQFxGux0MbCGRyue3nqm+/TdbgS8Q7kUifz/2kabolLqj0Crqr5Ro8G6zBzVT3jHaq/E7uLei4VaRbXVIzAUzmN7Fx5G4Oik/sW+mZFsuWhM7lvESgqNQyufJs5U96XwUJ4jcJQfxF7vond/M4Xc5yW4YlDNQeXkaAoeKKlFnO9QEgk7qbcyXxKJ1Uow3AQZFIn8bjHRrI5ehxo8nRVMY56UbA7wzdjxo+6/Srp54CmsFpNe+YomwknriE38nbj47T+ZTElZBfPP/u5u+58b0UaH1N/V1HqRD7xPTVm/yXP0/72jJ8B/P+vbKJlQaMTK/JwjSCe19zR3BYa7Pxtju6BudlcRPUChcRevP5wXL5rlmzzv3pvYsX/9+tWzcdP37/cHnOVnhnBqz9sutOSaetc74G/uy1177vK1956vDhFsD5zg1NjqYPE6iAr6lG0eAcxt1U5+QPNDiDr5UhHifAFVNccXrBLVPe1wTX9PkuErf0l1yr+UnUMFSo3oB5qRrkJf8OGQjg+a+ecq5h+bM+QD0b3E1TNTQ1h3E3DXUBDU4NvJ6bp7nd9/IGr170nLNGbLqYQl7VPbV7974Dh460tWVX37jykqACLp4MzYxpt6kAWi7kC88+/3K1Wrn91tWZS7G3xiN6d0xFpxOFCjpy/PjJLVt3AiC847abATKp1xXIOHTqlQrQxrpsRXPLFaSQeujU3QrjTlmR4KhJxMLgNPWGb6BWSCUpUn4CWEUipqc0rVDHUYh+MBNiIqmcsjncJRFTHHkg+JkFy/QZnL5CJCe5bobr6moY1wxOZCMHsbLXi/ZayVtqZ/8fpmP1z36uZGTt9TudUrUekC/lRD9eF1ohME6yME3SCvVyIJWQpMQ66ahSstBZvVAcmR2jZuhnSLpoFQan7qwQMZmu+0JT6ubJMnKEpimcV7IeHWFwAtXzqZ8kZvsnkuDo4ERHTyVxHgQkNiCV4kThe2ojsF+u3y85kfHGg7wriXpw0SLP8y0mfTF96/kQcl3GpcHgxMDV6n6Nmv/KGj15Eq7LOAq7tC7XLQZNHtXkTlQVMDj9GmWQiXGKu2CWVpV5JVOIM8Gp1SrCpkUtmhjqXugTFZ7/v/3dH+4/cOQXP/JTQOIr1co1K5YePHRk7pxZ+PXb33ti8cJ5WBSTJk5Qb+sAy37sYx/7m7/5m1gspsY9GMHbotfgXzZ1NNUovEzjHB7nMA3Osfidzbe5RnysdG9U7mboTfDCGpzKuFh+Z/g4Mj2su+mOyK/O4XGGj8G5SpDRcdfgfOihhzSY8Vd/9Vfh9EQioVqhFVrhigzTuyY34t/a+OSHbn4kGbsEC/bs2bPr1q274447VCu8qcG7KA1OdW76cA1OL5xHMzX1J1XVREn9Y8Mzrc8E9b3U8tcA6dSvcUb4rMYNaITpAAAQAElEQVRR3/V1/gZ62mib9kkbxPWvzfhw/TCllBr7Xnxu3B1LgzNUjhr/YEQJLg69oNpuIVqp1TQBJwAsLO2lmiYgz8FnRZlvEcX2gEwAJLAShDoAkFDD7whBzY476OVy4CmqYPquIE+otrUkZQ4+TTFOgCWlwwQs226izOTgC1TOIygicn3ZG3mKvOar/sdVYhH9ZwLSKL8qsKuphjaqxALJv4e4KRAR5nyCmCtL3kcdTYAfbpGELXrFnCheMftV2/Ucayp0Xk2yKUAUADOF7Wrvf6AUX2SCmvBBNeE9GXPSdfPq5QGvkov3n6huee7lgcJBbaF91y1e93O/XOmJqrf5vsPxCM/fYhh4Kcv8e8Qn7D8NpOLU/ImI77jO8PCVINFCLN5w8NShq2qZzz+x9Pmd+GuwcORk7oUVN6/tnGLHszfH2tbEJ9iqflr1fl2d/qI69QUuge53q+m/xuUGCDC7moWc/R4BwthMpgD1xPLkGtwga3YK0U2s+va1fPLHcsPlgqTqvfRMyzVYpkvYzEquwdxWeoKly+ga1yAgUlxwEMHiBZAJcLT/SWKfWgYYF5D0Eu5d4EVmLX1io3C92QLXKKzxjIjR4hpFsulc0jRzm9gMXLIAeUYmkoFKBd+Dqu1GQp59jxEERSLKJJX8BibyyiNXkstxuZU7kVKjvYspc3SFreCOOWZ6yIsAa5Bduu4wPU451yLG6fnoqaJckCGcTovcFP+dLlBqCe3JlfudzqMh1BGMTBXS11ShX1XgfSF8xzSG625eiMF5ZWlwtsLFh+eOHt3T1/eHw1UVdXhg4cI/feGF3b299y1Y0BrBVjjc17fvzJmH5s+PnuOyeNnEifg8f2BgAN+CWw6N36nBG6nBqb/ANj3WhjmaphpDg3PYub43IL0BVvnczSYj01XB7VaX0/hwy+eHwD+QF2w7Up43jM1pNL0CjnjH1LWrwJd7sHc2+LV57x7+jjnsqcA9zztm6KtxkH7laXA6uacMa5Jy+uqFbXb2Zq9ewENd79n+RDyWyaSeePLZNauvV284VE//vRGZYiaXu4UNZnyBYbcPDE5etGBurlDYsGnbtCmTJ09+oyiLWzmkgK+d/SomjIkXYcP23NrBQ2YqnZw7e+aTP3ru+uuuUa8rxGIRoFE4AqLSwotxpAjhr1w24/FopUrinSJ30MKoAglkZkJxZqFkmxEAaXWtvEj6nUlyZJkcxCgQq2jUNknHNLUggVA/XVHaZGZNi8SviCMziYCui7ggZ/oDCSc1GZzN5plSuyZl8sRqfEF0Ej++WfhogDk3MBi1FH420QvlNciXqJJxubZrpqMAnFTDJPQty04zOCO2XSpXGnTPYqlJkQQ8GhNSo37UrJkmLKOZjuQ+RiIohwxO4YyykFi0sSjsiMh11owG3bNY0kxHmloTWPWJAPzQRyVPsBrts8SAjRMLpXLDCEbBavBiYTcyI/V2BjI4PS2cicymcF7RAukLTSc80ajeuQfIFQaTQdQMTkU6ad1pNA99QSGuZnB6msGpd1AYmu5ZF4JpwOCsNqifFWFzCoPTFQYnrQDoVKaKwZlWreLoSSPtIgfXEEGKUukCX0BIPK7Vbrvlxi/801c+9tGffvXYidOne3fv3jdn9kxY+9oVS1F13amrt3uAnWfPnl2V0Rz/R1z5LjqWBuf5mJdjaHBeAHkMzr1wHuP8DE7P885zVOdPD2lwqnPyN1NUiK/ZOI6qwamGY5zD0xuFjVuIi0hDvV4fGBg4cuRIoVDQ4PDixYsx1UY9BZeGPXv2nDlzpqura968eXJlUbqQ7du39/f3KxnaW0d7SWuFVmiFNx6Wz1z0S/f+1JM710XtyL6Th+7745/585/6neWzFltm6232rRAa97/GXTDga/rvVJ5qfpn10z0V3lVjasn3Jorpvz1KcQ2vsE0lTn+Dq+/bx9ObDxu3So1cNvKPhnGKuyAjXJfGRE3D/0BriNy69vKnd9sGlBkV0t2U7nv+Hlsf5VUNHwbNdM+7sAan610+DU7AD8VdpEiaglkCfkgtE4xhm8pcQyQyt5lABV5UGnAC3p+Q08rSf2z1BBlUnfcIL+pFgh+AQOj6cq/P3aRk5nzR0TyoKgcJjqq66vshU4AxAIoA3EgvlyVqaiqXbLCOe33NP1K7bhMnky8SQUHh5UN0gNlxl6oX6SY3uZB4KqmiJwhpeMLdTK8gHItzkRPVoeTB58Uh50l15ivq5BfI5ULVQFDmfVYgE76i4HKTmq5ik5zTR05vfvzJfQf3IbEv33HYXj5laPHPfbZWKzr1WjSerR62IhNdJ67cas7EzIkka8eMyATPiSivMmTbcbxb1PsMq8dzPEdV89F4W33I5CeTdrxQVIxqIZboqJ4xYW4v7dVrRcN1orHM2MV6LDaSVE6kPmhY3ect9pRpppWbwnv2aMWatmUnaieMCNpmj1msMyjbz9vOU2y2esSITPRqMeVVc5Zpm6MWOyTFuo6q5KOJ0Yttyyg36RVqBbydRmKZ2qjFwghAV8pDkWjKrdpufoxinbJRK8US7ZUT3LZdT6K15xRbycGyph2vnZTWjl5sDoXU+k1u0c+OUaznRaLp2lHDnug50bGLLdte2TA7UWwNrR292GOm3anqCc+t5tGR0Ys9ZdgoFsBOJReJpd2SNXaxJcOpYBBrx8zbd1QmTKxt606fPXDkOW/78TtX3Nk2a6LtbyrvUKnfUDN+jVTp01/hlgKsi/h0NfGniDVWT3Htk2+NNbhDtd/pu6ulZ9op4oT2NDc04MsUrgPJxfRHXd4va/AGDB3xy8y1XIOlV/AZS9ZgUU6fQXiyfICU8fQ1dG87tF513CbczU28gKQXy+aDXbwg0P31JiKX6au5kBEHyIrTC1t8GWBcZAq7xTOtSUYmZij9657k5QjNUMICTy4QyPNV8jg77xDPtJvYjPgU4p3VPhWdpsY5NFiYARfTTzGGczSDePgY5ncaobigjP67WEiDU98fxQ8BPnfy0yg+Hhn6jsnXX0MExeTeZwi/U5ejfc43vsZ6SpegdNxq4J0S159vef0UJqivu6m/1WoeZ0N3U51PnUU0OJv7eYfv8/W1NhvpKrhXXp47ZitcRDjY3z9QKk3s6Dj3p55UKmZZJwqFiuPEIxHVCu/ssKu3d8upU7+6evW5AGciGp2WzZ7K5/tKpQnptGqFd2I4R4PTCGlwqmEanKPyOBsanI245kfqV1DN6TS0BqchR9MMuCiu/tXfXqQ/bAp3U9zHu8Lba6CGw+JGQBwM1agZnP4rpe/zNpQiGfRTgRe4E1IqrLt5jsqmGkuD0x09j+deEXdMw4zUS7vt9rvr+ZfcwqbopI/Nm9t29NgJoCPz58/N5S+FODrmhD3B6f83uw1Pqrl68dWuriWHD78KSCliR86c7XvjAKfUYnm1k1ZmjVt91audstJrliyesv/gkWKpPHXypNfdkVy+UCxVDRIK6Y8KsFAuV6gJEAhYS8QanYo4YkV3REGzXq06eutYuVypUUqFmGXVqaEkR+iMSKdSBl6/qnSRKi5qVU2YfLIjzUAeZNZgZ6UiJwoM2eBKirSs/wBWBsTKbzA8sdI80SoUSieOnWjLZgoHDxJwlYVWd71UJkXPp+hWva5JkILn8US37pkWml31ZHaamino+RqcjpA7AfWhxlDzKvmCpRHEijAadWOo30n2JKxUVYaob9q1cL9QiJUv6nVKBU1hPaIK8hxrFNEExNjoeM0ZdmKDja0ZnDiTkpVunbXgxEozc1UK0cYpC89VzxXUK4lmVZiyIzLL2KEW7abH03C1hkiFe0mGq1gJw+1agUE0q5LaqsLirdUdrVZRtdgXUQZ1yPetVNlTKRNQt1UoktsqbSDF0zQwCnGzoDmpQHmVTyN2SpUq5544KK6QinqBcMvam2bNnIZWxeOxgYGhM2fOzpw1/eCho7De0FC+XC4vmD9Xvd0DDPuRj3wknU5flg18RsAV8d/gmjxOI3QMcTTPr8Gpc57L7wy/xxljvtmdN70ZH8ngHIX78jriAV/TaHq7DcVdNTZ3s7lfWIXODb5iB3nGPRw4cOA//sf/uHDhwob0Znd391gA5+OPP/6Xf/mXt9xyy3PPPffhD3/44Ycf1umlUum3fuu3HnzwwUQigZFuAZyt0ApvUkhE47/+8L//xbs/FLMj6w9s/49f/ONf+Nxvf+qhn/vA6nddlntDK7y24A330Wo0+SijaHCG46E77ijnNl/IAtWuQN/LDfBO7Y1WhdFNvb1Qs0YCpLOpxxlwStRo3M2G6olqvGwGX599FqlSI3ioatgO2QszOBt7o/SW4iBd3yqph3GZNtd6KrmENClgDHaGcAXhyVeIcABdGHzOhxOqZ8jQArpJSbz1lLGkQ8sjhC0zK6nMl1tHSANYJjBIuoK8gS/8/T8kxhATtBLYA8lhdYrnacgTSAbwD2AhwNbyAmYgxGbwJ2AS1eOkaeInABXEJGYKZnlaPNPWCaIkZjNzcQ+9YlJ3s0IgM7WE7C56ps2TflofUqe+yD/RqtI+trnnfawRXY50jXhEwVvis199duMPNub6AAbW159a9dLBVWdyE9xnW8zNVnjrBcNY25NevHL2+hsnv3hw68F//sw/X3vXtWt/bG0kFoAKWLZYOJnruQyLuwj+9X1XHf3/0bdz533EIAF2dtxNb9L5jb53aC6301zyTNzKHQYkdO6mp1muwZpP6IxO5BaHeo7OY/ETvUMv44kIZooAJ34qbGM51N3czE0GOKt6Wrzd6sT1xDhTS5kIoLTtJmXE1dBz4oR2ISHY4j6VXSkutTcqu5vXmdJBoqckfNvCL5/oe6atvqo67xaM9kVudIjP4rlojHUZvpjr3bX+B1L/PhLW4FTKUM37S1h3c2wNzmY5hl+Ovuu5mscZ6HFq3c3gDqjb4N/13IDH2TjXC+6GjV29jXiAcQ7zbaB/Vc0bZsDX9FxzuEeHMGvT9TzjfAxO/4454lwV2lOsWuHKCxgafCqLWZY12gAlIpGlPT17z549XSjMaG9XrfDODgPl8lClEqOO2sjZAsjznjlznjh0aPeZMy2A8x0aPE9dag1OHdf3luCLraudfAoe6WqP7hqDVPrW29hrJNiLYJPaD5D4vPXb4LuPVwE7UwXMmNCbo9l4o/TjjQ+pcmy8jY5xlw/2B6vR48Pz+A3xqSsNd7yXNVip69zywUjnI/XC1kjbHV72FrzlTZrUE4/HDx46AghkyqWAHu3s3cpMxNtvdcsHjPhcy4iasdi8+bP37TsYiUZmz5qu3nAwo1Pq+a2Rng97lSN25iaxr9ORal+aiB85egz27+7q3KteT0inUhiqTCalNTiL5QriJBEKLzCTTgEVi8WiQK20BieQqEQ8pjU4gUXFIiTnAaLL50vpVLIq8pb4WIK41s6k11nx51GxrGQirpFCgGfpZBJgJkBTlJxCXHiQJbMMsGqEBieaqYrxKwAAEABJREFUh9IcxxVaZFVK5on79u4/uO/A7LmzAZ1NnzFt3779yWQCVedyuauL9Wwq6VWQOQXkzLbtUqkZR4Foid425/gIolGtVDEr0FqheNalRpJGASwGJyJ7WXRGfQanI+3HupaOwz6RUqmiM1tBIXqZAG/VXNWayJ2SPUmRS5YMi6GQXL7o10ieqJcSQXESPmt1rcEJsBlt1icCYKYRavVIxAKoiULqPom2hKEJfGIrAZ6tklVOJhJ6XOTElIYeMZS6eUowS908cnmjfvNQTIq11GAxR/pSF6kjtAS16MwahI4gs2mieeVKJR6L1VlyCieyL3UXcVf8CztUMCWLlKWlOeLxWBSnY45J72IwPuYewE6B1S9AvoRV588j2nLnHTfjeP2qFTjC8oODOfR/1szpKng1eHsHGH/KlCnqMgXPC2lwjtDaNF+7Bqe6iJSGCsnYb3PnPzYYnA008TxxNTKuzhNX54mrC8ZFg9NPaHJWQpzO8Q0nT568+eabP/WpT10wJ7r5O7/zO5/+9KcfffTRG2644a//+q8bAKcSX9Lvete72traNDE0fNZYkdcUXt9ZV3LwJKi3V3j79UiHK6pftml1pLgd4ZbFq77/6b//6b/+9U/+4x/tOn7g7qVrJrR1z504/YJszuBR3hvrp7diOE+nrqBgjKLB6d+PVJOX2Ywb59XgHJ7H8O9rqsnjlHuw5lnqks+9VSp+e+We2CAu6FSgu8mCxZMtY16gqam/0vpclgD7dP1vqc0nsiD/MExXpxvDOZpuk30Sjutffdg3pM2p45dncy2gTaCVQ+vEaeQ1QujcIZp2EfpyxE/aXe3AE6r7YWUmBd0UILNyjD5gO+/hV4a+7xH8IA7aRxyx7WYmDjxFMBKABH3YblRdDxF4GHiaAENiFtGI2ikSsOoVdfbfiI7Uevk8AZQUkAbwCeQ3o8wPlIIOMPfRM23HvfRyifxoKlmerxLqaFvNRFRHL7tthFuAagDnOP1FdfiPSAyNTlXTPqGWfIkyomOHdd9a96Mv/UjRG0T54R9Xv9PxfmPB/1ITfkKd/RZ7RO+4ewmmAmupDbC6jjuJkQB/dUtsA56H+h4jkdRqE3+btpDPBtja7nf7EDKNvIKF5F4WHVOb5LloNxOdHIloqMhM+JTT+Gyiwqio+1Fx6vsMdUxh+eoxYsOddxFkIoS8UNx1niJ7lWKlSg09SwQXAA8waQBXnQ9ykp39jsqsoCXZi172ol5kIoYAGDbMCwxY6ywCo8qsoiUxasSobmVODDHahtHBoCNPajnJdv1Pqs576UoU44WKNcw88CPVvoZTBb2IdIjCa7/q+77qfhfBLQJXCZVeSkItygd+xvnzfbIDiWb1MdF3jPyMOESdRrwc5eN0JHL+zCAtr3RIlffRhjAC2gb8DIA35gP9Kq8lLo7TAZVFOmkBwPCYOVhjqIjkwsnsBbqGSVIvqN5/Yy/sDk6Vygmi+OgvxiKrXTG/rFSVfXcKauCHjAAaH9rAn2BkDCVGsPshIUC/QCerKB+LCHEsImWLe+eJdLLKnE+qrgdoGSw3VAdMrnKc/QWaCCOc/TZXUHKRqgC920kjoMUDT9KVa2QitwhgfLvuEyM85VuGi+KIkCkrqu9b5Dhi2pDQfIwTsl5WR/5cHfmjvYMf/8a/JAsD6pmvPGNFrFvff+uweY+5gR6hX/g37ZdUvaROfE4d/XNV+V0Vn6+m/qKKz5WZI46gK4c4ZPiixzV4LdsA2+L6gOnE2fgErYeucQ0e5uhgVmCqIyeuJIA5kQeAKCZJ71dV1yMq0s6BQN9TV7MQdJCermXozZhKL+Po5DfQFFg+gCej01RyLq8PGMee94kY5wsixrmQLE/MB1yOALLSx/VsuRz1ytXsDgKomI28kkynpGhhOy8v1mVQr2ggmqPHjXDcGMndDO6no8abJXi+Bqcgjj6DsxEX91ee7wA+0N2Uu6Sh07Uep5IfdR55d/W94GoupqV9HgiPs6HyEnBAvUZPvRGei/z74Mi4Gr7b9zVocL5Nn8/f6qGCT1rl8sKurthobkUz0ei98+Z9buPGIwMD09vaWij1OzlgCVdcNxWNxkebKhHLunXWrC9s3bqvr2/trFmtqfJODIa/Gcd/QwziQfpIjmY4PXTuqHGtwalUk8cZcDEN1YiHvq3qm66fXwV/GD6n08cpfb5m8Ek0cHNg+fffBqfTvzPqlvuIp5+/gcXKK2Uz7nkhTc3R4/JU0HgP1cU241fCHdOMTsI/RQySrmgbS7qjo629fam6RBCInb1JR6x0008skJyFC+bqKorFonpjwbDSdpsIOkSGbdNJJBKapvaaOhLOTOpcva5peVoTsyrxqmhh1uQHo8pM+llI6H2OBjjJynO8ulsXBx3EPuuO6xiOS64h4vWaoTU4SdzEKRSqDHQERKmSIBZmFLPWnRrOrPNEynwS969rgBxNqmmVSMX26VqQnk6nZ86ecfToq/L9xDx58tTsObNN29i985W5E6YABUUzSJZ0XGkeBSZdkaJEgSiCECCRSnG7ahhC33REHZO6m7p5nuSWE3UXfM1OanAKmVWYr9JZnIKOs19SI09kH/X6Qh5Vx+XAFSOQpeoISuowc10vK7+PUqMW6TTYqrp+NNUn0t7yIcq3nhE0T06U/jp607zupm6zrrEm7kkkzua7Xl2UQWliWENfMZrNM9FmnujIGLlids3glGY7OrPrXxINV07k3LBqXnCitIE1MkI9TlI+8a7ASSLTrsqpIh3Xk0riwuD0x+W1Tmmgfd3dnaoVxisEO3Eae2VC+0E977VrcIa5nso7R4NTjf1mdzFvfDp+YQ1O43XxO0ce3RFxNSZ3c2RcMz61gUPx8Q0zZsx45plndu7c2d3drVcXLrijynDi9rZr167FixcrYXnmQ84EMH6LFi36oz/6o1wu19nZ+Yd/+IfpYPPg3r17v/rVryrSt6tY7YVCATcbddGBYtHlMup6Oz2pYy7BmKYE9XYJ6BRGCuP7NnunKpVKSvB7dUWGiLL+9Md/48++/X/+5vEv4R+ugL/7nl/6iRsfssaeWnxDrlRGjBQWGlYupqXW5X0rBowUevGa2u9RTb2qxjN4F6XBGd4fFOZBjn4PCh31httG+bqgkR5rh9/8VFPFs6m7qbxhGpw+SqqfADSueQ4fxQgpjangWSGsH3b++++58TE1OF2lLiMfxRWXkkRrlpI3CfQLqKT25QjYA8BM+SihL+ABuKMDYwCkF58jvKhjwrCs0f1jYh7/lQ6IXN/1QtMUz7TRHlXcT+wNGBtQwPxW4lj4R93Ns8RgnCGCDQAFI5NIEsWTBJ3WFlXXg/R1OfgSAQnAUUCtAJIBvQMohULQQgA5hd0E6rLX0QFmXohfaMzpLxEoqp0mtgEYbNLPEjIhx/TC96Yb7+459tLJVFvypodXd0yfozb+T4IuwC8BmAEnA/oCGAnwFVpeEPxJO8xEyQCWALqwYdcSw0NOIJeA6wBfAU3pfoSYDWAeHInhHaehtP9egGeAiEg+OywSg+JaE2AeUOG4lj88SnAUphha70sMokCgnoQnxZ6UIJ1BRhrGDu2kkbcQGYXlYTRgkJ0P+EYDXARL5ncotyAOQgcZB6ZltxMEwkBosl1hGyFJIMGFrWwMhhjjAoyQOds4rHQlKl5Di3sIjgI6wvyBKXR/kZPWjjHRnz+vEgPDgGJScf6kCEcx8ZCPTHP+zJX5c5CJnD8ecVAMPUYZKbAYpp9bVvl1gvtq2m4vCcEAHdngFXQ6CtCXiTexg/ltRArx3UFzeTvuUfVBMcJysv0QwbRHHOOLszRQjXLI+l0tXXuFv1oxGhPH1PUCOu5mjZR7XM/+YtToEHU/QUeul43CTQwvIotGiE4h0oZ1gSEGkKlEtBK4L3VqjzAzMdoKK4KtsLIwlOgvaco1tpOLSNiQaFXXvUReUWZ8li9e6wxwHjqaDXkDdx7kt4sQ5ip/Zdl0ETn/lvf+/KKBF77+2FC/d9NdXRdYBrgUTPtlNfU/cAL0/4gI4snPE55EmQDCJ7xPQEdZgz5OPMgRr4vNsRi5w2AXayfsqrmbS9kMtBBdwKdAHInUPsKKYDSvztlIT9f7ZegNzjFUlFoiWyh2s1+YTpgPdqePYcOYQDcxSbBSbEE3kQJj0tN1WabTfObk5eiIahMW+OB6Ers5nXB56eVsRINht+hkNc7BG6nB2bhLjqLBaQ6LX8zbH6sI5ddbVn0ep9HQ41QN7FDrbsp9jaeOpsEZvA8H90TN9cR9U+fR6Y1zwzt5R71jDtPgdFsanG/DcLC//6Vjx969cGHb8P3BOsRse2FPT2+xeCKXaw3iOzwUq9UDZ84snzixR/gxIwJmxqRMxjKMV4eGWg6N36nhHA1OzcIcnaN5Pg1ONVpc/6G/5KrglmloX7U+MGj6PneC2zbvsPq1TTW+go7U4AzYnCElFNNq1Njgeja+Fze4m/rttflUwHjoLume7x0z9AU5SL/yNDjPE8bhXjA+t5vXUUtbW1t/f39XF5/PhVNHNUcUZFNZ0UQKhk8ofYYtbmkRr/MDkQV0CqcwMzdpk2RJwRWDqgGGEA3pu1W8nVryzGZZtqccrcEJRIwl1HEiJXqkEJ6iGYqs0eKpPFGg/uDpTvmZ62iexbjsisOxu7tr7txZS6++KmJTyvHqa5Z6gg8uW7bEWre9jvbT0S7gDAdHOdF2cKKNeJVN9TSDk+ZDTzUJkp0VrUy/FlvXaAOfZNtq2kQ+g1OJZfAsquU5bemYX6M+USxpGLpwU9sBGVzhvBrUh7ElhUbQX0rlRFMbJ9iESPM6lumfGFhMG0E3zzUACsqJgScLvfopu1njicR1LFs3z5C+6GYr2XioR01onS47K7WIEWw9E7TZXdmi4Zh1yRs8bysxgjTPsWhwI3SiLkT2CLqm59diyCjQ1BFmiEQsrScq883Sbl0Ms/Wo9hYInnceDc6RPMuL0OC8KMzxTdfgDB/VuXF39PTzHVUDuRwj3kA31djH8Q0dHR0HDx68//77AWrqe8xv/uZvfvjDHz43J0ARjwLLMSV4j96doUM8Hv/t3/7tSCQCgOSXf/mXv/CFL/ziL/6i/gm3n5tvJvka8MOXv/zliAR10YFXNNtuiH2+bYK2w9sM4MRIRUZzm/OWDrpTVyzAiTBzwtSfue2939z8uJL7/I92v/S+G+6LR1Jj5R91pObOnTtt2rRRdza8VYLu1GsFaMd7ZH2GZUOD04+rxntXwORQwVuWGhEfDYMMp4yKWRojlDVDSCd/FczSC5cZOvreazUfxTK1pz5DBdpmYQ5KsFMp+HU0vuZoR2+MuPIbpfmaV4YGp5snOxA4GWBIDbwBshp4hmAAhe4EwgGAAUQn9xLxAIArRA4OEkkirfBZFZtJ4I0YgwBvQCwGnxfflcIwI1pzPXc85QXHQgnAP4ARItETcc30VQSBtPtZpACtBJSCkchvIo136zoAABAASURBVN4Tm0IQBUBdZhXHBQgZIb1pRD40A48Sm8+SrHbqH8kdBLiFhk35KDmRgAkBR13MBVwYaea+Tzz06KrIwl+14+10hok2VE4Qx4oIJIZPFcAvASkNPq3abiN4BuyTPDMhnxXFiyZpfOt8T79kj+0m7ApID0AmPf3OJWZT3CmmS4rpAslSOvWVvcDoIKBNGBkp1DG9iZhQfj2d8frky5NiT4N0wNQiZi4dEkbmGqI7OD11tUiQ7iRaidpp+c0cDgA86AWwUlgGOBlqJ0Y1URV2EGCDeek1VEOAbYSOiFkuU05e1FiXEwfNCZCZXkzIM7eO0JF2JUrMcrG4Et3nCyViAkS7Zf6cEuB2pUgqAridTPIuYCdYhghxnGgfgEy6Ej1MO3D+uEK2mye6rYcE8rxJ5sMWTjPOH1FXJRjskeoHJIwzbT87RXQzT+YxOo4GELMs0dmyp/2pLlHRLvYCJ2LUyLN8UUjG3ey4JwxU8gjFdaqVYTOsrEpexUGHPWE3EnY3stca3URRwH2Z+LLPI8T4NhfR08TyCWQeF0qxeHLG9MB6QTpWEHPeJInPEZNOzORuAHSNs9rhGmx0DYnE7x0C6gBugV4XBJPmonClv7KIkAhYFNMDGCcaj2ZUDnNSpa5qn1G4+4N91VNPRF55l5r7J6rnvZxX5wmY7ehvarlyf148x25Xp/+fGvyiOvE3KrFITfwgpysWJqYc0c0iBwKN8adTkTYnAL9d5n8mQPevYqW4zgDKxfIhTpxU6UVcZbA/CgRCPPQ8cXH0EVOaXPAbeCKWT1TQfS6f3bJ8YrQk5jnshpmj91VoPjR1eWWO0Sc2Zg7QzXUskJCwXI58beDNtNX4B0OzNptHfd8JPpyG0o2R6f7RHCMeTmlipf6dS+/kbXhib8qKyQ3JCt0xG7qbjbj+VXNirBCuqb92+fqa4TfkkPrmRaqwiAZn+M4Y2udrhLmbqpmufG3OVrjSwrFcbteZM59cvTo22uMrBrQjkcjEYnv7+qr1evxt9NrYCq81nC4Uvr1v3weWLRvVWTGmSmcisaCra9upU32l0pQWwPlODOdocKqQBqcxCi9zLA1OYUOG436KEXidbdxEVaDTqfTRxzvN4O0N75i8aum4/4qhSzaafE2/9WbgosHw8zS+VBgNTioRo2ZcjaG7qS5eg9MLpYfil1eDE19ZL3IH9mvlioXDRXJOkO11f9wT/uJF1aIJkRcTMpnMsmXLEBkayuXyxVK5YlCrEk9cBoyWyxdqDiAuM9DgrFdsaiRW5HlMq0gis4g+VmsVR4t3IodWlAR4WJYCHeCLlGbEr0bdVcLkc8+R0jSrVSeQoqxVGhqchtHYD1Cu1IzRNDhF37Eg8Zp4UiXmR9jSMqPVSq1QLJNhGNbgLPhalVqDUz75aFYi6hL+oauRSF9ysu6aoiLZOLGpwfn/Z+89AOM6rnP/uds7OkCAvfdOiRSpQvUu2ZZtucR24sSO/eJ0x4mf0xz/X16K30tPnGfHcU2cuNuyLFldIiX23sEONhAd2N7u//vO3N29ABYgWETS1I7pq8Hs3LkzZ2b3lt/9zpFr4Hw+50w7EykdgzObRv8zPEoxeGcs5tCxk+i0VqCdtl5Gx+DkUWJWDM5MNsYglzwidrQ8iynKKPEfBrzMiAozWwreaR+XvsZOSQzOwlsUlikkBmdOxpVO2caiI2XqK9xiDM7s8BicOEraIV2N6+thEfhm8UMnnoRF9eHMpCUGZ0bH4EymHUYMlejSN8U5MksxOMm+zVx+wBHT4VqtGJyi4kwkZe1lYGGORVXSdZ+MgoZk6HYkjWa5GJxmuXyZqJxj2qoL5l1FxaRxEXpNVdR9li8fHoNzcNxNe/3Bek19/2yZ015H/waoa/Sq0P79+zs7O5966in9IgxSMRjnkIRy8A9Unjp1Kmil3RUtZrSqqkqJq4F58+bt2LGj+FERcGoVJlClRqRjTFqS5RGP4epGSab4+4YdbiTAqWcKg7rxZgrL7zrXNc6eML0pUtfe34V867nju04dun3uTSM5qi1+p+zLD3/iG03nbD+f04eZ8ki62Pcnrjbg5LmzpEcxbGxSP0UddN5xlMmX33fYOauo4FTl8kNIp65vkVFbneF5/SDWVl56o1b77hslGsooW1Umr3e17r0Lz23NwkPsaxeDkwhnDgkitXc3kVkObBe6OZswAAyv+k7iBAa6qxanqWcJbKjdzJFOAasAWWmpYpUIELXsjGDmKGlE7X0EM0AUPtFiglcBzFTdZjE2MA+At4S4fgXTwmJCZ2CH/q30K0t/m0cI6uhvU0AmQBpj/h1jN4COwKLOfpFUAwQLH036JJVhwD8XkUxqQ89+SZ36O1Vzv3/m35H2gccEFhDGANEBt2AUaD8orkfBzGrFTSgBSY79zxakgeB8+NQVknCDHeR51bcReQKJUSA7XZjNUY4dLeMQ7loOGVg3vtcCXWC6jHQ4lXQT9KjmTi6O/jcob6Wn1lNCv0T1CLqj6SbpzlGRQuZEBThfPNMC5IhAFvypZ50VExGWx5+RFWSW6BIwDzqAoxCO3ir6SNGD0jPtHg6QXnP7xPHvGk59bD+WKdEUaB9wV819MoqtnHFr/eyjFA8jRTfIqOZxjgCxatYKHd/ORvzidJfOS+/iAyMyqnFSeFZo1qrC+pluDY0+kO/h0NAOFoO1fnotrSroOPqjvaTSKSvgaErEhcvJLKkSFoEjeBuDsy4g8owf4ozDCNTmihEAJjFr2QGi2VyMfI50UwSsmNDQQg6tdz2NCVCHMQLKYrygdKhJf6pOCwZjqWANk+Yu45eIU9nC+aUT2p38vjBO7XZOBEPMnqYSUX+JtNNdfDs050aXTNOaSu1vlk6G9ZdoK9Gdnl98ffiliJXizrJwgLxWC5rZ4SqubSR8kdMdrpb3u8a9TR38qDrySdph/Me5AEb/0cGMwwiYIPyrf5RG6/oxSefR31fH/0TeJPioMF153cFdQ/vAMhgXlcRblH82YTCd0LppFhgKk44fFvzmwBRIwdmcI/Rc+8TGcuLPkbjzBTiPSNxNjAXLiZY8zYVXvZZ62V4QdP1z1C5GW8XWyMVnCd1sk+V0Cwc3IMtJazfTp2U9pPkmBLoh8tarnOTcp4rnmgLRlBOaw3pIUzrXXCgGp307tNwKHGadxUr3fY6SLrPo+9203QmX7mDL5VWRaw7bGoZhDovFYo+4aTvrlcmPuC3qdQr1VeGMaVzfepS3ZsKsJfBALZt1jXztPamqavG4cS8ePfrRFSsqsry3csKj0+O9vVgDIznpGR+J3Dt9+td27jwbjTaHwzfS/XgljSmZ5psUg3PIvvpMp0+TBTUnzz/2Y8mpOm+npMYQ7aay1JOl8uITZ+uZcuk8q0dXyBsj3WmWzdvrD95XDKYGl+cLhtTXG9cobd++/fXXXx9LzYkTLzFG5tq1a7/85S+PsfIDDzygLj5hFpLJ5BiPEgwG1cWnSDiIK7SqcEiTtkQyE4mEwQfx6A7TWhUJ6XicSWxtMTh1mEwwKp/bq7WP4InhECMv4kkSOh4OWWE1Qbwk8rqZYqxNXxHLoTIacbtdOq8rg7WicXFSaohGUCs4E2gNaNDtcoJ7FXfEcYt5IFXsroGcx+0yvD5vKKhS6VCYETHdLhd2jHCMWSfVnHH0hApChwNI0BDSie75/T4djRKNwCwgbchns/nCjoyE6fPaYnDKofGdDYcDOm4leB4qFxtB9/RXgzE43WSIVgzOVFosw5YB+dBINJYohkHFHhivnn2GohRxZ1LH4JQd0TFtsaL1dLjNqCPh93v1SUszRU4oTOr3gy6je2hNxkKcKUeR7plkltR6Cg0tdg8DZGxR6Z4ei4bByVQhBieDZRr6SW88wQCr6KTP5zW5qEJgli4h4sjnJAinNheOkkM3Ihy4NiYqoJOBgA/LqSoShiW1oxdVSdd9Mm1POG33g4W7uYuNwVn2jqyMgnNs+5ojKzhL5zNLhWkUz5FltJtKFdwwmJbycnh5ubwaQ7l+c0mf7keOwamufsLvwerVq/WLMKMnQJFf+IVf+O///u9x48b94Ac/0L5q8efdd98dCAR2794N8NnW1vbCCy/8xm/8hqqkSqqkq5VqQ1Vf/OifP73jlZA38NrBzb/51c997J73/eLaJwIe3xhbOHPmzLZt2x588MGfXxe1Px/JeHNicJpm2X0Ho0LrWadpU3aqoqdcpQpaT/0EeVi59abtIM+6gzgrLpftzFWpIXmjdB4svv1UAK/54fE4VbEkP6zcNK9dDE5qqs5RGhhcLCBqs0QHnEkoAsJUfRdv2gEeLFeQbdSEhZfw3A8sRDAzheQAtIaySyXIqkW0d0eJQ2rvF3K2U2pOEqeafRTPgTHEdjAQI8AMCwXMAD/w3c64eKZtESeT4mSVarAkgRMZVTMP0fl9khuAH2rFblZT/ohoFgjEcZGuEcjYNqmT/4uwavIfqZaPiNPRw2xNyYu3mCfQPlPcmRLs7SV9cQQsJ7SRxRS3gRVhRFr1aMVl7KQ9AeEc4qkV9bFXShgegJnhYSGNXHStuUpkfG+IE1qhm8R1t3Pd4kAebQot41vMPtNJ6WRLSotC0k1ByLAAKtNofYSFgEwAQtozrQ45yRir2qfrHAG3+zk79HHaxwOhP9Sq7haQuURkqQdInsCc8Ck6g/kCeaIsdSm9hsZ2Et8CMVrrZ5G4b91EEBgUBJg4TkZLsCfrB7grJZ5pMQpcOGJ3yvKmF9aPyFK5fpqFbh5nC3TfmhUt7wQWwtSYBeyez4gstRCHEl1lNM04awKuuxvEM61GgAMcOybI3ciBY0cyyz7yWnBogtu9pIyYAqw0jRXRf9Sk4nCe5Ym3WmSajKvqkWiaolXFwiPn3imCTq3dPEwqTK3qFrasCzXIhEnpZLieUS2T4pkWq1p/ifzTRIZ7mCuEjm3zJK+a7jO8ZSfpZi5hfYlQCIiISaQRhElbX6JD8s1aSu0mCbHQO/rsPc9lzOV0K/uAo0z7Cx70+J/ydYHJn5Fwp2N+Lw1AdNyHVOP7uBoxxv7XVeuvC+afyxcL8J3FemDE1n6uIrBGzC/GQjGo2Bw9R2VTRq0kGC29H+/jLw9B5g7LkpYP51Xiw3YTMa2O+EuV823cET8dWh9Mut9GebH+jeKPzFQBme2WFLh/g+XTGD9HKGSM2CztQ2nseIo7r3oqEE3DlreVG8YgTaftnFhO36nPWcPrWNx0ULkwQq3jVEoV846SXtN6/2ZY3q7pHFTusGs9dQwk+9u+xghv7BbuW4vlylZePganGiEG5zV8WFtJIyRMSTKTqfZ6wyN7KgK1WtTU9G9bt/Ylk/WX9Ai4km6MlDVN/POPfJsW8nqn19V1JxLt0eg1em2+kq5pMooaTTmjqeF6zWL58Bicalh9h618ePzO0lNMZb0+U4iRWcwX43QWtZg27ebwcntev1JbKFfWe0XD4msWWhs+GMZ/AAAQAElEQVStfOQYnNot7vA6+ub1mp0xYYeyvvRGqa8uPt0mSb2ZCR174oknLqq+ushETWWe8RHzjBCpJJJjTmJx6rCOOsttzvpvXqJ1Up8kNZRgyLx+SzsvYRfNQgBI3Yozrz+xPtJQTWfYji1vWhWlWfGaoa/Y8vYKxR3lOlB3Se+n5J8EyCzsJKMrdYbixcGN5PX75exF3naAUlfVoPb1quZzFdPeTHE/NbiTpll4emPKPnn7MJVtRAUzy3WuNXLxjSI/EMW5kHT21Kmmqvlupxs2aopUOfJGP8ii36fb0T8fhVaLrevddfd4HN09jah05wqFg+xjDk66PvdXukvKZmnddF7pY+F/jpJB8roTxZZzpRHl5Q9ZgUoHgrVe/xg1tbd3nD13vrOze83qm15bt6Gzq7ejs/PdTzza3NykV/U3v/X997778Rv+qWwqlerp6Wlqarom72MV7/5M03YHV7wrHDEGpyrlB8XgtNex72u/a1ND2xn1jm94+YVjcCpjrPrO0bb2uJsXjsE5eGuLwWleoxiczc3N69evxxdywYIFWtE1b968KVOmlK382c9+9hOf+MSKFSsANT//+c+j5Otf//qiRYsaGxv/+I//eOvWrePHj//1X//1xx57TFVSJVXSVUw3TV+0fNoC/Bq+/9bHATj//If/0tHf/Zm3f5zO9MeQcHYB4Lz//vtVJb2pyRxTDE5lKy+SS3Wx56Yi17QpOJWNbg4infajOAYd0Sy0oMopTkr9L/s20+XE4Bz89lOpXBVftL0Wp8xsP+kIGZtb9b5EbKZlhQM7CbdcIRFLjRP/kCdFunc3b6B7nid1oNYQHPS0pSDse00UliK7BHsAU9Hebi3/kAesEImgcSCUYBWgOIlDIp5bITH8BDUBZDa8SxRphySu5O28mOj9GSkI0MXRT6munxLtNDxBVBMW0sbXvy7JdF1PqYMf4bFmf5EHQrOAYVT1BUQVmqFPS3AsYKdsN2GJjlgJMgSQQ5g0QIYEsov6fRuUu4p0EwSudx3BHmgN3dXWWMwG46oW2gcjMy7jLBI1jAgkBs9E+taLzmyiyBb3UBoILNr7suW+lYrMs2K6HCOMRpbTYy2MQ/us4tIBbaJL3jqiIy2hU+LOl0i4xSLBRIAx1f0zfkqnrHuIAMPLlZmkPDe8knMNHIUdQ8tI1Dje1WRaA9tF0LmAtK/vDQ4NyBNzjS0RYE9p/cAyYFoYL4gjSCdGYa2fJivkZFSvH6fqeY7+h7XAManFlyZ9/3KpiPYXmBb9BCyEuYDKKNs9KAJWvX5+QDKntZtp8enKMKWbJE5kLVEZVZ63SizYLZbPXiA3um9dxvXW/VNVcw/NRXCbI7DPRckvI7cy4iY904ZIOmGu/m2q+hYyNnriDVnaTaDomnv5JzpMz8PavfMROaJBdSA9085ib7E8AEe1z15MGcHtUYn6eY98iV4QT7xTOOkg5aipxYUgrxgvJp1fotuI7emudmHBM20vrY2xdD6tqleXkDbjbg5wycFEWHXoMNYz2kfSznV7XiYnpk7apab9uTrzJbX3HWrGP6qmJy/qS8MvNQA2ZrnxSZHM7lGn/1kd/BU2W3uvav6IHHEZBZ0wLwxCP7dx/mLg5wL7Yh4xC0FZTlhaNXfwK9z3Ctck2sz10fu05YR2g/zyiI9fzE71XZST9r7KHxMiz5Ok4FgGSFjV9FwtUmB6A76FjyuxHvxYTkJ/YUz0jV+0l+Q3CmvsAFcOJuUqJ9NUDjXkzFg4Ww2LwTlMkXnhs8+wt2tVcd/i3WzBf6z11HakuJtldJy2M+Yw1WbZKCzDNZqDYnCalRicN1oC3dx2+vSy5ubJ5ZyO6uRxOpvD4bRpHursnF53oajAlXTjpvP9/XWBwPhweKQK+FVpCgarfb6tp0/fM3265zqOrlJJb04yh8bgNM2CdlN7rLXrMofG4FSD9J3l7ivtdazbMLMYj7N0Y2YUZCVKlfSapjmWfOF+c9Bd5/Ce2K8KBt912svzo9xj2p4aF8qvpxicV+F8fXUuCd7sowiKEg6Yy8tilhIiT9nyXxFtFlknC3ERWcByeXkOnxfuaco2r/dyaOplFPliTqsAtcNS/GHkDAGrhKYOiQGZsxo0NEPE8HOmrpHPCess7Si1eZQcXbk60WMQMn4E7JZ37DvmzmQdPq9TPLJ6B2KOcJdLLh09yXR+5sRcwKfoO1djS4f0QeAtrxsLo5CjyBFN+gCWcn1hqXgs7JbXJtLVBnWvgO7oaZbA1rAGrht0aq6s+08j6UYMGQtKiTVxIPGyS+SZs1oW+mxGCg4G9HewNx61+kAXtfq3B10R6+mjmHIUfeicaXFt4YuKh8YU8eFQLl86is0Iha3JUVszjkHl8lrBmXMMqpYzrR2NgvU00dTLRh9FT7ptRRXoaN5C1xcEnLW1NU8/88KZM+0Txo+bN3dWNBbHYHt6+8aNa8Snhw8f27v3QN688XkKCO6rr75655131tfXX/2bFNMcJQbn0DPF4Bic5e4ilbrwXedViMGpRi+3xeBUZkn3OXSrVBm9ZtkYnGoY3bSVFxu4ymlgYKCmpuagJF3y3ve+dyTAGQ6Hv/rVr9pLfvzjH+vMM888oyqpkirpGiX85DklSFhzTcNXPv6X//fpL3/9tR8c62hbOmU+Pnps+V1TGiaoSrrmSe6dbDE45blnobz4qXVvplQZZslno2o49RyxZDDX1LE5h5DO4tb+afFO1brgKOk7S28eGcVyrbAcpNG05dUFys1R8oZVYi8vnJyvxSkTd90gQKBTIHB43K9dQcb3idNIJ51z0rOoOKFNiiBPCTnwTaesUPtHZUhIU2SFBVeQWjEG5tT9ihSOYyHBzErxXbmd2IbgYb8VTDEnTjVBoWAdv0SLpICvi+5YQSZAs0CnEn9K0gmiNvMfVf1jxIeXk9Dztr9R5/+TpKrl48SEgK/9W4jKHOJkVXNTHAUkhoK/fSIpC8lHboJV1Eee6CjA7lF8toBgGHmAPadPPJf6VWCG0K9WkdA5iBJBpIJzaU8gRsbddDCUo0frzE6K+9a7aU8gHxhEGxktMNpihkAIMNgjCDApRA20D7vTcyno5iGK54BR81GOhZZsUomDonoUZomaoIbU9hU4GcHeNsI8V5jgDcsQ8IkOQrX71gh3oURvIREv0BRWhUN0dUS8CyU6416RLXpEbNooCPCcuG9dKzT3dVrGP3XQ+gF7Q4cZobPNkkIiWSFXJ7AawG31WnHf+qJoGZvpBBU8mMEpk7J+bi0hcMbdTHH5YaYwNE1z6QO5n6pWmJqeaQ+Q44JJa61q7f0ylbtEAXwTGT93X0LJICYFow5pJ8PbZD2EBPG6yKRRiIMST7qJOalV1QJWrWqVqfQK3cR443tlfg2B3/XihFa0uVhyKssJYtzNaSJgbZP5zYksVZwwA5fyS3QbJ737VfI80E06oY1x1tBt9A10093EQ1ObuIrzC7wdWk6xLEaBHfH1wSJRygprSlg4Q76zJxlEFhY++kfqyO9wpU38JDtzUXdiqAwjKDe/O/iX/QfV9bTqflod+X1yZSxCLCTDpxrernK9AjLv4vCR3IKEgcCx3uhFVnxiu+o5fbAkJoURTAsqZ9BN7b64+m4eEaBXO3amT+wTorQ2uTtWnV+0m/FW+oVGB/p3SNjacVw5mLXaB/jLQ5XnVFlOovqlh96rngybRtO+Lbx1O1ijWW47NAanOcKn9nLbuzvCFwdrQM2iRnPoGzzWKdFWx3CUZaWFOJqD9rVt1bCSQeXFGJxqUE3rjJkvlZfqqGt1xqykUVN/KvXT1taH5swZHxnxHI0VMq++HuDqh/v3Pzh7tqqkt2r69p49Cxoblzc3j1JnZl3d/MbGZ48c+e01ayqA862XhsXgtGsubZ8O1m7a5Be2+kZJbVmsM6yksNUnVB2bUxU1nYaj1Kb1qbLtpfRNpnTcru9UxU+NQk3ruWvhU2NY3hi5XJ8Z1UgxOPPl61zbGJyVNMakwZgGb/pNr2KJxeukSBNEC0JZiKsg1eMCICizAdCiJJHtMtQlIaJZRFyWeDFP11VaXlggoEViagggkYszXW5qAaSyqkj4zAKmk0asY/B/2cWz0Nt0POkK+BkK1OlM9fZnqiMEiw5nurcvcPR0fv5UQwisPBUpdLkgNNRH0X2w8nQfzeMZpmFDfUap56XuoZJNscqX1U1xuKsKWLFg3sKugm75h76g1eZVvBzV3VNn+jqPHz+XyxJv/tEPvvjO0w/X1TTWO9wTPYE1S5flS2pI07C+77onRsEkIJzFMaJ3qig8VUprV+WLmy/9rzAbRQFrXis+9UfyWoO0XxABF3WbRUsahR0LU6x7JE1oGKy1m/b1pmffvHDMe/Gp63z72x78yte//Sd/+Duth49PmNC8a/f+uXNm4qDbduxhgM9Y3FNdpW7olMlkDhw48Pjjj6trkYbe2ZV0nLY7weExOO1RNm36ziF3fENLLnRnN2p56Z5uaAzOi8+roga0lM+PUF7IF54Ll8kXzp1WvlSuVKn+VU9z5sz593//d52Px+OBQEBVUiVV0s9zCnj9n3r0oxNqx/3Rf//NMztfRcnT21/63u/8M8pVJV3bZI4Sg9MYGoPTnh/iD3ZY3hyBaw6hnvaYmsPfhDWGxd28QJ1yb9Gqcm/IDnm7dki5GiGv343SrwsXz6GaDV+7GJwhIihq7xpIDtIdZJZAIw43QRS1d9NIRIDoAFGoRdtAJ6IaJ1BWuIoPCHqeJ2OwtGhnxV1tVsiZOJUlyOyiWFDDLRzFK9pNTWtAN/tfF3+V7WzKLTgKhAxY4vTfMePwMeLjuA+RMIEeOS47ZBdgz5FPEtFN+jQRFOAfZYgHJGxhkODKVauCE3kdA9QETta3kViRgr8dLAT0ojgPYG8FuWD/BoIuDJ/isz3kOq4gQZe72iIxMQmxSfetb4igc47ozI4XFK4vW6CL7ltP0Ep0V7tJeSeL59KjVKrRG6qTKk/imYniufS8qrrDCsapPbUCwYLehVewkP5m5ylvEw8NhAn2hunoe5UZmnef0K9b2GFwMko/6yWapknHp7kBzhdlqRHOIGYc5A9wERXQOGg3Q4qGLZDJuK0SsRLrB4wKYE9zUAZz9ZMvktHa149PjNAgdPOkiO2K62e2CIJP0mLa3TGOroO5cv10ivtWJetnurV+0CsdPZTBOOdxsjBeMssV4p53N4cG7gvknBcnw6ZEV+V4awjS8N0DXM9KME6G7awTJu0m789qWaqshwFxuksm12kF+MSf1ObWyShOsydYCYCjva8Qx2oBdPIwd2eYUokeqj05g8mRmLpU32bbl+icuOdVqvsZHto30fJMS8tkaXbGVW3m0gKI5Zcoxw7j0PqbhS8RMCFGDZaMtVfSqt4kU3lILLlDEOB0rjqsMZrXyd6O/5hqfJc68gdq33vVtL8kk77kBKra9F5qr7GMwdR7X1Wn/kHludJLzgAAEABJREFUY6rjv0Xr+X6uHBRiIsAXCY+3itK0yjKv5dP4CBWZ/JFZRxxLotxuKT75c7RZPFdP4yi4nETliS8FVgi/PqdFu7xWlvoGCeM6SaTP56xfHr6BMZUaVoBV0H3yV6+66ulE51lct3hdbp/H6/d4GTPbLMTXvPgYnBc4NxW3w+OsOMqdmwqfDo+sOehdXbum80JHLxeD067gHH1f64w5qESV3pGvxOC8DlM6lzve3x+QyE6jVFva0jK1uvrZo0dVJb2F0/NHj66dMaNxZAUn0sSqqll1dV/ZsSOZToc8FxmGoJJ+3pNpXp0YnIPLbfsaBf2lfqPGtNFT00ZbzUJNNfTs7LDdXRbVokPyo5zZy+bH0o6yOmuYBUmLfo+qkq7zJJyISUnYNfA/hk7Mmzooo8vlYqxKlxMkyimRGzGzujJWGoMZO/kwwSl57Jt3mmxCPkOW52U+DuEloMPB0I9YFfwUnzudyUQilcwl4jGvy5FhgEan4XBxRxHTE4sK7ndItxjhRvbE5/FULJ00E/G4yzDJL9E/t1vHlcSFG2qT+3t5824EfUY2Z7icKpVCPtHbx5iZr+/07jocnfYBHMUt4SRxhQkA6ZSBW92XnhfzhoxXsk6+NsBo8g7TKRZzsjRv7WjoIJpSzL7qb4LTkee+PAbNmHfmtZVsOzpkjMrajxYufb9Q1JXov2vO8nQmg7ov79n84PQFbqd7UkNTU21twOfvjUULOzqKCk6xWHEqTFvLaNBwWN3jL0quMGuA0aiQQ/cc1qqgQayGnXRoQptIJRG/OuSa2ann3im7ymGscRWOCMSrtChAjoIfV13BhQUi681KUtmVF+M6LhzN5KEH7qqtrfmlX3zS6/W0tDSd7+i8dc3NJ9tOw27vfuejy5ctikTC6kZPHo/nM5/5DJfwtaBgpmmLwTkk1qZjtBic5e/p1BhKrngMTs0ah+bVKHl1CXk1cl6/VDRqDM5rcCI9duzYc88999GPfvQ73/nOpz71qcmTJ3/ta1+75IDVlVRJlXQ9JI/LvXbeKmwzOcbNOnT2eHtf19TGiojzWifjzYnBqUbWdI6wta4jhsXaZKZQx2Ert9cxbHVKeXmLcEi5MWJe2fOF+JpD8/rTol6z+Aqvzl+bl2vzKbrKBM1yN5HKAHvUPkg+BAoIegcUBHKGfzV3EKJ0P0vwACAKcILCqpsJ1YCswDDIw3aRItTep7JR1b+egjwGodzGMITgFoCIvS8S4QB9AT5RDnibOPzcRB+hhpsxOM2c6vgO+5M8QiJSe7+a83WJsXeFXtsHIjrzBXX8s6rpg9SWYSCAYeB80S2EiPjTYrqzSFBwfZMRsKe9aCJDLrhSVI+7hFQFOF5njcRl7KSfzPrHqd3Ep+AxlPGdo6Fq7xEvu6+Idg0gp9PSg2onnAEJB5hq46HrHuY1Fd2ZtpBuaie01XeSAfe8xKOA5VD1eJRKSgZr3K5C80TG1yrSwLtJ+3Agxt0cR/+6uQTpF0YNtkT/umEJxtkjXDmpBnYRg6GQnlqzHBpms/c1Vb2GxmcwTh/nC0ND3xhI0sPJwkMcjIIRSferqpWiwNui3IKj0ud59LpHLAWep14QbxvBVc1dPARmFoOlqvW8ih+h8g/LH+sntJxkDuAKGA/rB0aAZWABi+Z204EwzA4jAE+CkFHlecZSCVPVukw80wIBdrKfXL3rhG420N8pQ2yKTLP3JRHXBgV5JsTz8AD3wngpS93KryIYMCYd/BK0mz57dwqTnkvSRiPcKZ545asBxAjLUJsrXlKxC5g0FYfn6Mi37kEJPqrppmZyxyhghRGwTgDkqGo9K1+NW7iuAOoia/h1QzWKRO+WEJKFuKqg7+g/Q4pGVfeLXHvU5h5hV+2CTkeYZD0fZZcwQAY0pWuggovgcyTK+NLhK4/DBRfQkljYE36df+5+WE36AzXhNwgdLzmB3fqn8B++uVP/jF+Es19U7f/JL11oGScUCUPuXU+bYwF3/5SoNTyd2JUehkWhS/PWSCDVQ+wY4/im6PYZhegbTEF9+R2yHn5GNTPWKtY/TA3z5npFXz6Z0B0LAz8ysCRmufcFwnJngAuMNr+Zr1xgDeOLdnUTbg7xHCieTRmpGG6APYbLj7tht8fHf179VqhReO2lpOks5fU5sUy+IDix5UtPWkfOG0PjbtrrlI/HWTr32e5RlY1cWue7oXlle3t3pHz5GJz2cmVWYnBezyknr/xH3Bd4D6kuEGgJh185fvx4V9eUipfat2TC9/p8IuHD4+lRnwPiMfn4SARf+NdPnnxs3jxVSW+pZNHEITE4i+XD42gaw/KOYfE4lW1fe301PK9secMwC8qNUtxNfZaztJKOsjE4i6xU2fOmWb7cui0cNT9yDE5TuqbLrQ4W89bT3auSAEuy2dyVeQeJVzplGgJ8SaeJl9SVSOitx10mBBKMdgUHosZw0SJUzhC6ZgqABHxy5HJCE4UyyqdOjScZ3jKf15UpsQQtQGXBcqYAyHze4ZI9XRYbc1qXduInlnTQyGsYg1rZVHrGlKlqfKkzu1sPVlWF5WLTkONzOekOYJJd8uuNHTPJ9Oxp0+2jONx2IhQM6CWHajnNIw2lOyDvP7FLHodrUvOEc8vmZ+pqp42fmE6n2/t73C63HK7YZ44Z47LyBhvMkllqJsjOs1dCa6QCd8zlchoulhqR8gJozGmCqO2TozGdukI+l7e4L22oj6Kno/C6QIEfu91gf3lcwf/SkvtuX75K2dYMPnU5SyxWWV9fjVHZMi5ii/OiZCyGo9A9/Jk3BFA6wLEL3XPoytI9DW4BnNm2w5F1aVPk8voWQINMWkm2uuW8rBMrL8GRsHT0UXQHBKaygmVYp7UqcjnBmxfCdahcX89rudkzuRJmz5o+W00v/ubg05kzpqq3QBoLCX7zUunOzn4HN/iurVwMTlveGCEvC3tIDE418h3f2O8ELxyD075Vxhh0MIO21ul7DDE4R95eBzE4z5w509/fj8yrr776pS99afPmzS+//PIHPvABVUmVVEk/z2lcdf19i279webn8GOTzqa/u+mZ/3Hv+0cScfp8vmsV4fmtlcwRY3Cq0lPXktrSLJe/6O2Yqae+IVaFN5Usemrr1fC8/Rxa5tx6OTE4B785VSov9vCaLFdAiNZPkAfghJ3rJ3U78y9kQqACAH64Rc/GiOvaPCqfoVzMXc3Tva6Jf/ksUYozLO8cDpD5nf476rQAKlCIEaEd0CPAHlAK4CiQIYw9200gimZZM0PmhKsHwE5KEgUORW6ReIp16orZxCTGO/EX5G2zv0QtF2hHcCHFlAB1AGz4k55Xw8KozhCu4CIm00Hi5fAJ7XNT9YVOxkTGR0+227kNzibTShxWDW8jrSEn86nAfB4oKV40TfGiycCBsyynvhgakC35U7M49T3BI4ILwhrggpSpTbfEZ5HlxFexHRbdBMihdvNW4smo+NvUdBOMliBH/K+SbjZbITZDi4XhFUAmBZ0pyhaBDDEieqaNMAPjUJbaSUUgOBnh0BaSS1TQhWCf2okxjSZDo65uOQthBGAn0E0QVsDI+ke4kAY2c/Z9Aq7oRXYl1wmd0E4pOGU9LjpCU7yGTiGHA7XF0EizkmKEiVTgEex1SYjWqIrtJAgnuD1AOgUuyLit22kr0E30B4sH3Iu+T3ep0CLKUjW4hUGyIq6lZNZPa2B5Y8bTHURloQUCqncSymKvVDvHi8adfqIyxt2cZTkZjtzKWaPrVAk+avlnXsbxoht0z1twAFv3AIeG+XU3WjJc8FFCR3GliwYxZMwvLEaxaZq7B2ZTbIpVh/5jKum0WTwPM/joPg5fM9rYbhqTIVT3SvDam/hNxIj8sxkoFJ/i68KXCTo5reFFKtvBtc/Dic9b9JaH2ykqagnziRVe9yjBLUba/SwPOvkz9MB8+ZfvsBXaCf8zJwuW7H9dFJxxder/EFXCvJiabLTwezLAnwgW5jlY/hw5mMGknPknLh5UAMjk70mUvxv85clwqfD3RHH9Y2ZPfb7wcxRiB7g7Cv+aZoc9AY/1gfB15i9PipMVvOqPywvPH/UZKq2y6VTWkU7qRxLgnR63G7DT7/E55TlW6cwyxhicZbeOS6l/me/kWme3MiWVGJw3cjrc0dEUDs+pr79gzaVNTd/ev//7+/b99m23qUp666V4Oo2HZeNDoQvWvKmlpSkY/MbOnRXA+dZLlnZTk0JDFZ5tltdoOobnlVminmXyZrnIKcZF3WNeXP3SdpjWs3ze7iUoP9o9pu0JcqH82sXg9Pu9iUTqigBVDMHv95U9BABnMplWVyJ5vW6nqwzg9HEgySuChjGlfp/vgtVSyZSMK5Ul3HJkM7lEMpXJ4K98OsPxYosrK/xHAmiCv2YNcWwLQ2WyWYm1aQrgy6VSaZSAbGF3NGh5twXIkmuzTCaXSqbpKhWILJtHhfMDvdMKXlKRcICe6EBdKi27qOIVF9pEy2gsm8WO7F5ntG+mbcdULtMd7Q8Eg2bRga3w1HQWR+S4cll2LxZPdMV60/9vXduWneBp4Zc3TfmTj3f39dVFqnEViq4bRirLmk5sMXAJDKrzKUbKdDjSmbTmOaR3GIV47tWDxbGw5rG3tiSslJEddRdRBxbCLsjgx4TG5HC4o7YYepiUgWOIbDCVlhk02EqeLnbRn1gsgcNhFMl0Zsee3frHJMfIo/mq+nqDjWfomSVP5awp735lc04cwHCkctJXTIGeFwcnOmt1D1PDUbOQ3cNc6206m+TeOWuMqbQpjnPReUyOVM7o7ztqkP3DfOmMHqyMK4cx6yOKb96cLBZTEGZeV8BRMulMgiswjZ5rg+DoMDXMoi4+Va7Sr3IyzVFicA69pxscg7NY30Yb1ZjI45seg9O+VcPyakgMTvtWqQvoNQfF4FS2OoWtGrotNnD1E76W2Eaj0SVLlsRisba2NlVJlVRJP+fJ5/Z+/hc+/b41j+GS5UfbXvz7Z7564MyRv//QH1P3MCxNmTLlgx/8oKvc1WolXckk11K2GJxKB0go3sUN0mXay8vSyouJwXlR28Lbr8PyamjeKGgxTVtejZIvtzVHyOt9dUnetMfgtGqqq5wAMyb8urpOEkiq00uoSbB6RSMtgZp0PaVaf02FblJzv0aaCMgBtgEuAloWKfhTdVeJwlKCL4J9og+gce46YZauAic7QIqmXASxbq3t6yFhqlol7m2BxKqF9p1R0b2q5nbCzt6XxYumcLLUSbJbPA3pe53YCf8ocDzEaIs4RHQTPZR6JxVCMK7m4ux5jocG8LPiUK4S2eIGeo7V0SXT50UFmBNB5wJK3wDzwH7CAke7n5OIlY0ShzJDsSM56G5SQ7pa3SQgSiJ0Am6BSJWc0M4mJ0Pna+4XT7xbyJ+IPLvZPUY6dIor0Sap2SGWXCmy1E0Ee9qVKOAxg3F6qOz0icAR47LEl3nujn0ZdxMc9AR9uhIW6mCuLZaRkIUAABAASURBVGSWQLzAdab2r7uIDmDj4tmYWkbxbAxw664V2tcnGDUlNHcxERownsqRiQKJ9bxMySCmEuwT1/4oxNA0LMSsYS40uEXN+B7xrxsgo0V9v4hNcaCae8TJ8CYJtjrXornUbhoyNB28FnD0KNWBjNC5URjtRNJNmut2FqImXadOoWUIqtdwRnpeJETXcTeJtFfSMnQyPJezRl/NnWIuYf8g1kC8sX3Ee1hywHWUft4iTnd3sg6aIvfdI/Mb4mJWEnEW5uIiydMbsF5O6AODd97EQphi/CdUy0dU62+pXQ+pmf+gGp6Q54NXIsGMdQ+KsLufY9FU8jpJzqveE/1E1RZ90yjE4MSDhqTKJLOZgVQcJXiA4nV6vB63z+X1eTyq9CjVKJ8vvDk0VNNZPj/4zdxhb/gOyZtl84O3pRicF9iq4fmialMVzpilvC0GZ9ltJV1X6Utbt06rqbl5woXdq9wzffpfvvHG9w8e/K1bb608BXsLph/v21cbCNw9ZcoFay5tbh4fDq9ra8PTbm/ltu6tlSyNpj0Gp1leozlcuzlI36mUqQblbSWGMcJWXXZ+5K2+lyyUjJ4fsjXN8nl7SeketlhyFd0EgYgEg29uFCEMDhdI+KfezIRn98HAVQ2H5PV6gZp8Pq9oEJ0ut9MvXlsxUmBFn88DUuj1enDS9FBBaGacDl0ZJfGEy+UG36KTWF5Det24SvS43YBUeYf6Xz/5am24GpRQow4tWtVvoQHipszMl1794aMz7jjksX5jvR0nTgyc/dW178jmc1omqb96YGAer1uYpSMeS/SmB77x+jP3zL3zlPZLjwbbD5+Nd3107dt58Qb+QQ0lRcSyoycvbDIWix/qOPnc3k0PL3vk+PIwMKnLY+b/98dOJfs/etvj6HaWPnJdeVElgiaCZ+uImDNqm99+01p8ihHiU4/Hw6tEaROkzu1ygeeJfTIej1uM4HGistORSKWR1498qOx0WeJPr1xgozJswB0dhlus5/N6QPgwBUB/epmhckd7+3e//aMlSxau27O9a3zbA4/c99UvffW2O+8IVVUNRKNOh7O7fyCVSKDT7qaGnu6eA3v3T585DVaLhMMBpCofuoqW044seudyJ7w8CgWaqbRLuscvKUWZ7J4TXWX3DOVxe7AqUEF/lHS70Egub0Wvx0RrGa4IOJWWlrI1LicPZl92zHAsYgQG2hRdpliIzNiLNZbOYnWBjGK9oREsKqBbn/YY7HCAdKpKuu6T9Q5QweNOKT9Io+kY5Y7PHmXTilRij9BpOMZ+ZzfG/KXF4FRF3Wf58nIxOAvPha38iOV507olGVxHfEcULiGuepo0adKePXsef/zxu+66q7q6+ujRo1PGcPVcSZVUSdd/CnoDt81heLbVs5c1hGu++NJ/vf8ff+fP3vVb3pyzLl9ndwuAE7ZvDC/KVdLlJrNcDE5HQaM5JAanw54fLQbnYDZpo6GDqac5wl728svPm4Of/6oxvJGkyuT1rqUYnIalbrE8H12bGJyAQ/h3AydYFSTp7FfoKrPl1+iBExzO8BIEAtTpuJJ0mbuX/kiBPHXIzOo7VX7A2p2Cv6zluTS2k5iNssXdBIGB+Zags2qlRJfczI8CM0j7kkcloqFoGYkAZ7JlHduSKsBd4rl0KiETiJ32NwvaBy4I8gTkSfJ0C48LZklXohMkGGeb0K8M3ZACxHoaxElpd8Ef6RtEYu56yvJAs0A3qXrcxcZB+wAaKSK8lQyP0UMXkH4ho2WpNMUmOhGlClAKySy7mK97RFytbueXC/Zh4R7WVDIKDm0ugTEMAn7m8Kj+rWzZP5WsLnVK1d5rBQrV0RMZsbJVomma7BuqMZrmMRZWr5XxbqJHVu2EthhiEzbUwVxBgjPC5Kjy3Enah9UbbxW6KbQPNTEp9Fl6iMQXQ8v2sp81t8rQRNUKfpkVsM3IjgGyQNBNzm8n+0lG62dNoC//TJnffXTaDCyK1YIBappL7aYOFLqDQJruiE8RE1YJ9wUhBtUD9UyepES45i7qJgdet2SpKGQgzBUcL3GsyFIxa9qRLxWW21hNzy8mEUAdHR7YIkZoYM9zvdb8DoirZI73gKg8V1HQOSCxbzm/B9hVJPbhbhoEvQW518sJQ6i6vaCsnWSJaCf+Dm149A/YYPOvsGNXCjxg2YPC4t9bO5nFM2YppqayvLAOjsGZzWWzZj6aSchTJdPtcnucbuo7XW6v26sfzFzwTGRtHVdAi3lp23IxOMvnR9xqRY5Nx6mK7xRfk5vMSho1gUKtmjy5yn/hJ8Iz6usbAoHW7u6ueLw+GFSV9BZL/7R5c43Pt3wMLDzi802qqnrj1Kl97e1Lx49XlfTWSXzcf7VjcCrbsWxaT9tWDdVfjlQ+Sn6k2Jlj3Ld0jzmoHTGYGlwnXzCkvt64GpM26DCFfg4qUSO/omT/tLjvkJdgivvqMQ5vcPRDjFSh7FHs/R8yFvtlydiHY4x6XZ3OUIcJKCWAE9dQJjV0mSzmLpvL4VOALqryMlTUiSgw7xA1p8EojPlsJieCSTMvyr9MBpVVLp9LJTNLJs5629LbigpOoCwALa2t7O2LRSKBx2evunPxTWhK9ySVz27Yu2PxzLlsXOiZHiJYV8Dvy4nL097eAZC7J+fdfufSlVpQiBTPpvYeOzJjwiTpoalJJHZPJPSOBLfYMRDynTx7etLO09GDx/KmH4W1v/f3x7vaJ9Q3U+4J3uZ1ZwRk9g/EIuFgTtDsdzb8jBpWS42awxDlJTnT6aBeU4l+MSN6TSWvx6FyjppMB3ZBXgkEwgW2RF5AJmfQotjyLcOM7KnnS+9Ia+IoKJRp27ZlVzhC91SGG48ZyVxr6mq3bNxy/Ohxp8sZCYdC4fDhw0frG+q/+dVv1TXUh8PB3Tv33Xn37V/5t29MmTb5kcce1JNIv8cKAzCtsdi6ByMDrBImOfKopnW52OYKO5rEk6ycF4Nnmc9SwJrNWj9CyrSOksmmuSr0jllyTdEBm3ktJ80Zov3Ni+KTR0kbaFl0v9lU2oGPdB7DzRUmt5Ku5yTPGMvH4CSbHDkGZymvLnRHNqz8SsXglF9JK1/4nR1aXvidLdw5D6oztHxoXg3OWwXlyvVlwMgxONXVTxMmTPirv/qr06dPL1iwAMDj3nvvbW5uVpVUSZV0AyWX0/UbD35oVvOUz33/nz7+b3/cGKq9ff7Kj9z9bhBQXeHUqVObN29+7LHHKiLONzcZlxeD09KgmIPaGcwy7fWHsk+lLlh+6flCDE5jhDpG6TxYylt3mGVicKpiTQv72srlWe01isF5YycAs2N/yuies/6ZoAgcDiQytMRyKqsFfKjjjBBcpc4RthFxuVX/HvInQqBbyZDS5wnhgkso4OtdJ9ElRZGZPGLJFgEdgcSCswky0TLYGzAhg1PWU7RneWq9mbBQh9jUhSBP1beJYq/olPUQSRt6iNS/hRJAXQhwxWiLQvu06pFMa0B8nCbF3+ySglPWDCms9umKTgKJ4VOMBezNct+6kDJZMks3awLcxvexb04JxomxBAXcxg9yFAxOuZ3aTdrnLJEbCvEnRkGnrAJuUycIWTE00E0QRxRqhqc9nZLmNouX1KM0O+mmgzTXO8VynUqnrGst16mMuylDA9JD34g8t1ERqz3T5hLilDVOloxOUsu4n8NH5znePbSbq5a74BCAuNozbXCuROjcTZNyKjssrAjkqZ0MBxaIAvUgR+EU7aazypLhonvgoIaHNZ0SdxPziEVCx8Ue1bdBeceJLLWN7BaMlk53N7NjoLmohvGiJi6FYXbvZM4mnQx30PMwJn1gIyE3Q2y2cn5r7hHx5U7hvi2ky3lxMpxPEZ1yvA2WdhN0Mzsggt35lmCXIVRX0fOznjUgbZgIU+mfwVFzOTmIb/VywvoE9626Q5lJ2gr9B2aGJbmclrHDhled/w96lJ36p1aE0Uq6Qskimg7DlreVG4M0nYVynjbwbANPQWLphNZo4vmUF7zTA9TJl9SRN4ZGW7H2tfIXjsdpjqG8vKZTWeevYrmyPXtVpZojlA+uUy4GpxpaXonBed2m7lQq4nYbY3gxwu10Lm9u/lZ3N2Mrzp2rKuktlnZ3ds6ur/e4LyzAwnK6fdKk7+zf/719+yqA862VjKJGU/OF4XrNYvnwGJxqWP0xxeBUZfPG0HJjDOVD82Ypb5pDypUaczzOgsLEytvqaHe5Q+vkr1YMThwCdKezq7u9/XxjY73X4z3Uevg9Tz4Rjyf+9f/9+223rT7Z1jZ96tTFixeg8gsvvlJbW5NOpQ4fOQZet2L5UgkT6Jw/n6eDb/7Hf+MBzrvf9fbeHvyvLxIJ19fX6euHzs6uAwdbz3d0TJwwHgjnZNupJ9/9DpR/7/s/rqqKRKOxKVMmLV7Eh8Bbt+7A1cLBg4fvuH31y6+sW75sSW9vv9vtAppatGhBMpn8z299B7P27ne97eix4+FQOBgK1NfV6fMXOvOTp58N+APNzU2bNm+bNWv6/Hlz0Q0c+sUXX7ll1c3r39jwsY/+8p//78//8R/9Pur/139/b/XqlX19/bFo7GfPvbR82WJUrquvmzd3Nppav35DT2/v3Xet3bFz9y2rbholUJ/X4yZ6FGGfyPgclBXiPsTjSiSd1POpDOpQnOehghNcS1fWMRqdbh1+khEU8euKkXgo/cw4nASN2B28ysHYk0BcJv7MSchJpzPu93pn1Lf4vb7i6TtomuOrG1AHAJDBGWUvfAhYhjbB1dzSPb/PN72hJeAr7RjI+1uq67CjRnGonBPBYCad9Ygs0u1y4c9wIDi1dtykD95UHHsqlQJdRLcd8gqgqDMpWKQQ0+POYBAuh+Qt1WOOIlReb2gFJ7Gj2wUyytOKCBmpdkX/pRHU111SAkRdOgamKik4qWgUpSZ21MpXHZsT1vMUFJw3rVoeCgUZDLUhsHTKbAzkkUcf7OkbqK2JSIfdfQPx6TOmBAL+d73nHYlkMhAI4EAD/QMf/PD7GIeCpsh73CIwdeMiKFEcSzKVtrpnWgJTHfjT6p7bTWUqDKIybsouHSjJy2MjmUe3XlHabm43Z4etyRTrlg2JMOpypjjpAjUxCN1UzshpzatWCaMCPsWiisYd2KYYdZUxR9UYvv7F/EgXgWVJf9m3GUZ6FeCCrwhc23Rtu1e8+zOL8TKH6TXLxeBUpby9vp1ESp0hMTjNsnl1cXeCF47BqWy9KfPMt0y5sukyC9vyMTjtW/u+g7fXQQxOvnORTm/YsOGpp57StnvooYdWr16tKqmSKukGSn6P7+0334+T9Ce+8tnD7SfeOLJ94aRZdy+wvul9fX27d+9+5JFHVCW9qalI+Gy+ZIfoRYaUF8llWTY5pu3Y9h1y9LLlo59Py5RfTgzOwW8/lcpV8QXc6/eK7ecydT+r9j5JQrN8IxlV33oq9oLzqHekU9nV4lR2M2kQGBiQXu/LjEfoChJhgoOC2LmE5GoeAAAQAElEQVTqxZNtnAwpIk5owbQ8TSo4R6U7Vf96VXOfuG/daMVlBCJFzZq7qVfrfk6css4gwNMyTcbdfJ34CuXgf9Gtoo/0qN6XrOCURIDtgjyzqvPH1Aj6J7EmZYurhfZtYfBIOmXdR2+3NffSC2vPOrJAkLboHgryqm4m/ep9gQQLIBb9yfbTnSnAGDAqGZ7440WiCjDOo9fcyTZJN93En3TKuoHhMGGuvteUI0iZJlWPB2k0gL2elyhbDM5izegWVX039a8aedJT62lRPd7LZd39DMmob5rA4JPi2NZkm4E5Be3mYTGXh8YEU6S48JDllBUd7vw+M6x5hEyuiHg5d2FOYuY8O2/m2GGgUyLeHdRQak+8PT8jNXTXcWjkoBLGEnnsQtL8hngqnk+siDzwpLtamHSdRXMZDvZhElCgPgp2RdUaP6Kqb+XQep4nPw5Ml0nfLWEsA1w5BNVTOGvx/bQhxtv9My4wTDrgKJBntQyt/xURU4onXvBR0HcqZbdY4BbImQxyDblvx3c40d4m1sTSDd9saVVhGRgBhBJ/ok0ujx0i6KxiO+h2eDFnHwkt97xA8OmDeY+zb1yNDtWzVXwai/vi9BmaJY/l9BPV8HY1/uPqwIfVzvvU3K+rhneoSrpSyZT4KGXPQQ4rYlb5c9PgOJo5M5/IpROJtGHETYmAgidUHqeL/9wePDXx4gGKCBuG73ttt/l8JQbnDZuiqRQu82bWjFWo/YGFC7++a9czra0VwPlWS7geHshkmvxj9f34yOzZn3r++ReOHfusPMhWlfRWSaLd1GrLkubS0nSatnKzVF7I2+/+7HrNQeWqnEbzCsRGufAd6IW0noW7zjJ5NcL9ZuGpcaG8EINTzrzm1Xks+9Nnnnv8sYdaW4+AY73j7Y9Onz4VhcFgIBQKzZ41fd++A5lsRj8oX7N65dGjJxrq646faFu0cMH2Hbvf+54nXnjxVQBO8LAEaJ7D8f/9+V8/+vAD4Ivd3T13333HzTctR2sbN29btGDe0aPHcJT3vuedCxYwNC8abGlpbmpq2LBhM3CpfgK8bNnides3NDXWb922E+Ty2PETGzdu/cPP/N6GjZtNSbEYr6D+8Z+/uHDBvHPn2js6u9GrW9es0mOprqpyulw7d+0FpLzppmU6xuHcObO2bdsByjVzxvQXXnxZQyaUT5s2JRwKAnDiIgccq/18x+23r/nhj54WwGn29PQCd7308qtpCYs4SorG6C/WIZo5WADPtAcGYqLpdIJUDUTjyGfS+F82nXHiYTu9fTB8Yh7fCIaeFAWnDpoYiydYmfEaAQ7zYFcYbxafCsOQnphWdMxMBpXj6fTugwe7unuCAX8qmYpUhZ1uN8pzouB0GNpFrUql0444V1SqsGM0kdx14MDAQBTkuL93oKm5AYAO5UrwG+p0dnR5qXfk5ahGqql0JhqLDyTiW3btUsLevF4v+pNMZ6qqq8TUjnzOzOSyLkGMMAu1pw4DR8eOutsoF2WhFYNTpIqwUgofYfiujBNIVXbUPmDZVf0FydD3LAPdZ3M5hufM5BhYVFomV8aOGVpPTwHs5ii8lRgKh/g9wjmItNAVT6Zwxe3z+5CXEKeiWHW7MQoUootuklGjqrraFGSONnEUXNxmRTSpjaDni7PjdGjoQ92q9E93TAKIZnW4Wa3d1GPR4Y1SEkDUQb8vOY1knOkslk2eYk3GMEXLUUdcM+YkLYk1r0SYisbBqDEjZtQZpykyWb32tIAY5tVrz3BY4TxHSejkl7/yrWnTJk+bMikYCtbVVkejMQHDBj7CLwD+BPLH9+L5F9Y9/NDdX/jXr/3Ob/0qkDY+OnX67Llz55cvW4T1uW//oTmzZ2Ax7Ny1b9myhT3dvQ0NdVhaVVUR2P9k2+mNm7a964lH1fWaksnkd77znV/4hV+4JncopnnJMTiNYv1SHRuKHmX7psfgVMPy9q05JAanUiW95kjlOm/fGrZ4nGoY3bSVFxu4yqm1tfV3f/d3ly5dGolEdIn8YlZSJVXSDZiSWSu8PH5s/vuNnyydMr82VKUq6aolfe/ksLaaPppWeeG+q+RRVl2AVl7RGJylt2WHlCs1pI61VTpvf5vJXm7LqwuUm6PkDaskb/u0cHKu6FGuUEq2qVN/ozq+rcZ9UE36fVHg7aFMEziHTkd3ku0BbgGGWdrEdnI14kYHESZopaeF7XjqKPgDvtJaRnqmDZFugmmBCQE7MdriJgbaBJyjKvSQBJJURE2gXCgE1UscJF/ExEe3K/c4okEKHNtU7UOMpkli2kL6RcHfWXouZSDJHcyQ9h1hZQ32wPP8M0kiE1rwd6/IFncQrAKJRfeqfJSiSTK83SpyK5kcIzj2UmPKwh3koBgv6KPDK9rNTtYE6yIn2yGeeBeTWRLH3iW8bSsZJwvPEddpWSoVmRNEy3i6UNNJQAjz0jPtGQanRJuUpW6nBahVPU4tLPii0lrVycIsj4vq8S6Od2A9lYU6DiV4MBmexAQl3WwWV6vnpTDGDtMJbZiFoH3AihzadnJBeuLdY40CoyZ0vJu9QofpmXYFfd5iGVCR6ZKpDNOVK8bLmreKdnML9XRktOfYk9oHuB4GJO4m2qegs1VkqQ4eEdUYZ/Skih8mS0bqXW95pqWgs038zaa42Ki4nSxxVU/J/Apppri2WeJudpD75kWWClvRVWyr+JtdyS1x7N1ch5zKPko/czK/oSWWk2Fqc2+V8W6X+Q3xU4aMXUAci6aQaJ+5YvOj7DC5qWg3sUTdDZagE4RV60dDywR57ldN7+dgW3+TgHbS77FvlXTZ6av731hQP2Fh4wQffpRsMTgNo7RVw0oGbYfG4LSeYGbzOTyeSDjSKhnXpxMiT4fb7XZ6XW6Piy94u5zuwlNUZZ3pbG/1DsmbZcvVoHJ7yagxOFXZclUol32VvaSYL3oYKrajBm8r6fpJ/755c5XX+/js2WOsv3LiRK/D0drVBTIaqtyqv5XS0Y4OPDRaO3nyGOuPi0SaQ6EzAwMne3un1N7QgRUqaVAyStE3CzE4VVFzaftUU8xBOs6ipLGk1xwWcVMNj8GphpUMLx89r1RZfeeg8sL94/DyEeJuquExOE1b3v5pfmi5de95VdwEvefJJ0ATXS7nlCmTnnv+pUQiMXXqlIDf39hU73A6Q8FAf9/AqdNnenv7pk6ZDI61Z+/+qkgkEPDfftvq19a9MXXq5N179oXDIfzzeDy1dbXgMbNnzQBfmTJ5kj7E2tvXvPLqOqfTOWvmjKef/hlY1IyZ0zBG8EWf1xsJh/v6Brq6u8+dPT9z5rTq6qoTfX3gkagAmvKud73t5ZdfmzR5Io7C9mtrcL3hD/hBcaZNmzpx4oRZs6xrXVzh9Auxa2ysB0nt6uoGrAW9mDFjen19nc/nW7ZsyXe/96NZs2YcPXocwwwFgxhUd0+Pz+sbP74Zw3/l1fUrVy7ftWtvfX2th8EdHYFAIJcdKGs3DVzByCI+hkgMhQJaiBlLJMOhAMMoig4yFPSnJaQiWKYVgzOb9RdicIJ7UneYy1M1OBADp4SFtZ7P41IYbzDoBzwD2MgLYw4wsCUziUQq6PcPOAd2bN/R2dnT09W9dPmS02fPrl5zCyygRZ+OgotabNEyLjgB4QDskD+v1Guvrvf6fP29ffMXzT9+/OTipYvcbpcGaejAF/7ri3VAXjXV8xfMBb9Fzw2n+1xb25LlS770r1+ZPG2y3+sFnI7F45s2bHnHOx8/eOBQc0vL+XPtjeMak4kksC5Yl9fvc4gKE0fUxjEkgqZ+cw4fMWyny4V1Hgj4QAFhing8GQz4RCJJZhkAdESXcMGZUjrIpSNDYyoH7cYYnD4vStwut+E0dERMl9MF6wX4Lg4NpX3VYlef14NClzPtlhCnYuocrrcTyXSxe/g++30e/fa6NoXuM7oB9Agj6B2zWRJfdBIN6staHEU0rs60S1SV6YzWpMpR8BHjjPIo4mkMsymRMjH7WY2a0CVk/H6vM5VmqM5cXu+ow20iLzE485jWYgxOLoxMVsf1BHF0OFNYG6lMBusQ642AM5WWQzvVyOpMoPEJ45uxIFtbjx7M53t6+wAslWiIz55tx+J/5OF70Ai+LB0dXS636x//5ctNjQ0YZyQSOn36HL5WP332xTmzpr+6bmNnZzf26u7praoKwyQHDrauvYNPV7hIonF1HSf8MlRVVXV0dDQ0NFx9xmndr9m0m46xxOC0R9m01R8UcdMYVjLCnd3g8tHz3F5aDE57XhU1oMNjcBae/14gbw7OF15+spcL4izkr37CklqzZs2nP/1pVUmVVEk3eloza9mCibP2tB3yub0/3flqXyL61+//g4l1Fa/UVyuZpYhixaelJb3mpcbgtJ+/RmGipm2vq5Mvs82XKS+eH03buVK/RTs8Bmf+GsbgvCFT9wvq8G+Q+U36tGp8LwVtfeuFUS0kTALyAfxzuKkj9E4ko9KICzwJ8LL3deJG/2RBZTmVOi+BM1eRCPato3YTXIpxKPcR1wGRUvCHwinkRqBNNWsJO9EyGqGnVnFCy7iMiqrHwFz6CCXtOym7u1TvRvG/2iQSug72Acuj9+VS3E0cC7uDXPZtJNMC/QIbo4xvOV3RkiDOo0wTDA87Ak3ho56XGQ7TXc9BYVFVrabn0oHt1IMCZPa9TgaG9sEF0WHQPipQt9BK6DD6gJrYBebqf4OebC1PrYdVWDz3om8wGmqCOALsaae7IHOULU4kxUQh1YEemsunndAeJkmNrCHd7H6O9FErMlNnOQqVs2SL7PBeyi4Z2zLH3YsCRwwK2BhgDzAYdkNN7AKAGpbxgskFF1N8iW4A38JK+RhnHLNGWeoOQlkYNtNBiMtAoUEqMtEIpgMwFfgZQ3P6CKoB9gLTJA7rATJpGKp/vczvdAJpgFuO10ntJsyCoZHmnmSbSNgdyBM4FgsMlemzF/B7nTiAncBRaCfDKktVK8aoa6IDaJOId6vMRTWHk0uKD9sslcE0wjg1sJPX06gJEgkjoG8gqTACOoO9cgPC4FdIhzeI2HQe5xcGQeeRwNQZ8PUEQbVFNzezZdBN0t8BsbnJZQAOSlguh6teK8tMqb5X1K6H1PT/o+ofVpUfqctL39i/XokXqamRxtn1LXNqW+bWjJteO87BW85BMTj1WXV4fuxbIM+cmY9neb+qSzB5bgcemzjplspwePCAARDU5Vbq4loe+7ZcDM78RbVgf5tY3gqy3qM3C/lKun7Sf+/f73e55o05LozP41nU1HQ6FtvX0XHzGGIxVtINk/5t2zZsP7h06dh3uXfq1K/u3v3a8eOTa2qu/nPDSro2yTSvTgxOdVH5YdtLuKNU6srsq41kDLvrtJUXDKnfoHozEw7X2Nhw/3136y+otpCOFDhjxjRs3/GOx6TcHN/SjMqLFy9YtGhB8ds8adIEDavQksaZxqCxWIcArXzwgXvtPwL6EFrb3dLSPlazMgAAEABJREFUrA9RV1uLkoUL5i2YP8/enwXz5xaPAnQ6fAjFzEMP3lssx76maR3lvnvv0oUf++gvydFNTb+QnzKFL23cfNMyZXsTC02NGzeu2N/hP1+Er4zFaAKNAHelU+m404lJdjIMIpWXGYm8yMCKEk3RFAbGDuVZ6NDDMSiOzKq8SAk5PKmcMyXOYpaSPB3akzpI7pilBlTLB3Wsyqqaqra2M7PmzJ4zbxb27TjVqUM2ivjP0GvJoIiQ3ZBQn3mRCWaaW8ZFo/Gqmtrm5iYAs8OtR+YvnK/XHcOBKhWJRB5/x6MHD7Tu2L7L6/Y0jGsA0MplMrPnzcGCSSVSGIbH693wxmZgsNZDRwYGorHWI8ePHr+j7nbsfvrU6RU3L8FgjLyho0tSBkpEh45JyExgWnzEKJOmxKSUGKWmFYOTBJGCxbxGgP+x8Tk39ZEcUk4c7WonsWCToHpZEZj2D8SqTgVrAuHbZi7OyxGVaMmzEqAUNmOwTh5EIqHmLCtxQsQgKKHNaWGHYf16MOKmFNpicFrmRWWHFR1T1gxDhJroIYOJYm8dXLMYvFNCaXIK8lZlljsdFErqtz3MQgxOVHeIZNbakY5prRicOTEIducKkCUnAlCJ6JlOMwZnSuJxptKi6XQANKJi/0ACNN09QhiCSRPHP3D/ne3tHRPGt2zYtBWNBAL+lpamQwePorc33zTb5/VmM9mWlnEvvLjOJU54q6sjPT1945oae3sHTp8+i9WCQvBaTEFDfR262lBf63Aay5ct1l8TgF4PvTRfvwn4dtOmTY888sg1uUrRz1dN86JjcJaPo6nGUHLlYnAWaaJZRrupRsmrUfJqbHmroJC3Xn4aFINTFfNm7hq8XdvYiC9J78mTJ30Fb+DBYBA/l6qSKqmSbrg0tXHid3/7nzbv37Fs1sKvrfv+F577z1/94h/+zQc/o0M0VdKbnozLi8Fpr2/a4nGapX1Hup8cykSVusL5QgxOe7lROveV8uawfCm+5uC83quo1yycuq18JQbn5SbgsbP/pk79vaq9j85ma+4S36cbiZqAcwgmd1g0a2Cb8oynIBIAErCn+m6hd+uIxEA3dYROJFAxADOt9ST9mkOw1/2Sqn+U9dGIJVs8S/pV9wChFNAa4dlMK2IltZsO0i/SzUmkm/F9qvoeAZmvSAjGZu4L0EUJXZRSSNLN8SzE7iCmZkp0dUsYgpGeS3ukZpy7AxaCboIpgpBVrWQ0TRwdn7qCJF5ZHbYzLiEnl5NZAl4yBOlimgIEEegUdDO6h/iW/ldFq0pG62Q7ziAxHg4H+Aq05vBwvKSbgjzpvvUhUXluIyejbPGUyFLvpUIRBJFxN8UpK2WLq4SfbSKCBa5LHONAau4nyEQ7lKU2io6wn2JE8DbSTXG6i0KqPG+3vAqTWVbJ0KIszMVU72tUGbpriCQZPXQRaS7mseZOak8Jg1MqvEgQ4F6hmyLT1IpMYFfgQBzR5SdBBOINzhR/s3vJ9vBF7XuZiBeEEjWTR7hylJMUECATdBPjgj2x0qjy3EqKqWcNxtHazZ4XrfCWgKAgx5ggLo+NhLWYNQyN83u3uJbdzKXlqqWpQR+xZmAKYHLMGif9EKdbex6O7RLFbYBsmzXXcM1gFDAsBoV14qyyhgbLYC6yXVzGIOhcePutw5GLz+WsEbv2qarbaZ+eV2SNNRGro/ORFTQvxtX8S2rch9TR31eHflVFP67G/w9+Ryrp8hKeShzpO39k4PzTx3bgLOZxuGfUNM6pa5lb3QzkOamqrnDyULZznP3N3MF5VTwbFsp1flhMTXyczmXxz8wkjcKzTtyvEnk6XPqJD3inW+Ic4eGD1dqI8ThV6R51hBic9ryyvb07Ur58DE57ubKOpfOqkq6ndKyvr9bvv6jHOh9csuTTL7yw6dSpm8aPr1Crt07a0t6OR6T14fDYd/nQkiX/b/v29W1t7128GE9GVSW9FZLFBuzazaF6zUGaTlu5fV9VeGQ5UgxOZSu/cN4YmjcuPm+9ATzmuJv2vD3uppnX5M+0OlWKwVkqN69WDE6dtD9Pa/Zw3Tzs22r/qbf/6uvyIfV14ZCTwxA/1WM8RBGRlt1leBrWSPldnE7jgruPkkyBcKBGnqCEYHQrn88TjSU8bpeQJIfHy7ibbo/LmWCQSFMkcdyKgtPIGqiQI+pzOFHD7cga5JHAbi6nAxjLJSjPzWs6Bm7MGpRj5nR0TLdLO4x1SPRKwMNf+dUPdXX11dZWAUStXn1zXNSWdBfrMJyFGJygpKysY3BKy4BnH/7IB/r6o5FwEBhsydKFySQFpqYcBRU+/JEPooX5C+auXLVcH7Gzq7ehvgYM7G1PPBqLJ/x+unD40LT3a+omrmgz/ofuIZt0OSdOnsQjqhyuTdENBqRUGS0qZbBRXBMaplyyskvpFPWONCRjeXILOCifKpfD2Hn6SCaffeeytTiJoE0GtvR6gPFgUobSrI6kZXRn2zubmxpeP7Kbyk4j5ZJwmBbiRTuS3LR/XiJ9OjBGHTjTYQveCVAo3Vbaa3TeoLI2R5kpI3ryLGZya8h6lnHRYgJDlY7BaUr0TXzf0X7amdEhqxnBVMJnavfIeh7lRcZSDE4dnTTPj9xJZ1rvqI/oNBx5Jw8DBg7jobWcynGNpa0YnB6JzIoSZzyBPqBCMOjXnk7x0UAsRiiF8Q5e3ujue598G7oxblwj/rxr7RrwVd2rJYvm41OuBLcrEgkDcOplr+TVBNTB+lm+bBEWw61rVqJVEFYtdaUz4Uza6/Wi5JmfvYzKd9y26j1PPq6u4+T3+z/3uc9dq6vZwj2gTbs5phictrwxQl6mzHpfdoS7vIu949P58jE4la0Ho+cvtFWWXjM/Ql7fZ4L5870B/Jfkn3nTzAL95036R+JLJaa8LpLHLTRqN4Sr1dVNqVTqpz/96fr164vS4A9/+MOVUHyVVEk3agr7ggvGz6wORn7jgQ/Nbp72v3/4hV/4p999z8L7QtWRaCpee32/6fNzn8xBMTiLT13NcgzyAt5ox769+H2Hvwl7wa0as15z9H2L+fzgN6dK5aoSg/OyE8wX3aZO/G+inSl/QslaaBGdygJBacGidrIavplwCBDRVaMCM+iuFpCp+k4BdTtImMCZkhKkMLSUnC84m5wPSIyNzBbZ4iHV8DgnjIXVLAToAhMKL2MhCBOwHIgdndCK4E85CAu1wDF1UkIwasi0Q3mnEHACMoEsUoyYIr5Cg0Bi8VaV7SSqBMQiHJ1N7SboVy5BKknQtZNgDzgqtof0C2gqO2DpULXn0nyWOBB4EgASRJPSwF2EsjAFDoeDonGGIN1Cckn626li+0nU6L51JyEWGBiGRqPdRHYI1mWpPDXNfViY5UZyMlgSFku10Q0sJ2IHeSfYnsaTYfFMi1GAd3o1ze2g91c63d2ufDNE4LhPtJvLLByLuQP3xXjpOvVWMjwcnUyuhtpZDA2dp7/ZXdyFcTd3Wp5p0Qjx5G0EmRSwKnaJQ9vFT2EZrocg3bcSP7fSmFwPEkIV7afPS+Eamd8d9CcMy9PJcCuBn0N89oI4aqe7AJm190v4z42cMnDu5FHyUUyBJa6dySFjwWC8EVHc9m+mrTziFRY0uuYezh2HNou6SXSY2txl4nl4N3uOmhgO3dXexKHBsIF54p53D9cVPdN2Ss1lXLqYaMwvGXyX+E++m7OGTiJhfWIKeLgE1y0ALQ+3n8pgLBLQTe2Z1ttE8+b6JTgruOk2rha9nJo/ourfpk7+BR32TvqfHGPlx+rKpXQ+u6/rzL7uMxrYBd2e2bXjZ1ePm9eAbfO4UJW8aTu2M1dZLeaF9tVaz0R2yDu5Bp+hOPjAxi2PbdxO6j75bEU5xnIeNIqRpweVXH4MztK9sKqk6yals9lYNntT1cUFibh/xozf+9nPDnV2xjOZYOVy/a2R8OXtSSbrLtIp8fxx42q83qO9vedjsZZCEKJKutFTUbtp12sWYnAWXh0tH4NzpLibg7blIqdciRico9+BXsSd6ZWIwanz19YDhynqNi2b04+2De1Z1IYqtRCzWH6xp3h9CCW4qHgUnYpNsU7R7FJ+CRcSxbEUe2tdNY08FjUq78ykc8FAEJmeaP/OkwfXzrvJ63V3d/eDdALt9A/EgBtdKVcymeoXGkR3oekMsBsGwUiKGarzMOZkKp1OZXu6uudMnRpqGY8Ggy4vOnb0/El/VSiRZAhPXVN82zJ2o1422A8fiX5OomNG41rumU5byj8lMTg1ZgcDM6h9JMOTKJI6yCVDhFIMKo5Y0SX8JXYAesxoE6H/yijF4NSdwbUlynVPSF5FR6idwTKApBU5MhWNkpDhq5nkjrGTh480N5GT6ciQPb19tS3j0Dm0jG4oUT2mXRlYQ8bCI545fnL8sqVbju575dD2T9z+tuMnT4bq62BeDFF6m2HISYY4zTqdLlg0Gosnk0mM7uSRo5PGjy9qw9pOn5oye3Y8kdKV9Y7aCBJKMyOWtMJqatfBxSWBQlHV5ro7OuvCYVzxxLp6lcj++tKZ4vdXK0qF/GW1EBOdBDPW082Wxex6jWlDiVIzJ4sTcDQjol9RsmZziWSK1/niZzjZ2xeury8uvK6e3lSaEMfnYKxN2AKV0QGKOHPcEW021PGt1q++8qMP3PYoOhUJBeMEn84h67n4VSqWD5Faln1xQX81PB5u3UJh1eDYgk6nT5c8eP+d6uchXdsbE9PUqpJLiMFZrG+jjUqN5V7vTYnBqcacV7YYnCJL5o8Jt0Ir86ZsRbxMqi+/3dRMmxbLzLOMX7vSCUNnrHMEy/VHuqZR+Pwqp7lz565bt85eUonBWUmV9FZI+HV+YPHtM5omv/+ffudvXv2G03D+91+u+/LH/mL+hJmqkt6kZD0/dZTOgvK6lu2+rqTLvDCtvKIxOO1bw1BD8kbhjaRh+TK6zKHbkcqVbd9CPm+OFoOzUEcVVSmVdCmp68fq0P8grZn1BdKjiAaZ6+iPNDiPIAdMqGq1CDo3CKOaSTjU9xpJGznfJqF3c8ggsXv1WqI1nYCvQAfRCPWRm1TNHfSDCiTmbiToAgJkBMc72XL3swRaumVgPBwOV1joA0MwTmDN6B5q+xzivpVeQ6cQNKbPiEIxo7qfFsg0kbAwI+5q6aR0k+AriS5Jd7VrLKwYXkzvo6RfSdKvXEx1PU2C5a4TBJjiXlmJ4IhdYAq0gx0Z1jFOdIddMF4gMdAyemrtpB4UuI6m2EBZKmmfcFB0mE5K14mAdTb7gN1r1sooNgq4ncwO0z3v3VTK9jxHr79AaOCg4MeMLplm49rfLGomJGIl4DGOrgWO6DDIMY2Qpg9byhYlGCcVqCvJ/PpfV5FbCu5bhclR9bhFZKm1xJzaXS3q9zzPbtBcuzl3sBJmLSZGAO2me94gBY5ZEXRykQQJHa31cJ7efQFuNQKHJRmc9Sw7TB2tKG7p03iGODo+Kk5onQR+9Ewr4XswwyMAABAASURBVC0Bg2vv5Svelg/bqeJkuJsrATS35yUZ2jhRebYRT8KyUQmciWNhFNTmanO9LHSzSdzzpjl20E0qbm+XWdvK4aMCCbFMpVO0uTgujIx12/saBawUdO7gjkiZdq5zUx9uCek1lhNjf95O8Nn3qmg3tTfguHDxAc4jph6WjO6W2K43KzOp8r+pzn1d7Xmbmvl3qvFJVUkXn75wzy+29pw70HfuQOfZY9GOsr/5sUx6W/sx/FOHeIqo9vqnVTXNrGmaXtU0o7pxak2jW2lt5fD4nYP1nfbyoflRdJklNon7v2yeT0bMtJQXWaNiCCK34dbsE/vhcgvrGVs8fnI5rBJTmWOMwmIpMs3iu722vDH00yHbSrpO0sYTJ9L5/HvmzbuovWoDgcnV1Qe7u8/098+0PXerpBs4DSQSyVzulpaWi9rL43LdMWnSlvb2vefOVQDnWyYZQ7Sb5fSaI8TgLBN3c3jEzeEl9q267LxS5eJrWp7whpWPcWuaw/LDSuzlVsm1cBOEQx8/ftLtcT/1k2cee+Sh19/YeMfttyYSce159eVX17/j7Y9k0tnmZsZT+Mu/+tvHH3to/8HWYMDf19f/7ne9fYy0AEc5ceJkJBLZuHGLy+2aPWsmGhwYGPB4vEeOHO0fGBjX1DRt2hSGRTTNjRs3Hzt2IhQKTZ06Gc+5lyxZOJb2z5w5F46EY9EokM/BQ4fnzpn1zf/49nvf8wQDImbp+HTPnn23376mre3MjBlT0e1vfes7N928YtPmrf19A8Gg/51PPD6SN0F5em5N0+9/62//8Rc/zYf+TqfH46qKhBKpDLZUJXpcuCRDXsfjBMbDthiDUyMuQCmf25uKx3AszVb7owNfff3p/++Zb7x92R0PLVwVCQfpyFS0mLB/MODT8A8kTD7KuRkYMo08yJjH444nkmg8I40XFZxRwwgzRCj1iGgEeb0jLFNsBMySMlOtE5XooaK3NELSAVw3YkfdGdBEdBU9wZWeC1wTKFSUiKjg9/t03EcMJBIOZDI5p8t5pOvMb3777145uH3nH/57fbg6FCQYPnP2rDPAeKLUUxqOcDiAUVC8mErpsbhFDhsMBh+ZvWpq7RTMPsO1hgLJpLOo4ERXUVkrOEE3Ma4NJ/b9w8vfS2fTGz/zRb0UwTg+9F9/5dzgWjF5zl0LlukdYXZtBHQVYBGNaOIbdTj8fq9hzTK5Cyrg7Idx5dLJqZOnFtdANBptPXUSO8paUGkZNedF4q3qo8AmoWBAdw9N4YhawYkx+hmDk5WLCk5MXMDvwyz4fF60yHHRja0z1TdgX4fxZMLwuoHPI1hj6YzPy4ihVeEQOsk4ppwpKl8x9keW3fE7X//8333oU6Y4/q1cfl+faZBG80IxOE1beTFvj7I5OOJm+ZJLi7tpL3clUinTEG/WBZfW2ht43izl8eXUdUgx+QDV1Ocz7a+5RCgLukxds6gN1RpNu15TWW8TmHYdp7WvdTYtMM5SeTGvrn7Cmcbn8506dSoej+uvX3Nzc4VxVlIlvRUSfsdmNk/511/+3IN/+ctZlTvRefqb63742Xf+Fq6lVCW9Gcl6olpkh5pKFnScQ2NwOobnh+47lu3VjcF5kVtlls6PQ8v1u1RDYnCaqpSvpItLsCNA2tkvqfZvqkm/rxrfQ8gEnkR/qjsoPqM71vPMAwhRm7hLtImzqSwEzql9iCsKvBD0S7urZUjF1ZTlAQ4BI8WPEkQF5vEjevi8XcDeG2yZnmnPEIhW38GeDGxW3smCSE+xZWAnNBLbxWqgm1oVCgBpZqxYnj4BmdluccoaJ7oD/QICTLSyb3QtK55p/bMI9uhKNGa5b2X0xLmULdKdaUyFC9rN2vsYYpPuWwesYI1geKGFxHXIgL+Gl1KhiHGBBdLH6U4axPJMe4B0E0MDAHME2D4FrwdEkalYEx0uGq1aQopSu1ljeaZNnyZWpExzA6meXwSdyaM0AvgcdYdzJeTkEQF7dygTDO8N8enaTHyY0/5mo5YRgABxaDDX8E2WZULiXze+j0iPisM+8tqgyFJj+2lSGqGXKA4WBrOkZ9o0mwJcxKwBGxteTr1eDxgaueDNFDgig/pklucotax/jJetpN0RcTJ8xoLluLpGNyhLncEhcH4lpGj/NvZWg1tCxPtl1jYS3IJeA2RihVCRmRAJqXYA20qLYSoBbkElgYexINEgbAKMChyrjcD51arW5VaIzchqEVPupl9fzAvHu5VGcIRJiPGQjkOTkLGgm2Dw4KBI4KxIsKReThgCD9fKo+NwQMLAzMFF1KpSL9vDRaL1o2D84KYk6IKZKY0VF8H1j6tjf6KOfoa0vuWjnMTKz9bFpGmR+uk1TQ+qxTg/pnO51p6z+3vOHuw5t6/7dHu8v+wuvanEtvPH8U//iWceU8J1M2oaZ1Q3T69unFPXHHH7L3BWclxWfJSy22w+nzGTFvssSCWG18TicPK9f4PsUzvIYqgq5vGoBTu4+GyLb6cZEibKOv/yfbXCvbS+Yxe2ql9X1y/RMtxRJRDB9ZS+feAAHoc9sXjxRe3ldbnePmfOl7ZtO9TVNaOuzqj8nrwF0rOtrR3R6DcffVRdZPrQ0qVPfec7uzs67p4501FZKm+FZJpvXgxONWhfe3npWEoNuiscqbxw5hqhvFz+8mJwFu4o7e3kC3eganCdfMGQ+obz6qbevr59+w7s2LVn8qSJTU2NeNr+8suvgTW2Hj66cOHcVDL5ta/9Z11d3Qc/8B50NToQA9fE8+uu7u6iouiCh0C1737vR2vWrNq4aUt9fV1VddXhI0c+/3///ld++UPP/uyFB+6/5/XXN6Fw1569T7ydEUB7enoBfnAp1d/fr52FXjDFYvEv/OuXvT7vsqWLotEYrlswlkmTJmAUWernsloj9KV/+1rA7x/X3BgOhYCdenp6MulMd0+339+iPa+OOggO9q/f99ttXeemN01MJFP7zh7z9nj7+6Onou1AaLh8IrXq9mmQluEWj1kYgtHyVQsDxuMZlf2zH3zpN+54V2NV/U+2b3506c23TF74b09+ctX8JSLG5HWWYV1G8TqKPIHhIJV8kpdAkkoH16S6KU9CKcJYByPPFRRNOasC88XKGmdSISp6TBmyKRl9HFFPSY2ckbOOzm7nrEbYEQaHFOpg5EutWXl69cgZv3vv+wNB/86De892dm0+dLCtt3vV1Jn/vO67LXVN981fKVZKBfpIfJHv7R9oT/Rg2AfPHf/hppeeTPad6uo8l4imU+m95w5kDPPRxbctmDDV1n8rtKiSAJmfuu/9/anYK+vW/b9nftzZ2ZlyOVuqqt83/dZ7196Jed/ddkTPxUA0Fo5aULOvP3Yu3kWxptNBP70et2HFkTC1thXkNZlN/fmPv/LORfeBTNYEghOqa/tiXf+x7uk/eOSDGqBkigpOQbMZQcJYEiTZshIGYvHQQEAjHpBLjT+zmZx+yuQSZS39zYrr41giGez1YcfjXWdxlC+4fjvd3u1tqsO+VTXVREF5a+Ay16ZYPc+QnCROplbZHu84838/8LvFtaoq6bpMg/SaF4rB6bDH4HSUFJ+l+7irE4PzdG8H+15kh8WtTqOX27mmKtYxi3nTlleD81ZBuXJ9GaDyyl6nWPHqn0eRBgYG/uzP/mzXrl3nzp3TYvDPfe5zjz32mKqkSqqkt0aqDlaN99QtD01/qnvz6we3ne5pn9IwXlXSm5GMy4vBaeOj9n2HsUxVlnTKOcgso9FUVyJfiMFplM53ZkHjosyh5aVz36C3kwxbDM5CTQv75isxOC87Aboc/iTh0JyvkjNR1beCYAagDozHcjp6SIIv+oXJ1REZUpZ3lOhIx9EE8vFNJ7jSNMsQhOmqoj7PU6/8ggBRP7TC8nkL+OSbppKnSOwiy1kfx0UhECl4JxApOBDDWL6u/FMEdJ0g6KK72jwxGziobwIDZwKJobcoBIvyTyN8AmMDSdKCP/SWXHC8uBKNkzxhG9tDpoVeUVeXokKRnGybIM9aEiwkKvC6hQsuosCxfzNJHkgnSBVMoWWLpL9+4ti0xN2EKVi43SrUTndDwkF1NE1wsnS7DG0lOSgQIKztnSLgto19w3hB+xh3c6rlvpVc0KRGllrGiYy7CWYZuUXc8+4U7WaLikkMSJA/KjLBQaczMCoQHbgmxaYxiS65yPLUSpCpad8+EjvgVeyCq0wMDUwXhg0u5KyBWZLmLhJwu0uCU1aLP+EAQTWn8rAIOrXT3WquB01zUZOF22SRTBMnwyeIJx0+jgIkj3TzNIemxZfa6S5mDbYC/w4tpfHpo3gSy3EUrD3sTh+2G0TF2yJxRnuFbiZZEwwVfJT+dTOkjLkkR0F3xE2F8a6QsKyv05icX5GlAvcyMOp+Lkg9NDoZns+WMb90R1zwxIulCwsg4XAYIJWmLQWfxotZiKnHyvGIZ1p6x11KFstQqYtFCryHncd3hyrYvXRX66qhT2Ng4LqH1ZFPEdVP/0tZ2JU01qSVlPIOkPK53QsbJi1qmmzIyaEvHd/beeZAN33VHuw6M5BJlm0Bjx4Yv7Pv/LNqj36NtNobmBKpn1xVNzXcMKW6cXKkrilYJS/SFJ+KjiVvjqG8eF4b/uZv+RicfCyl8kIoxZGYbEoPR0z98qyyWrOeMheeA5rF94Gk/cJTFboVkodzOEe31DSoSro+0vHeXq/oTi5qLzyWWz1p0t++8cbR7u5MPu+pxFZ8C6Qt7e396fSiCRPURabZDQ0Bl+tQZ2dvIlE7ghyqkm6oVCCO1h2iMi8mBqcaVn9QDE5Vvr5Nfyn5gs5ytHJj9PJivnArqOV6ZctHqj9o30HxNe11ysfgzF/dGJz2FAwE9u7bn4gnFi6Y++zPnp89a0ZPb9/5jo4ZM6aePXt++vRpjQ31AIQbN27BKObNn9Pd0zt7zqydu/ZMmNAy9vddbr5p+d69+yZOnHDubDvg6MIF8//nH8xJJJL33r22q6v7rrtu7+jomjxpwrp1G3BclM+YPhUWAUxdsXzpWNr3+32rVq6oqa3et+9gKpV++KH7gE6bm8clEgmPx4NMX38fmNl999514mTbwYOtqVRqwoTxHR2dS5cuymQydXU1oyttnA4DDDUUClYHI1WBMGYqGovVhavpISNjVAdC9FnqcnqUKxjwMSyl0ynQi4JUfOShlJM+YF15R8bITa1rmVjfhHZ8LtfJrvMeQ/VnYkIvQRaJrxymQ1ijuHIUdpkTD46soBwadFmcMm85d9RaMA3R85aPR4YLKFQ2jbzVmkVGZX/NSnOGQ5ChbpkEE0xToJpZakQTTtOR006GpT3tXDKXo0Nd3T2GY5egeG3d7QOpbHt/3/jaOjDtGY0TG6pqq3xBWMZtOoP+AMxO6WcqX+UP5rL5xkjt+Eh9bTjSH4v1Z9O1VVXj4nWmy9GXiMplp3y/rJcD+N3htamkeCqZdRlzWiakk8lYMjWzZcKhXCLi1yp9AAAQAElEQVSajLd1tU+ub8ZROEdZI8KjkEqaaRNHzOdMh9PwKheWh7WMSQrpATjt8GRM39Ta5qaauj6HGfb5wl6vS0UmVDdW+UNS0dTTjVWRceV0oFAcxaPcfr9XNK9OR84R9gf0O3+MzenBpRMqZ+XCm/E7U4601+tOObNej8tFg/gATRtC1VNqm3PpbHdXl9/La61wVZWSqcxZW/5XtnkNpYE2e3v762qrV0ybpwfS29fv83oq76Jdn8m6gyswS3nq6BhyB1cuBqcq5e31jUF3ebZ9lVnujk8V7+ZGLh+edylV1FkOO+qw8iHPgvviA8D4GDO+A1W+wBAt5qCnxuVjcI64Ne0l+WHlVz0dPHgwGo0+++yzH/vYx/7iL/7iU5/6VHNzs3pzkv7tU8ryiK3s8y3f/KLjddPmWFzX134S1GD/7PrljuF+269Iue6thPnlKx5XsFze9zGHu87XZik7zIstH2mYQ+rbqw0v17OgLwLKlg9pVjdlH6aetZHMosSZeHExvBnl9uHbhzO8mn0RDrGe3vfKLqoLLrbRrVfsvx5Ocfi6ftly+3D07sVJB878xN3vO7nj8PiapnO9HY9//lf//Vf/ctHk2U6H89IWlVkItzCWRXWx352yZil+p3SFMS6SwntnVzGZg2JwWucgWwzOQTzSXn4h37M90f5kLoPGfR5vDa75ylBPY/StOezt10G/z+YFNJr4tDvan8plkPd7vNX+kCE+D4wxvJGkyuXtes1B5ar4Am7lenHMKZ9WHd9RBz+qGt+tZv6DODLdpKrvEq+hm+muE3QQhIyxKldR2khw1UB6BJoFMFP7IGEe4B850EyyqORRqtZwEdP7MhkVKmNWQJUAk3rXiePTIjcSrWfioNRXpF9ARKBHxE4HxHOphy2jmpZpgmDVPiAI8A2GlgT9Songj6ArpbqfIeGjZ9qTAs/EsS2Z5RKCPSBP+rC9UyI4vkGGRxXgQe5IBNjPvoH2aeSZjauqm8mokKfn0hBpHxHgIpqi5wV2WDt6Ball3M3ztFW1BGtEh9FDRnDsFnC7ivpOkDnSzTm0DypQGhgg4vK0WEg4Lu5bcYjeF62QohoGV0sYy/7XCd4ocDxKy9B9q0O44CQZ7xGVFae7IG2dT3E4oJuM0Nkt7nnTNAK6QZnmHsJR+rBNscN0slqv4nt4XCBPIGFQWLTj1u5qcyo0z3JCy7nwUuloiPtWwFEuklut9eCsEQR+jkOrvc8C25ag8zwnDnOh55d0c6ZIP3fRhjAXavqESYPmwlw1d3Hl0D3vLM4vlgdQKI7OWQOoXsDIrKCboLysqbiQgHjpifcQly4Fuwkaofo2Ik+qWmOW5+H+rVa0VO2eV8NvTCtwrEbagPSMwNpD/7r0TKsRr1s8D8uCRALvD6+09MHaMy3Mi96GRC+L+dIyTR5uM6kqY53u4u5Vt1lAmshTzIvfKGLXfjX+41xRO+9RM/5eNb2PR6z8fI0l8fwldwqOoeegam9wdfOMNS0z5YmkcXqg98jA+daec4d72g/3to+k71SUeMZ3dJzEP/4hk+B3uieG66ZXN06paphSVT+1qrElWO18E3ScZbd98Wg6l0Xe5/aGvL4hn+bzY4/BWf594bzK2y9xK+l6SHgcNpBOj794x6GYxOZwGDu+0db25MKFjaGQqqQbOuGb251I+OROR11kivh8N48fv+3cuba+vgrgfGsk0W5qpebIMTjVoHJ9hzX4PtGu1xy05W9QT6w/mcUzUtPn9dX4glckBqf9TrN8uRp0XuuO9aeyGdxjog/VvmDprHclYnDKmffavELrdrsfuP+e6prqiRPGL1q0YKRq+rHGqpU36T/nz5uj1EXcFIOGHj12fOaMaXrHUY6CNp94x0WLXvAc5qGH7kOmoaE+k85MnjwR/8rWnDVrRvFJkS5ZtHC+GnUsuBp0O9yJZDLdk4G58Py0p28AILPFV+9yurx5T20kop2sRp2xUCBItOl2ptNZcVVqZnM5+qplfEojYERzzvwn73xy0ew5OOJnJ06OxWLf2vz8//fcN7rS8an1zaunLxTVJLF4TlR61vtiot3MUnOZK2ouHaSNuazWX+q1Ja+cWSQMlZ2qWFmgQV4q80EW6hjy0JuXfCSUuXzhoRYxq7ji0HklPdFqUaGA8pRSQnWCyVFHaGFUwW5KfXn9j5L57H9tfn73574BIuhhlATjo+5HMk6KlZ0uR8KZCgR8Ggo6s87aYAR7jquua8n51yxftav14L72M48uX9l6pD5QW338/Jlvbngul806AAWTaZ/Pw4E7HbFoIhj0Y8BvHN19vOPMfyxZtej2u0Hr286d/aOnXnjx1J410xavmDI3Iw5jPaa7KhiE9Ri7Ie+qDob1Qzn0BJTRsF6LMK0Qp6m0z+v9kwd/cd6MUvwskItGIwAAacpTtYwtBqfb5c5kgVHdCVfS7/PBJFiNfuUJBwM6fIMWa+qopQ6t4HS5ku60z+NJu9PgPn4jEQr4seO4cO1Mf/0spDmz9XG7e3rSmmlmsRryWc448CqnA1vOnTxa7O7pw8pk58XzMNLw9WzSjXM76tTV1erOl13tQMLxRDIcCnZ0dDU1WW8oMtRoOhMI0ODxeAKZ4gPSIbujMBaLh8Oh6/b6f8jX/xoc3aEuKQZnOY2mDSgM3+KclcY5y1RYloPOWRe5df7aJ39zdNZYfitpIBnXJVgZQZ+vpK0cof6gvBq5vPhyla1O4ZVcmjnoZWzYmnC1ulrp6NGjqVTqlltu+dGPfvTggw+i5MiRIytWrFBXOqXT6b//+79/29veVltbu2nTJmz7+/tbW1sbGxv37duHCj6fb+vWrXV1db29vSdOnED5zp078aOA7qHauHHjzp07d/r06fr6+m3btlVXVyeTyd27d48fP76tre38+fNVVVV6d5ycUD5hwgTs1d3dLS7mNzY1NaHZXbt2TZw4cc+ePfhlDAaDGzZswFFQvn379smTJ+NwuvyVV17B4bq6utDg1KlTsUUfAoHACy+8gHK0iXZQf/PmzfjdQf3nn38eVBh92Lt376RJk9544w2sP9R/6aWXUL+9vR0mbWlpwagxTNR/7bXX0Nu+vr5jx46hAtrHT1IoFFq3bh36c+bMGYxUDxPD93q9W7ZsQTnGjkNggCgPigv1HTt2YFxoBN3GMDEKNBuPxw8cOID+YPgwBayKclTr6ek5dOgQymFtrGr8muO4sAYOhzWACjCanimYa8qUKadOnUK3dfdQGV+q9evXT5s27ZgkDAfWQ/fQFMyF8qOSsCNGje7h9/3FF1+cPn364cOH0XO0gz9Rjvqvv/46rIRyHFqXh8NhlKNBzCY6Ccs3NDTASro++o9qGA6GALPAvKiP9jF8lGOwiUQC6wHmramp0cPHcLDVswNzYbHBRGgZ9TF3sDZGpJuFSU+ePInDoRyVsQuWARYP+gwLoEFUwxYLQJfDJh0dHTgczIJyrGF0A8NB41gY6Bi6hzlCOSrAGlhsWGCYF0yuXtswL8yCw6FLqI9FhcnFYkA/UR9bDAez+eyzz2Ky0CaOi8WG1nA+Q7muD1NggDAXymEi9AdmxKhRH4bFuNArLEK0j1mD0VCOrwkyaE2f/7AM0M45SShvP34GQ/6rX/+TUMp1tO/0i1vWNfiqp0+YguFHeKWYwdrGpGP4GBrWKtYkjoLhFBcbvo+4LEA5FhVMpK2N4fN1Lbcbk46vEmYc5WgH1RyS0D1YD+VoB+aFcVCIHmIVwRroM+qj/NVXX8UXASPC8FF+/Phx/ESgHaw9rHCU6+/OaUnoD8r9fp7vMR34EysTE40KOJwuRwdgLpT/+Mc/Xrp0Kfqg3uTUM8AghbjkonN+upczNOPk1jCsc3uBaxbuMI3iPV6ZTwfne5MxXYJrsrA/aL8/LO47+tawvcFj2Ld6ALY6RvHFXGXLow+JqJKTHuMr+APFc5xh26pyebNwFIv+Fj4yrfZtPuiVflPG2iuTz6qre8b8uUypU+rYH6lzX1YTfkdN+UPCIQralihXgDCMgsVFJIgEM0sJJul51aeCcwRMHidZ1DEgwY3ofvY0YRsQDgV828mBAjNU8rA6+2/cHZgQ/InuW3ewQnAeMSSwFtAaGgHy8TRSpAg8iUODEoH04HCgQVQBHicVIyXKiMqzSQWmieCvnb2ldnM78aF3PL2Goht0bJvi7r4pFo7K9lNCB56Eo/sL2r78AJ2y5uN0EwqC6KmjypOqR9H2YdQYKRnVPi7A8DLSQSBPcCmXaFtJ+4AAO4knqd30k2YB78Fo1DIeZAbmQjuuGir8wOpAKKtWEnnSaGFKD5Nt7DAVqKbIUsdTfwmAhz5T0ufggcgFJ5H/gXoCeWo8iZp+ETgCZHIUomUMLVReCTkJ/IYuYUK1ytOKQ5kUp7s9NIJ2z4sOg3AT3GpBp3ZXu1vo5lKOF3MRms/xwlxcD+K+lU5WbyKjHdiqnD5xz9surnRXEhMSFkqEToBbcFauBzdFophf0E0KOo/J/CpBvE2U53J+2wXHZmgECjqncC0BYFuW2Uno65Op1ME4GQN1M6v5xpNeo//0Yavd8y4jVsdKzoqqNSeBY4OzSa8ppswLze2iYYMLOL/EjYrST03WOb/a87DDotcJiakJgj7pD7ikGda01wKZ1I/Os7wBo00YjTbfw5WM8XKNpTjjaBlIGDV1bFesWJiF3o/3qKpVqu5B4s/2b6rYDh4RXaqkkZM+Y0ZTCTlXyjlSx8vkbaV+2C8b04qsGfH6JofrlzVNuWfS/HfPXvnOmTevbJkxo7qx1kcC1JdOmmVfI5WCrJnvSkaBRbe0H3v+xN7vtG7++v51zxzf/cbZw3s6T50c6OpJRkEg/S48sXBZb/Kq4vmxoKRUQ+NuXqC8cEYbSCZ0CZ6WBD1+yetbTMOWt99WWq+mWal4Zix8rD8t3FiWXi1FjtcGPydnTFx1f/nLX/7IRz6CC8iL2hE3m7iMdMlTPHVNkzx7iuvgXkM+Ot7V9fXdux+cNu2+mRcd895pGLi5fe3EibfPnVtfrvGyCfbU9z7Xs1mucsLtCbYlyci1S7AJbthxEzq8J6lc7rv79+Oh+EdvukldZMJT075k8nv796+dMmVmff0YhwmzoGbZZ7JXOemlUtYsVz9d7A8L7s1/+MMfLly4cObMmVeh//qM6TB0BDiH0lvRa+qbQKW3tiibRqHEyhu2TwfXtKkkWdKbiOkS3m/6AsV91Wi3iINvBYeVGxcoV5bmslCi7zcV7zfZh1JNpcrlbXevhXZKn+p729JZ1LTuNcGUJHM1z5iYiaamxqqqiHHxaeyHQJoyZZJezG/qUepqa8E4jYtPo7SsNXnsPJZBb5+XcRBVVSSMQrCkRDJVFQkZ/GF3o2Yo6McuXvzISwlJkqEAzPAfkDbGWXQ70slUdCDa2dU1EIvGEolptePeseD2xdNn7T97fMHEaegMwB8YHv2I+DwO/ja6kqlM1nGnTgAAEABJREFUOMRTmDymZlhNtu9mEE2vnFCwi4u74RfDCfrl9zPoIwN26so4OjhchoxKGnTjgo3dczhxoYt2UAENyI54xqUKRwnqo6Pc5/WgS1RD4hAOHMtp6mFKBaC7oEAv5Ns6z3zsnne+c9Zqv9sDGIZf1IFYrG+gPxgOsQVpze/DEzbah0cJ4yhs+cyZs7DVlzf99Pu7Xrp9wvzevt66hvqQ179kysy54yYvmzJ7am3zTTPmzRs3ecnkmS2h+lvmLFjQMvWRJbeuaZjVWFcHmphKp9Gl21rmve+Oh2fWt4gql8OE2UPBgIwLBsmEQgFMB8yFR7uYTRrb6dTh6mEKfAsx2GQikc1k+6MD6H80FusfGMgqsyoSkcib/LlDfZfbhXWH9hXn2gVG7PN5sRA9BYPoB4wwNXolobgMJ6fIAd6JLzsOzenzerBswMvxi4kGO9s7GRxUDop/WCGwGz6K8KyEheTB8y60DBgLG6YyGWBUJxeLo6e3L+D3ogNoUKuYhixjnCD+/Wv/Jcw6j8q4Dmk/35FIJKOxeGdXN67ZT585i9+Bs+fO/8d/fn/6tCl/8df/tGDeLHyEER04cPjAwcMtzU1nz7Xv3LUXSwXPYJ97/lWUnD5zDrY9ceJUdXUVjrJu/aat2/dMmzbJfR1c+5VNuPL5t3/7t2XLlg1BvHlbDA7nm+CqpHDGlAey/FVQEuODIhyjdL4s8E65gzNK92W2Tx2O4p2dVdN232cv6Y/HzOIzUl/AVrP8Hd9I5c5f+53f1G8bGYZReG5bNq8G5eVHOZZMap9IeO4U9PiK5eYgHacqmxcSrfQOpRtqi7sW8qrU8XyxTXUNACcQBVjI2rVrv/KVrwBcffe737311lvnz5+vrnTCpSFW8Mc//nFcqsIUoCb8/XK7AUtgWBTqewyUyznArRkePsUJAFuU41P8TuhykBt9eovIC7Ao1zdLutlieUASGgRhwpZ63Koq3Sw4h70ciEiX6/pgV2gHzSKjDweOghKgMl2u6+MoKEd9sCtdrtvHVpejPrbIowVdX3MaHB0HQrkePj5FH1ABzer6ejgo59tJDoc2i1+SLndJPGVkdLnGPNos2EUfTpcXd7dbG91ATd1b5HV9fCqyfacenS7XzSKPI2proFldjt1RH+UYpiFvmoMhIYPd7eW6vh5dsR30B2MMydvH+BN9s5frWS62gwMZwox1qGf8qYevVwUqY5javPZFpS2sy4vD18MsWrW4qHQ7xWblJMdyrNti9/SiKs5O8XDajPbFpsuLi0ovNrSDRjAimMVebl9U+quhy4uLyr7YcFzU1+0UZ0cPs7hotbX1rGlz8bLP49HD1N8p5LVZ9HDA/0D77r7zrqlNE9916yNbju7++vofdMR6Jta3uLyemlCVXmxDFpW+ttPdQLl9URXL9ezo4Wvr6XL9XdCLTc+C3lEPU3/XdLPa7PhULx6YRa95+6JCff0bgq0ux+H0Yh6yqPSi1f1EOYjynDlzrh7gxIWonML1LadhwUc+knQUaKVRKNGaFcPGMo3i7d0wchlNxpVES8eZK+zxD3r7dawxOFX5cqWG1VG2cjkzSn4gGbfeeHIYIY8tzplSxpA3m4bnCydSVcyXWla2+iXPfjhjZnIVwDlqgpUAbHY/Sgg0829V03uJW8AOKfWLUM4IHkl3nV0kNyikk9V1BDlauwkwExZpY/9Gy/MqWBSZ3CpisO5nyagAJgFQYwdV53eJcxrfpVxBHsLTQBhJkLlTfJz6VO8rVGTSc+kp/ousIVvqe1XiUE61Qk7icJRCvkFtH8Aeo0u2W149cThAOK+4q831kTyB5PVtENrXTJgHvBRZYcFRajcbBU8aQr8SVOAxYmUDuRTjMi6nZ1qgO4zFXa361hO1Yi8gLlBJwrMaNbCJpIohNtuZxxFdVewbTAejoWNFU/S8IMxyhkp3MhgkuCDGSzw5QVBZq3i7vYUIsG+dBKcUmguohkKk3hdFyyhOd1kosTwHNlDLCNoHfkZ3tTfxMrHvFeI6mDF2QEDmCtERvkHkBoiIgdM97zKhuTtYCHJsOWUVWSqmALtgUCB2YJYE2+dpJXTDGWHjXA/zyInpifcmIu3+DTwcne6eIZkLrySy7X+d3JSWOcWB0FOxW/U8y3kEZ02dI/Bm2E6naHOnc51gKpMnCu6I17Mm6WarRLIU97y9z3Fo9Ap7gKuU4DZDs1Ow2ySKzAGrsH89e87CPYSI4aXsMLrEYJwNamAjL9zDi8i59QLmrG20ljplqa9bskvKlKtZCJCPVRpZzeXd+X019XNClDut0LAwb2A+RaUxfbhlxK49L7IRrrGdIo1dorJRCVZ6C+ExMKfDJcspwRlnH2pEKLxSjfsF1fljdfyzNAu+ZdflDef1kPQZcyAR03eechNafAyrz2slrYl1znKUzl8+t2dcoGpB/cTbJ8x++8wV75+96o6Jc+fXtzSHqj1OVzSdTOfFQ0w58xuihuxPJ05Fu/d3n9l47sjzJ/d+//CWr+1b94PDW189fXD7+RNH+jra432pfA6PlgJuj8Uvh8diuUC53G+mEsXzpt/ttZ0TR3gvWJmlK4fi2VMVvNYX78yLPLX45i/WqZ+X0BXAeXXSKCTvRwcOgFr988MP18l16UUlXAef7O19qrX11smTZ9XXjzG2YgVwDk8/F4Bz2+nT/7F793vmzbtl8mR1kYnapmTyB/v3j49EVk2c6B7bU8IK4Cybfj4Ap7wJZBTiNOtTpsOwPO8VlJ0W1nMYpdiZxbxRiIA3JG/fN5qKW6pN3G96/YYxKAZnIc+qZe4czRHuKC9Qroq3grpc3/PSc17hnrdQ3xyet++rVOHusuAlaEi51m7qkrx4gH+zz5g4VjqTjseTqXTmivwrKwgDwgG+A8G6IocAl8EDs+ELGyQpFk9ckUMk0xks5eFsA/wJX0MNq/DgEc+I0JmAn2IkdAlHB6LDJLrdTgwWj6wk78rl89jqKyLgLdh8w8bNbW1nDJexft3GZDrlCvgpHjjUWlVTPRCNuTyu413n5jZPZh9oTEokQcL4hXI4EskksZYcMZ7QeR5F+78Vz1mkXIakTDYLEoaeW5WD1o6Yb3Rb5/FzoZEeRuEmqAPUocTQ6/OiZe4YT+IRtSney1juIdZ1SUgjHIc+yXJ5OTQroGUgOrT8xvqNb+zYdt+a25760TONLY246l2/fqMJtFEVcaMDyZQsPxPdO3b0RH9v36m2swN9/S88/1IkEsIs7ty9d9WyZbW+yKyWKQB7ppnv6elLxRMOl/MbX/lPUUAqHy1MzSK+Ofv2HairqwE2VE7D6XFl8vnO7u62U6e3bt42cfJEZWn1gB76Txw7EQJhNRyJRArzJePluBgdU8SI3/mv741rGbdn157auloGYsCVdijwrf/6QXvH+fFTJhpup360hcXQ29MrryQQW5oy13kuTpc2O/pGD7SyEjR1R+M8ipNSS6eQR1TWut6c2BDWe/Ynz504fhKnwh//6JnjbW1YalW1VUk0GPDnczlcTfk93hzl414sVB3p0+ulqjgkOlHQa6yE6qqI4FdH2d9/HP1HP3oWh54/b1ZDfd2mTdvR7J59B4+fPIXdv/Tl/xjf0kyvu0qdOn02HIm0t58/1HosGAi89PLrixfP27J1Z2Nj3U+efqG+HvZRr762obGhHtRz7pxZvX39kUiYcFeputqaI0dPLFo4Ty9Fdf0lfYWvn37be3h1AKcS935KGKcqik0cjhK5NGz3U8U4nfpT273Y8PzwkoEk7vXkMa3TCHr9Q+4EB+fVKOXGvjNHR9NZjprvS0SxZJEHXdEunnW59RqsUU5/acuXOKg9b5oD6WRfNtGbiPWncGcc707F+5Px3lSsj5lkXyr2o3d+ErtMa5mirlbCJXVbWxse8W/cuPGrX/0qMr/8y78cvPg7rgumaDS6evXqzZs3j+5XfUjC+u7s7GxoaLg+v5aXlrAk+vr6NF5SN0rCTHV0dGjAqW6UhJnq7+/X4FPdKAkzpeWM9uW3Z8+e7373u5/+9Kc1aO+O9n76P//6h1tfUPKw7E/f+Ru/cte7nY7rN9gPZgq/MCCjF/UsDHv95V/+5a2S1Jucjp45jm3A49fXOnxXSE7YRvEEqO+0NI+UZPHLwfniPdsQBWdPfCCZSaPE53TXhCIldabepZBXSr1JeTOf74kNJLNp5NmHIDGz/fxYPIea1s11Ka8Dv1una0t9Uri/1ESzIEOhheSixxTHLAmJu3Y1z5g/TynTrc79uzrzBXKjiZ8kXAE3AhMKL7PEl9pdZ1qCL1LQFlYDO0WmKdpN+he9jQ9MAOqAxLR7UrC6sOBGwCHAQkCaZBulbyBAm+ep6f9HjfuARKwMWVwQxA6NUIy4RXzezqLAEYVa5Qm+CCyn426i5arbcetKZslgnIIAU2fJyUDysDtjIjZT0Ak4SnemWfahKFvMdIngT0IwAuYBR6GQ0ROXkobiQIw2GqKuDnXYZpT9ZAjGCMmTKYwKTAv0K3IrkRiwIrV9C2QU+4XMOXhEkEsYjREr90rcTb+KblOuegF7p9nPmnsJ9tA4QBcIFnqbPGYFkgT38oh2U4ftBCzEV7h/i8ShHE+oBjtU30GHqKjJuJta0NkpOsIBTgTsDDNS4NghnlrF/yrmCyATQ9MRSbEFVsTQ6LN3n8pnxSlrl4RcFYYNUJdPk3RyPUhIUa1ABaTUyBO7w8IAmWgc60HLUsGwq27h1xWfYmiwDGoCRhI/G3RsS0+8kzk0NFVztyVLRW8xcZRpnhH/unHOLyYXU8wIrIK0dVxVH+a3kWsDk159qyVg9c8mOcYCy/SJE9o+ersNLeeCRCFGit05lbvIubGAsbzBcdFPcFNMlka8gLVKphKWJN1fQ7hLQaebe1HAup+Ng6yf+jt19PfV0vUUgHI5DYhP48XKPY4sNtPLVaQROAwFJAzzorB6DX38omV6pq0XaaxoN7EmgYe1JRnd05DCTh4aLPn8d9S4D6qWj3KXShqW9BnzbG8n2aacMx02BacyLIynLDd7RZ8HhYeUhbzWfQ7Ky8mnIzFwvK/zYNeZEwOdp6I9p2I9PcmYPvTFXsT6XJ6J4dpxgUhjINIUiDQEqnSmOVg9WLtpe1PHFoOzPxFLZTOoiftNS4miI5zpVO4mc7AStGwMTnqmtU6meeuUWYzB+XNxxsS1Ny7McGfq9/vHvpe+FMQVu34dUF3TpG9g68Egh93r/fELL/zf118/9Xu/Vy2vJ15sevrgwV9/+unbJk36l8ce84/holffy+Dy/jo3y9VMGp5hez3ws7L3ZTp9YePG//niiy/84i8uvaT4QQc7On7tqaf6ksmnPvCBpjE4NNao1ZBXhK8Hs+DBAh4BXfOnJZfww4Kn1R/+8Iff9773PfTQQ1fBkvqM6eJLtIZWbTp4z15ScFqM0qbRtHWq8G5M6VNd6hjyeFTX64lHkxmiEZ/bUxOI2Hvft+8AABAASURBVNu5lEeuY8sXYmdKMlVPgve8ZDMuj77f1OVlT532fYt5nhNFx1I4Ueq/5cG65PN0QskXoa7CGRPci4juSiT5CjM+5ZDyaCyuVX3qSqS0fkg+7OwDXuX3X8Rj3tFTLA52OMgsGF0ikSg+6unvH/B4fRoxahed3b19tdVV4jzMFY3Gg8EAQJdHxJouJ93RZYVT6vhEL7+2ftHyhSeOtwFo3XbX7b1dXadPnVm6bPHRI8cOHDrkbAx94v0fovtTeemNWFFEfrBh/0C0KhzKSfSlvv6BCPLiG4+aRbc7m8+TiDod+joPHDHg9wKesXJff1VVWOf1jKARF9le2unkk0YsPvRTxyZIJpPAcjyKA0fpr4pE8vkcvtcAaUBrJt+Mp29bJTwVQ8YpHqQNSE0WQABH6Tjf8e0tz3/ikfdt27rz0IFD02dOP3vqTHNz80IQsk3bDrUeWb16ZSyotp1pjffHjr+x118bRm9ddcF8b8JfHZw0e+qZfccnhRtmjJ+MH8D6+rrOzq6gz3+2vX3ixAndXT34ilRVVbedOnXzLat8bte+/QdaxjWdOnMuEPDX1dWue3X92554/OiRo8tvWrZ549ZUIjF+0oRkLN4XjWfTqdZDh6fPmHbLbathPT2upDh0NcR95p5dew+3HpswoSUWj7cePNwyofnRxx9+Y/2GmbOm93b3bd+2Y8HiBVs3bQPgnD5zGujs5MkT1959e0a7qJVIn4kklqK4qHUAe8eJHuVZE1aCR1Qu2FdfhHPiUmlMrv6os7O7r7cnFAo9/7MXm1qa04lkc3PTrLmzXn1lfUd7RyQc7u7ubm5ofOCBewEXZYn69e5YFRiLbhaTO765cZS1jWrf/M/vffAX3nX2bHtVVdX6NzYdO34ymUgBdkbjcXQDs//udz0Wj8VbDx97bf1GoE2sZ8DgKZMndHb2ACQfO3ESB1q8cN659o4TJ07NnDkNSwvw+J67bnO5XWGe7s1v/Mf30M6T73oMyPP6fD4/MDCwe/fuW265ZUj3YJ9iWLGLfc1xLEmfMR2GfiZLukmMqt8EMgrPZk2LZRYeSBpG8clnIV/kjkPySs5bBX0n872JaDKdNkRpXRuMDLkr1L2y3/2NlHcp0/bGa1HzUezBqP76ADVNv75PLmo0rTy6E00l8NWMZdLxbCqWTmIbT6dj2XQ8k4xmUokMPkrF+S8dzTKT0DUzKZtYUylV8Bok3rNLp/Krm44cOXLo0CFwzZWSVCVVUiW99RLu2Zqamopnl9pQ9a/d/wENOPHb9LXXvv+uVQ+iUFXSZabCa6IjxeC088tBsTMvFEezJhAu3KIao9e0by+k6SwTrWSkLWpWB8NDy/Nj3Xd4fkhEseIrxZUYnBdOsA4YzIk/JVVq+kVV/zDBGEHmHrIuICvwJNAg7W8WXI2KwwDRIFhLYKa46zxMJqcZlQ6ZCUoH4gjAQ8+rm8XTrLjxBP+ruo08icdN8bgEe7PIrpJHCVORwMm8LcIsj7FL9FzqoAZOa/tSbRI483aK83A4NAuwR2bZyd3NnPibnSaeafeTJJGTJQi66G+2SbSMMUGA2nPpUuJG8EU6CF3Ij6hlXGT5X1U5y30rkedygkwyS48oMjt50CqJ4IgBwiAAe9pzKTiZ4RGQWWMxS3A49I0hNjeKU9Zp4pn2BKOH4ieTTlkbhf4eF1nqcmsUdLUq/mbpqVXczfW+IsFHx3Nf4MbqOwllYQQUeicIju3nlIH2gYoBZNIh6p5CSNEoBY50dlrPoZkZAXt9BSPUcIyYLMoW+wkyQyvE//BuGh90M9XOwJx0uivrgXFG57Nj6B6YNP4EnCPYnkVFJnBsZIXldJfrYaYwaVk5ysluMFqqgGpMJRAv7DywkTQXliGjPS9oME2CjgYpwz0k87uc09S3nlZl3M1DxJNYCSCLXAmzCU0ZKDQhMlxxMkzxZSF6qA5vic6TblZzaEgAkySv+2gEp4gpMU0wHV3F7hOZsjgZLvpPxqQT+fs4a1hXSDAs+xDnUSLiCBctw+ZoULvMxY4wL22eI91MC7MEIHfV8lNDlhMd4e5nZ8iJBR7zcALL0U7NXfTAfO4rXABTPisS2BvndbcrmCLeYCafT2HlKDX0fOQYdn5xjJAvt23wh4Ehb26eViwZSCdPDnQd7zt/YqDnBLfdbQNdY+lkMptu7TmHf8M/qvOFxwUj9f5wU7AKR2wKVNX7QyGPN+DyBl3esIfPyiP+UiyW/LCo1fa4m5cag7N0L6wq6TpIhCWZTECc5l1aWjJu3PzGxheOHcPDB/+b8Oinkq6ThKXSjUenOT5hV5eUJlVXr2hp+dfNmzui0aZKxNYbP0kMTtMsxte05UsxOEtxN0uaS3t+lC1PJzX+kMItZ6n8CsTgvNg702p/2AiUOWNekRicOl/ew8Obk67skcwR2ruS1wDXzdWE10tXtD6vW/gmfasiD2rhEfendCqbNkR5aegYnE6rcg7PXhYvWuDxesCKnnj3Y+c7e1atvglo0Ofz1jbULlixcNPpg16PS2sxtZaXZNQ0nQ4jHnfyuIwi6cQ/NJjJGG7hph6v25nN6fcMtG/JXI6Cy1w+R9+rLpeXGDILiplKyY5Z0W4qkx5W+R4a1Yc5xqQ0ctmsVM6JI1YXjpjLUreK3ZE3JRCgxNmUlwApYXQ7c/Rtm0zRNyzG2DJ+XPOJBoxoxoypWNOTpkxeuGCuW4Seq9asXLRsETDtq0d3/8ZdTwAH9q0EHYtOmzqpq7sH0C6RTpu5XGDlA6JYTQH4U92YTAWDQTDm115Z3zyhGa1h/ACKZ852TJ0+qba+2uvxTpg8MRIBszSnTp0UCofq62uSieSKm5ZiYcZjiQFff3Vd7eTJE25etSIcDiVSGeHNHFdOdJD6df9p06bMmj0T4HPnjj2LFs0DzsRUTp0+FcQaHZg8dWJ3T291deTOe9aiZNHiBUCqAkcNOvgV9A7L0CBZQxScThik4HPaxFEwp2l5edIU6a1psrISG4IF+rGEnM5HH3tQOZw11WHg/Gg0tnLlCk63Cyw531xX5/V6fWSiXE6ignUnklx7aRHUJlOp0dctxvuB978TGdBTbEEldTRW+TniGtBK5ZrqqpaWcXfcfov1Hob4e9MsX/M/7IKaRZ2oBu1YRSfbTqPyk+96VMud1fWaAJKH082rlkx5vjrmGJzl8oP866hR7tGq/SGcs/QMmmN7slp26+I75ZlkOp/F4kthm8tmzGwqm00hg62ZQz6b558s4ac5kMhMPpfWhZlMOpdJ53MoAbaMkVMmY+l0MpcZYpyyWbvx1HWc8E1obW3FbxO+KsXlVbkNrqRKekulGZLsJRPrmgMeXzxNhVzXQO/utkO3z7mp8stwualAK0vv+PA8pwbd143OMkenno6Lu880CnqXoXk1NK8/HSVvDim/mK1py+eHlFt6FKVfurXn89f3ufVapu7n1IH3q+q71Mx/JKnSMk2KC+8h1wFTIYMUT6QgRqRZXkImMEiAzPR5OoNteCeRDwrdjeRMyZN0DFt7H3WT3c+QbwFDAlAB4IFuIoHzAbCBNVbfK0jsFPEP6uPBR9ePqP60PJdKRE+knpeJedB46qQCWKp/RDzTatA1nqCLnOwulUtyd0Ap30SVOFmIy5gk3aQwLkSwlOlgTXKyV4V+NVleQ6lQ7FedP1R1jxFkAuZlowyUSC64naagr9R1pJvAn+Cm/W9QQuqusRSKAVGg9rykGh4Xo62Twjniznc/j8j38V5lx4CEU+eJ2WrvF6Ot4xB8UzlYEDUgTyzWrqeoIGQcyjZCNSoUM3RsC7IFfgbui4moe0BEopvFCW2TqAPPq5o76V+38/tEbmg2dpB/Yi9qVddT7gkjYDjgfKgAI/S/LpapErrpFllqL3dveIKKw9hOzmBoudC+XWIEh+p9mfYJLaC5sBfWA53QbrBAZvosUTR2h6F6XxNwO8tyz1t7L0fR/TMGMdXzy/HezfcL+zaKAnUCIWj8gKp9UIzwE0oYfZMYfBSLB0bAWLA7OgxGmzyikqc4Ii3oDC0T8eVOksKatSSLsCE+pZPhvZRIgq1iaOhSzd3iSnezIN7Vwla3yaoOWJ5pKdPs4e71b5c1s41QFmCYnml3E8cStz9Hz8x+OQliZeJnBiWwMwqj+wgyq1YRHvc8q2oeEE68ixQWRBkWoBPmW6kKRR+wqGjzPq4cdEw7wsXaZsTWdhXVAl8PbY5dmj+iDnxY7X5Izf6yanibqqRhqTZc5RAFJ+7aeDeHhJuyXFY/adXPQXQMTsMYYVvy9D44X3i7qJgHbpxf2zK/bryyeUo4PdBzNt57Ltp7Pt5/OtpzLt53NtZ7LtY3xv53JQfwr+xH+mmF3+UJur0htzfIf74Q/vTwTxBQfORxunxOl9fp9jndXpfb63D58PDO6ZZyd8jjK7ZT2hrDSgZvK+map4FUqjuRWNLU5LrUp05N4fDM2toXjx3b2Nb20Jw5qpJu0ISr3HgmU4snu5fqog2/GDPq6vCI8+lDhxaMG6cq6QZP+h0XTSsdtrzW9xvF8kJetoPy9ribQ2NwFkrUsHJjWPno+dG2Rtm8WaZ8jFvTHJa3l+SHllv3nvnKGfPnIOVy9FEB1oiMuMFSyFN9m6XrilyWitwst6xAdW6elfM5E8APjAqFkaoIKJbb6/cwNqfT7XbmleFTOVe7K5szTRF7ajcY2h1GXr5N9Mva0ZlOJGKJZKy3hz57nQ5/JOxxV+tKDiNfBO05xlrMywsHQJi582fbc5kMMGSf14OeuNzOUHV10BnQgFP6ChTH/a0/ZWmiEEf0eQjV8omk9uHh8vtIRg1HXvcvZ+YN7Kt35CUu0Ch2rKmpWXnLzclk2uNx6ffhGM6ToSidptgEfzY0Nrg8DPlUV8uIV7BmqDqo34cQjEufu9pTGojg297xaP9ALBQOgqD4/f5kJo86EvvJiaP6/T7MBdAj/fr6nIFAIJXOAAcCTja3jOvrj3p9PsbMdDniADUcrqltjJx+0lhTW4NeocKq1SuxI24B8BHar4pQLAvmjB+Cd7zzcZlxk6G4XBymzK/e5kzLkHlH3jALllSi1aaU09QGEuCUs2rqLRusqWYA13AIwNtwOD1eo5pubOnlGEbIZ81QMIQu6TWm1162sA7zoqm94OW2Icn+pw1D8nRflC0Of/Sqaxbra9971p5yqYCPpkyeoH4e0rV9sKzf9XFYUcAcpXzJv7pVbvFFe9QPva/hKJsvlNj2sp5hXmx+6NZ10zf+WF1GKn8r+Oac7Kq9gYjbh9tadXXT9u3b8eP+wx/+8NixY5MnT9Z+OO++++4VK1aoSqqkSnoLp5pg1Td//W++ue6HTofz2PlTv/mVP/vthz78rlUPBrwX4S6skoamwfyywDgLOs58qdws0Ep7fjCbHNPbr3bqaS+//Lx9qy5G6zl4q6y3ZQt5Y0he2bSbmm6qQv5aXhRdrylxXJ3+e9WzA/WeAAAQAElEQVT5AzXx00QywC2U5XVaYjL8Gd1B8RmQDwgioJoly9tBrZ5vugjaDpFmITHYZI34U22jMg+7U6C5g3yL2s3jEldytbiK3UGUBZzG6JLT2TLYHggTsBBIFenmTNanoHMF0RQAJF3LNrIQgLPuYdH2vc7d6YT2CDsM6AUeCQgXWSlxGQ8x3GNkDRV+GAIQIEhV/KAyk6p6LckTDhRcTFiotYz0BdpDsWPtw+KUdRcRJngVC3eTNuExDRgVmB/y1NXtljiUAdJWWAkdBjfFAEFesf7QuDtCFSztc4BuUbFogbW8ElKU9LeVsBCloJvAchgIjJY6TTxJf7NbuS+QZ/wIR8FAkmkZxXwL7KEmYDDVgVspeaRr2VbiRjAwQuhdhJfUqu4n4mXczQGRaYr4EoUqS8ycEVkqYLYjxIFjFGCWsCSgY/07xAntdh4Xe2WkUEc25dQ30J4poX1VElIU7cC86AmmEtPB9WBSComhaXqdkBCbVNxiFLM5NDBL1MRccNI3kwti1pISZ5QcVNy6MsTmRA4NqE9HssTuYQGZRNrnuGaIn7fxKO5qmjqfYmFGcCwyMNfALivOqGa0QIxA+ByvQQe8dDK8RUWW8+lEdDcnVMtSgd7rHqdPZmB+JO2Jl6O4RXjqDuWZQIUlCCUS8GRKtK0A8ICp+ag4Je6lfTBACkD3sg/g7rA5JgILz+llH2A60M1Uh4rvJZTlctpqKYnT5y0nzGTY2yky5uycY0hOkNojv6d6nlcTfovfrEqyJTn38T8et9treAx/UHspSKRTmXw2lUrz1dV8tngmLZ1ZHMYlnY+Gvl07PlzTEqo2mobWAelsjxF2non2Sr63Pd4PCJqSsNBjT4lsGv86EwUIWuYec8SXaD0OPBZzuA082HGCf7gMh9vh4iM2l4eP7/I5OnhSePJi5vDUBf/P515472dUJV3rdKijY8+5cx9dscJ7qcEv8KBx1YQJ/7Fnz5e2basAzhs4dcRiR3t6MNc1/ku888Lv1YqWlinV1f+9Z88nb7vNUbluvrGTKU5XSzpOw6bdtGs67eXGCPrOoXk1aN9CuW7ZVsccfn86rPwS8sWjX8KdqVKlu8tiTwpcUw2tky8YUt6FqqTrPHk97rTAs2w2xwsgh+H1eujz3+NKJB1erxsLB3UkRqMbDCqTNXRl1CS1czu1Hk7Ef1RSkvqlMkBo+BS7ZLMkTzlCSkoYxbssQ5yCP3nd7gWzZtsJzc6D+1EnI41T9ylrzJl2opB4TLqHHf1e75z5C4p7Yfm1tp3AVS6JrHUUivMwLrfHbWQNkkDDgfKA1zt18pTiEUHYzvZ0ul1UrIKroTIWLY3gRGVXJpPj1aFTjp7FGOmUlYFIxVmIaP5y+BPsEiMG9eNHDoP9z0gjDjaivzI5agqdEotU6UifgvrYJUUUx+ihGv5JBFCHDiMq4sKcdv6Zy+dLO6J7blfWKB7FracA4JbjtWyixaxOtEDUJ6JMJ8eFsZDaJp1pLUWVLymbQqGte+60RPTU3eM8i34Xf7InbleBEWoFp1vH4DRF9JlMpXSwVeyWcDq0Q+McMKlBrS2OkjNyHr2uvG46JaZYNo9FFY07sE1J2GPnDRSE7gZOg/SaRf83cg/Icq3pV2XuDUt5u9ecYR50ymo6HcZlKDj5zO4apbDHF3B5Am6Pnz6ImNHOiMQrkSfs9YfdftSRf17k/U5+FZnyeXV108c+9rGvfvWrH/nIR+yFPt+V8QJfSZVUST8v6ciRIy+99NKHPvQhu6PzVTOWLJ3CwNQd/d3/81uf/6Nv/83Bs0c//fjHwv6Km6NLTYYxSLtpU4rIFVo5TadSZTWa5uB4nPZP7frLQUzUVn75eWNIOV9OLLwVO6yOaSsfnFe295KU9S5toVy3ZtdummqQjrOSBiWgndaPK1eDmv9twidnmILIjGg3wYGcVdSuAXQB5DCuZCuZJZBP30blEU+kOmQm0JEhiMvdpPxTC55IhXtRmzhBkN4poi8rZOYbLHFKuBeQKtKvg6SS9HG60Yq7SZB5WmCSSd0hQ2xOpSITaBAsCgkMT4fYBLNMdxD5YAUMbJLCSSRDuT7SvlyCCkVGlxxHyATYGRb3rSBPwYWi7dtDCosK+Eh7LnXXiOfSPNGdxlGMu1lDhaIjKK5Ee8UJ7QoOAbwN3Q7MYfREYLYqQZ6kfWEBe2cK7nxhitdIHGm0sxRlonF6at1M+4BuYlz06XozvZXiQCycYrnzZQTTPHWH2FdrGUG5GIcyJ6hsrjih3UuuSce2WUGeM0W7eYCDKmo3gYotd7Vp8WEb5V6EheKZVrk4djBdGBYwz11FqIar4sgiQZ67xL9uhBbGlp54Owuz7BP3xVUytPMWB3V4SP6AwHXI1eQxHp0yxFcILH3TOOkYBZi05qCYXCpuJVoqatLRsXYyLJ5ps93CubNU3BJ5jhcftt3idDdhcV9PPXueT9I5sIbBdFc7jv2B9WAZ2AerERME5KnnVwdbRQXOWshyMkyZsnim5aSHOKd0VzubQ4sKO0dNrtJaKTzHniBhOWntJnZkH5bQ8v069mc9bQ6CjilDHxiHdTGlvfgSAXwyzGcf6SbgJb0f76Ss0z+H30HQZXrHDfHLiOUUnFP4Dt5KWSqWYue31b53q5n/QpFxJRWSVlsqR0mpqSReSsDr4wnCL6/DY4lksqlcmr55snikk7HpOwsazdJbuoXyQh2zmFcXkW8OVDUHqhc3TDIKj0j1nW1vKtYRGwDpPJ8g7xTq2deRGLgE9nnBRElrXj+ItZtMXVdhUCppeDrZ33+st3dWff0l+x1Fun3KlJZQ6NXjx3vj8epAQFXSjZhANzedOvWbq1bV+S/91dLZDQ2z6up+eODAwY6OuY2NqpJu4GQUNZpaGTNUr2lacTSHaDqtd0lt9YfnB2k9zbK6TCtO54XLh+bNUcpVUXlZtnxI3ihXTs3dYL1moU0NZ4fWyeeVYYwgdLla6aKOfmkqqDQAWiYzxsp4OOy8eB05RpFMJvNje76NK7RLiBI9EEvEkylDnLWCKqXSmYGBGKhYMu1MJFPoM68MOdAshpsnQcwhT2GfYSTxQTqrmSWqRGNx7Igy7JhV2WQ6PRCN65oYCCpoDadGj70D0dcO725sbAQ11D2JZZI72g5XVVejQR3ZT69ZADPNFHmUdKanf2Ddkd3jmppwYL1jTzK6q+3Ics88ygvzJjpgSjwCujkFuZTupTKZ9u7uHcf3p37wan/baQ/Qpccd/MQ79508vmDidBwuLYPSlDeVSkdjCe2GN8VRxKTbBu2AQsV4B6AsuXzOlWbkS1TGJ2lXJp3OonIuZwL4JtlIXF/xonERcAKR4lI7o7e65Ww2L15bs6isLSnjVXpVokTPbIZHzlk7SsuW2TFfhe7hiHlGvbUWgLYY+sxx5fIpZxoVSpXBUR2G/pZgCrTANCPt6y0qa2DsTDv0EfVb8mIDOoPN5rQyFoPFwNMoxDAxtmQy7TBimjEjP+CMadpKkW7GKSzZ9DmxVHC/kU3I2mMnczlU7h+IZcRhLEpUJV33yX4naNdx2p9eltF0Wk8yS4qUIXnTtm8xP0iXWXqr5gLlQ/PKvETAGXJ7vXSw7PI4nci46RHI7XN5BFV6Q05PwEPHQQF6EKJnoaCzwDJR7nT73R5lWv+zYnYW8/KYtnDjqUQdzfMo3WdbN8jqKqfz5883NTX98i//sqqkSqqkt3BKJBKnT58ecj2N31mfm7LyCbXj/vnDf/YH//lX33r9J13R3nfe/EAyk75l5pL6SK2qpItKRfI3QgzOsixzaP5it4P3LfN27RjehL3gtvxe+fzF7lvMa41mKf52sVxVYnAOSwAw576ujv6+avqAmvpZUihMOiBKtocMRrtjjW4lagrMp94RhQRXPqIjwCQgPYA68NGau0TAt5m0j3Elz1CJWH2n4Kj1DIgI4pg6qxIHiJHQJrWJElIRzAyPB+iE9ihVbgRd64VuzqA+EkiMcTcNEefNIBUDAsSh6x7kBDNYYzNBF6qhw9pzaf869goto0F0A9SHYSy3ky+6aqnty7QzXib4Ex3bLiDtAy4yEySIaATUijWrCasA/wjP4oIAl5I8MQ6lVxBgLyOPYiygX/gUBqGu7jwPVLNWvOZuEE42iwQOCBBYC2APCBD0SyOxgR2UVxqFQrA9Cl61gFW85nrGi6DztChQV7KQWsZ5FDiCbsb3i+PfPG0OnAw7MA5llF1Ch/teUcFFomo9TAZJ0WSCqJJeZKXDGGlEIpL262CcdWzQcJPJZbtI3Ti0CDtJVat44kUF4ucASRvjjM4T6edmS8AK7Ee6OVeGtl3V3sU1g6kHEqY2t0OlThDUYSoJMifJejglronXyHrYYsUZTYo2t+o2rpzel6yQoph0oD4aIcWjh5aRSWNosANd/uYKILNRtJtJi+b2vmzRXFpmgNNKVSv6do/INHdJBNZVgrS3CW6sYjtYwDAIDte3wXK6CyPgURbpdQ85OgqpXd5I+/A9gC6uYYwICdPNiTjKozNiax9bjqyWMK67KeWsWs3uoT6sx4CgO0k3afNu1fOKqrldFt5eOdxc6zuIL4UhCJyxP2eLHlR/B/3sLdb8uPeqI3+gdt6ppv65av4VLshKKig45Y3aYecmh/V2rQNG9Hp9pkffSWKvVJYPG1J4/ILHHPmMaagRzz6qXPllqD+rvcEqT2Bm7bjhn3YnYx3xfjzJ6k3Fe1OJvlSiNxnrS8f7UnHmU/GuZFRV0o2eTAnAmc3n3ba4MJeQGkKhpePG7eno+P7+/b+0fLmqpBsx9SST7dFoFdDCZchBfC7XLRMnPtXa+q+bN//tww+rSrqRk2g3tVJzpBicpTdoHcoej9N+V2jXaw7aqnJ3mhdxfzr2O9CheTWaRtN211kmr0a9Vx0eg1Nw1DWmm5///Oe93jE59mtubn7nO995CWcTHGLWrFlDCrds2bJ06dIhLBOQcvr06bfccou6yISBfOELX5g4ceKQwkOth2bPmj2k8rlz537t135NXWQKB/1oMRwOarYXTySRT6cybo8LSCoconNUj8edSmHrEne1WZ/PmxORZTqb9bo9Wj4YjSZCwUCGsj8X1gCe9Hf0d35358sEXRJNEx95RR0IU4MImo78P7z43b1nTh93iKdLYLbzJ/d3nujMRfNCyAvrVmnvrMRyTiMajSfyqS++8qNt586e0z/qpoqfaz3Zf/7Dtz5KwMkYnw5heCCjekeqLXHEtv7zP9z+6v1TbztfNeCringMM/HN/3us5/wvrXkYhwIupUiRbNUBIwT8Pr3jhLrmcCioESDgI+WtBQWniCNdsEYo6AcP9rjdwHWojJFq6SQMor8grlTaRf0kQSZaAC8UoSfMG6TM1O0CCQ7RIS0tic4jrwYrOMEj0SW9IzgiKuj5whjRSEFE6/D7vUMUnOiz3+8HeUT3cHQZC9Wo+iimKDjT0mGNS4vdSceYHgAAEABJREFUw9FRQXdPj0V/qYF//T6vptRFBWc84UD30ElYA1PAcWUyLo4lz+6J71ptLio4s1xXWjdsSmVXIukP+NBJrr00o3CClKqLSfrmpfJc6yon6x5zrDE4bQrOshrNUWNwltn3krauX110Fwmly+U1XF4XUaWHsUy49Uief7pcHsPlcTk9htsr0X2tJO/4qJJgpGCIYa/BWkhAs0yz8Glxqx3q2UoKP3fK7nC+oGJRVz997nOfGyLZfPjhh9esWaMqqZIqqZIKKeQL/O0H/2jhxNl/8/SXf7jleZSsmb38a//j88GKx9qLSsUns0XGOViveWGWedkxOEtvy5oj6zuLb8KaZfSag8ttukylyte50DY/Qr7QnVJ5IV+JwVlMJsnNif9FnjT7i4z4GNsn4GoumSWYH5Aemdx2S9AJ0gZyA1AHwtf/hjDImWRUyVMMGUhwJVo9OqE9TNQXWsqLGPAkUKuiDBHYDMbve01keeOpsAQPQwL1CS+3uuSZSKUmZXynRaEI2reFwj6vaPvAk+oeovgSNVEIsERFZlx0eAkeDszSO440jq5lRdtHODpXuerEQWiGxIikap94pq0X2aKyIFNsP49Ixeou8jkgT5A5iu0Wimxxp8TdXCyk9rBErPRz1LTPHCk8IgzPLVpGMUXyBP/R+6tbPLVqo50UJ7RrSeZASRl3c5rY57z4sBVchxIO7YAlW6RPV7GkjjMKUFd7v+WpFbYFVEOHzTTJH9AaxabLiZ+pI4wT7NEz7W4KHK2hmdT/0d/sgYIsdROHRh1hh6XQBecj2POwTXriPUgjYHmgcfof1v5mj9EIqAMWqJ3QprFITgijNcnFGZxyGmctfYZGwJcPIJOId4YUtpPPAWQCKnuniCy1VRSZt4i4dhdnDWg8todTSfe8CfFRPIPzi5kCmGSw1QHOC9YnbKtDqNIJbZ94UV7FrmLgOAQWM0nkfo7XIYpbUENUgM05tCWkm31vkEQGhdGie5ggzaRhCvREr3/6KPZwRbkbRZZ6QsTEt9BuSJh09AGTFV4iAtC9XGOaiyMB5RaXE1j7gKiiiYQ7JC7p3ZaPX0N7xz1nfQexnDD17hrlm1lQwd5EQMvvYKO8B3BWNb6H7yK0/R8y3cl/KOLmt/q9rvV2bUG7Wcxb5Ub5Ep/b63cr5Q/qT0XZieddmUw+m+ZTh/xgfac5SKNpnQGNweVD3sy1v8lrKxkWncW+rfUGa7wBQ2to5A36wi2mVYJtPJMS6pmIZtJJ8V6bymaSWepTk7ks/8xlUtksPkJhPJsaZKzi3ahsHHS+pZwGn1PyuZHhcOYrj06ufcKTsr5ksiUcDtvcpVxCwiOSJxcs+M7+/d/YteuDeB5d8Yd2wyX8aOBrjqfKAbf7cp57Yt8HZ878P6+//tShQ39x332+y1t4lXR9J302cZS2w2Nw2iNrDiq3fVomHqcaVmIvH0teqbL6zkHlI+dNK2+MUMewaTeHlJi2u1pz+KcjxuBU1zDhYezcuXMvWA1dffbZZ9UlJfwyPPHEE/bfFrQGEva2t71tCFvt6enZu3evuqQ0e/bsBx980H4U0KxXXn3lzrV3Djn0a6+9pi4+xRMAiNl4PEm2B/iUyyPP8IhUauaA+pjL5SnrY0BOJdEwTYlraWSo2MtppSDKKNzMgl6xMnDZh9c87nK5tJLPNOkpxOvxmIIG+6OxSCj4znm3LbBhWgxhy57dTePG6cYd1ovaFGL6vV4KTJ3O/v5oJBJ8/4K7Fswu+bbFjnsOt1ZVVZlCOJ0up24hBd7m92n4p3f81G3vcv14/YkzUc/ZRG1t7czP/tXRs2c1sxQ0C1jLnoOGFnCjIxZNwEQ6n0pnhfHhipSjyAm0S6ez8QS1izmJJakrOzLEn8jrXwNtT2GiMI8pf+V1Bf0RTArriXQVEDSHvL4Y1eJd0kRqhQ3ZPZ9jCFFWdmbQBzaigWtaoKBlFgBOdDIDDJlVRgqzks3mM3JEPSO4sNfdw5UvtaEs46Fz9ELMowBAxh2ozClGAY5oymMjGErxaRnHol/ayGRZGUfmXYKpshk5SjabcTpkCaW0clcHUsWOeb3GJOQnWsMaS6XT0nIO5Tk2y3GNvm5xdNBuPzl0DiCm7dQZEKtx4xr1R9Z7JvLD57LFMtD3F319AwC6wWDgBgCiec5UGj8412Qs+h0gY6QYnGoQ1yx7x1fQaNpq2jSXg6NyqjHnLbxYttz1KwvXKtt96ch5VVSnDs8Xnv8W8vny5YXzYsGTe5m8KixWVdJrmkPzVz+NHz8+GAzaS3DbpSqpkiqpkgYnl9P5+Ip7/uuNn/TGGS9q/cGtbV1n57RMU5U09mTjmsWnqGOPwWkYY3pDVg15K/bNicGpLvRW7MhbvevY8nIHa71RK+WlGJzqLZ9w/93xfdX6CVLDed+gTm5gM9VjZFTnSFlq7iV96X3FcsJJd6yHVXileKZ9VXmnUjUIDgpyU30HCRCd0LaI09GTpD7Vt/O6pPtpFVhIAoc2wYdIN/MMmRmYp7xNBEupNrIlPPgAugM8632BLaBlMBsgMdAvsCIwm+BCkS0epbyv6jZiJ3BBavtahPb1kDABYnU/w0MAiSWPCN28SYJTbiYgJE/aLorMW0gQYxL+EDhWgy56po2q7hcJmYjEdtJtrJZpIo+xOMRhrMNP4R24WnyPyBaDwizr2BMMsG89IbEzxAy4qeWEVkKQwhQ9L5BF+aYLVjzIoRkS1pG4TlytAriCWaKmli3CaCBn9K8rtA8TAcIHNIhZgHEYFdWwBJ30N7tL5fplaBnV86L4X22i+1zsCEaLj9BPfIr5BV9UWRIyEsQ95KCUaW61vKSCC/auZ/hPekndJuOdT3THMJZ3iNnXySKZyZrxQxKr1SuudFtEgXqaI6q9lwSx9zUWAgGmTpB6RlbzUrX7Z+wwagJtAo7CCBTsSpxRj6yH5FHCchgBB8KqY9zNg+SaVSuJwDE0jILjPUBaCXrNKJjbybbd1YVAoTdzC4KOmjquKpHnctHmbpBAmBGCTCxjoEpMelwj7QBFqzpaKogyoHXNWssTL8c7m1PJOJp3cdb6Xqa4FhOX7pQFeQtXC7AuEloD7Y6sIIFGb8FfsZxgSY1dcTjYnMFK/UKUvdZyAqpExzg74viXquhzooq+h/PS87LyNjJ+LTgo7BMRATTWA8zIWKfnRMe5VoSbpjr1t2rXA2rG36qm97LaWzjpt2v1WdK0nTHlvKbvyEZQXtrevcVTA1y9hHyFN8r5nCRH3ikZPA/J5DKGUX7fq7ylf6Cwt9lWkrd5QSjm9cu2BZJq3QPrR2kFt0E8b7K+MnJ0+SX5ilf36yB1xeOvHDt2x+TJEyIRdXlp9aRJzaHQ0Z6ew52dsyuuR2+4hCfHrR0dc+rrJ1/2UplSU4N2Xm9rw9q7f5hmq5JunGRe4RictseXY8jbt8q8/Lib9vwYY3Da8qU7Srv6U6mhd5pqSPn1EYPTkKSubhqIxVpPHN/femjx/AVv3tEPHjm8v7V11pw5E5pb1GWngB/sMBcM+LQicCAaDwR8adFrApxQNZjOMLCi0+GVKIygX36fV8fgBHp0u12aIPYZDpTjwlCiPGbRrCBD5g2RVGJOeCxxrBpLJPx+b2JAh6gsJYbJxI6DY3CifVTWMThjsTiOEnM5h+yIHqKOOTgGZ17vmM3iIhY7YiyZaGzqb37AuXGb+/jp5icfxUd+QFevl95jcQHJPju1i9qA34NrXEokk8h7tYIT7fuGKThhKFROphnkMsqjeLWCU6zn1V+fVMooKDgdIpFkqM4kj+JNpx06+ibGpS2ZFQurwQpO2AGV9Y4AgnoKcJQYxabegvQzP1zBiS8h50UUnMlkUsZixRO1umdTcIJIFruH3Yvdw1jQiFZwoicFBaejqODEAVE5aSifHIs7ZhiEFetBFthQBSfXmBX5Fd1gyAyUJFNJrMOUKDhTqdTo6xbdfXXdG6FgcO0da0h5saSSyfb2zm07dt97z+04zIZN2wcGoiCgGNH4lnFHjp64565ba2qqO7u69+47lEgk7r937dX/ibjiCWN/8sknv/3tbwPPq6ue5F5p5Bichbuq4feG5eNoqjGUXGYMTsNwFaWR1o/IiHk1Sl6NLW8Mzptl8kWH9nyYU2yg8FqSTet5FRPM9OEPf7impkZVUiVVUiVdKNUEqxZOmr3v9GH95/O714+vaQr7g6qSxpiMscXgVLYYnOagfNFTX5GSDrqrHFYi5503PW+9A1vIK/NCcTcH5+1xN02zlNet5YeV6/w1eLk2ukclD6vrJwHhnP13Arnpf0GywjiLbjKbzHkVPywgx2mFVAT3Ao7SYRqBhQD8PBPECe0pys7AvWBo7YkUTA6Ii0hPZHn0GrrAcjrKMI2rRZu4U7R646hOAx8CmKGC0xSHsZuVdzJbBtgDoaSWUTcyR1ytSlxGtpxW3euo9mPh8YLgL84hRFZZnAwdppPSONWKQFboG/pvJtgHIEMciJEOq6nnQ5cotutjTdBN4Mmodsq6jEgM+BZszPBw+gDtgMQAmaJbeETtpBdgjKDrHAdY95C4WpWQipRpisoTRkNiIMnppJt0yrpPkKcieaV/3RbaB/ys9kFCR8o0RcuYPCbSwJutQJKMHtpEg9Pp7i1iri3imbaBcBR1qtZY/leB/ehvdh9VqiBt1G7uIQKkK91dSmUsT7zkggvEXe0+OlyldrOH3Bd0E/0Hk+NdF8B2p0TTXClOWXfRkqiZEtqntaqYUCBwMsszxG+194lM83XlqRVQfYqiQ2BUy4vsPAG3J+hIVi+SgZ1cIRgaZhwkteY+mcptXAYe4b4UsC4Tbe5OdsNTz30pBV4tNbfS1KCbYMb4hqNCppdGAInnpO8hU6SgU6JpEo37+SlWbEgEnYwzulAK99IUHNo58cwsNFerWoGlM+20PDqMx3wUUzZa2mX0hJBVAoWa8sotRbQLSZRh6hq9nHbSrS5szo7tIKqnCnYPD4o5pU/jbSTotPlmGpk+jUXQiYlwuCSibY3oR89wYTPMrVNkuxPlO3iahaiJPvS8ym/Kop+pY5/hP+299vpJ+Nbji3YVk2EUtJu282ZRZ6mfP+pzoq5pGLZ86c3cQXkXnlo4nHS/X3yHBt+oLMWdqZx+yT+HfN7WTvHJ6djyqnQvOnI+P+h5q1k+2oo5YhQW2xvE+UKJ3L0aVj5fqKmK7wJfw4e1lVRIPcnkxtOnf3fNmprLDpwZ9HofmTnz/23f/szhw7MaGm6AR12VZE/9qdRTBw+umjhx3mXTazyYfnLBghePH3/q0KF7Zsyo6H1v2GSRRbt2c3gMTrumUw3LD4rBaXt8aUlAbHk1NG8MLTds5ZeZt/zqXSgGpy2vVSWF+9NSvlSuJan6/jR/ncXgvCbpUGvrN33JXc/+8L/mzX/zTiif/+F3Njf6s8/89Dd/6QqESOsfiFEvKDI+ukJNp/v7o7iic2LHAtAAABAASURBVCWd8URK6wKTbpCqXFKwIkMtMogBw2RSepfMFuSDGcBR8CpXKi2iPbJG5C3WaJqiAc2ZotlKpVg5kc3tPXL47LmOSDgIQFVbV+32+CSGZV7zaX3Jh4NgMeX1jhLXM57J7jl8uLe3L+D3d3X1TJzU4nC6BgbiSlzUov7pU2eAtZxOOssFvpXYojIuw7F59+7w7kORPUcP3bIYP+S9vf21tbWpdAqVM6KmhBESCQYf1QYBaYOJ9OtxjE+ZyckKZxhLcDuAtGQi1R+N44OUKwMYjMp6x0Qq7YxacSvRriPF8JMwQUoiVWKblJY1p2TwTuwoKlWRb6ria3lKxKwM3Jll9FN3OpNKSnBTOQrQIxphPCNaNV0SPoqCk/2X4KKMcOlMJyTIpZ4vjNF6QcE0s0KdeRQJoZqVqKvJZIqySxiElDc14NRQ2ZTPcxq+yiI3pRdpHR8Un7JlxZE6eRRQ0JgpEk6NqBmDM2f6HB7eNaTToiKlF2L8icp9ToYg0PFEL7h0ly5ZuHPXXnSBSDjg27Rlh8ftevvjD37/hz+9567bFi2cm8tmjx1v27VnX2dnd/v5jnc98Qj2qqut6enpXb500Y1xyYcpvueee4Cu3ZfnqeLSUuGe0abdHKbXLGg61fC7PDWUXBpD7vgGxeAc/E7qkLwac95l02KWejA8f6GtKqPjtOftnmzzNi3mCFtzcL54qWDmr4GC82JP3vgm/83f/M3LL7+8Zs2aT3ziE9XV1UMq/PM///Pu3bv/5V/+RVVSJVXSz0/yer1NTU0XPLV43Z4/feI37py3Kp5OrD+47fNPfengmaN/9f7f93t8qpLGkqw3Y65uDM6Rt8Pffr3kbdkW8vmL3reYL+pRCuW6m9c0Bue5f1dnvkBCBrABOoV/AGx8e/Ac3VqCowBu5WKEGXR60sNPQTKAZ1AOXoUEFoJC1AS3AxlyRchUMp0UC1o1M9wdFwTZwu7gdrgFd4ZZCHLJmi5KG7NdlE5O+KSa+DusCWZDz7TiZBXML3ITwUz/G8pZLe46T5MzgdA4fZTlkaxMJ83S7mrBYEDawBqBuFCNPktXWZzPO0kKJQZk1e0UDva+SmYGehc/JGDyJqJEDYd6XyFBBOsCU0ydZDW0QEegDRIicSs77J/FaqBKLongi0KgsuB8SjyBr2AltvMy+RBIDzKEqeNp6r5X2Qf/bNX9LIEQA38eUKlnVaafo+55SWpOVAM5yg3B0vwzVfdPxRvqbGXu4lHA0lDY9TS5LMAS6CDaQUIhMGR8P+Fl30YybHxNUaHj+6yAvgGSocOGj2APnYSJMLS+DZRXwua+OI8CLgiCBeOgpjNIWomBJ0/R+CDHmqgxtugbnCDsjg6DX7qbuFT63uBcAOL2vEgyB1KI9d3zHM2LNlGI3cGWKH88zanH7t3P8EAwNfoDjIrlxDZfYE8wX7TqMS4wjCj5EyJPNI7xsjDDwoTgamBd1EQ3wDhZeITjRSH6AzjHQhkvjbCI0kmYiPMbU7EdbAF963udQlhMJYODylTSCC/J/FZL6NaNBHic31cl4GuzKFlfJhfXHeZ4W2jwXplfTHr3czyQ9mqLVYT1jza7n+coMDQYFoWwJCBi99NihGlcb+g8wCQn/Rz/xHCAwLG80TQqdP6YrcEIWOegsDAv1j8WMLA02sH84lNMJVYIEgbLmXqdJJLfrJ0FR7idRJ4srOI8OkIcF7qHZQAyjd8E/TKB1k/DbuEV/NrCbiycI8FZT/D7AtZO7aZEME0XI9QKB/VPFh/OAO0P8ECH/ofq+DZHjV8A/CCghw4vTY0fCnynrN+TCDk9zMJC/cvTLT8dLqkZ4y8GEgtDPDSq8ZdHfrgAXNEOf7ji/OVBP/lz1MW1ih9XIF7WlO8ppgaQu/FJNfsL6momsxCDc7hSsxCDc2j58Pwo28L5xYN7a5crZASKd6Q5Ys5szsyn6bmLQs8sH5VkL+cseQlberItly9Xc9CIiltliwqjKulap1Q225dK+VyuKzIdH16+/F+2bn395MlfXLq0yl8JGHFDpWQut6+r6/7Zs4NjC8U3enpszpxPPvvsjrNnT/f3Txr29KaSbpRU1G7a9ZqDY3CWj7s5xnvMy43BOfod6Ch3pmO9S73UGJyFO9bCnWb+GjnWG5zOnj176tSpQCCgPWq6PJ4pkyb5fL4372zuCvgdSfWmJgNULRhQ0SszBMBFWKMqErJicCbTkUhIKzgxrfjUUnCm0l6q+gYpOAGxfG5LPhiLJ8OhgFZwoo+SH6TgBH4LBqzAlsCNrJBOv/Liq1gv506fWXv3HQf2Hlhz+2qRAA5ScKJ7qExcKtpK5OOx6NM/frZpXFPn+Y7b1t56pPXIshVLPRLg8/9n7zsA7LjKq+/M69ubeln1ZlVblmTJFfcCxjbV9BJq8psQIARCCAECTgKmtxACoYPBYJpxb7ItybYkS1bvve1q6+tv5j/nuzPvzStb1HZX0vsQ47v33T4zd2buuec7msH533/4y/Bhw8IVkXHjRnd3R/F6WlVbu3rlnutvuu7eX/5m/MRm/6UzG3fuAg66b+/+G26+duuW7cOGD9u5fce0GdM62jqOHmu97vqrKiIVwqfM1FQ7upXRWLyYwRmOhGqqKuPJBCmSiQQSawZnRhRM9Q2C/oocZp4Gpy7Z0eDsjlZXO1KaNmUpe9PgxClAAn2+cHZq3IxdZgkNTspbuhqcOBfZvkgtlWxeDxqcOAVZDU7dF83gjJfW4PRlNThRIvslGpxANhEmgbNAg1M6jsFEL2uqq2KxeEVFOJVJ4zrUDE6k7/26lYu2evKkCQigAevXbxrWBKA6tXLVaqCbVVW85Vtajzc01M2bM6u+vn5s26j29k60JAocNZk6dOQorg119htOzc0331xdXT0oXyi2wyrppwZnqfDAa3A6XEx3R09P4R6P1onwOPt9dLYbKM8mJzc88FuFdu7ceULpv/Od7zz//PN33333l770pR/96Ed33XVX9icM6erVq//nf/5n5MiRqmxlK9tZZVPF+pOyvqr21Rdfi8Cdy1416Y/jvvXQTzbs3/bff/P58U2jM5aFJULTKG8N7tlctNJ2eSeqGN08wxqc3qORI1E6YcPdnVQUVqXD7tHuIb6no+0J96zBKXtpnXgPd9N5RA/G7lqAH/OfYAAwYdUcggdAaNJtZIYBOWj5I+mMJCBuU+mjBEXS3arjafGPKvgH0B1gIRrjqVkknlTXcJc0QFMAoi2/V8NfS/U++lw16PeVBLXVdJIJO/4Eq0NK7agTEOCW96umVxEU7F4nBL5Zog64TtL7WYUWIyT/72Wy5ehUc4Wgm+KOFZBS060iRriCJYeFTAa4peFaYVg+KEDmBAeD0e5q21exAXSyuoMQTuMtfH0BAgeAEL0A6nb8AVW2sp2lxhd7Py9j4H91Vyu/yHxm4nSuC8gTCCvuaMqaribazTuxnbdJ4/UEMoGDaplPEjpfEv60n0Cmv5qR1IvdIk6JA7x5SQUWH78Ag5teLY6OV3GTRKjZEQStv0YmgYBq/hc16h0ExYFD113BfZSYeQiy1nMfQ3KvqruGkUCFq+eSlh3T2w6W8K4HwF9/LfsCCBYzA2oncLtCdj9UE9ZVaVWzjCkBt9ctI5ap0dzKOdw/gYq0j2s02Fehdn5aDbwZWY5m/tHwHItjCn+1S4Td3UX5vM8cF9Nv+vxYIMNacLhC2S7HBUOWIeBJ1NO2uBHcyqSstJW3J7dfR0eD07b7p8KSF7ZsDy+z4Gj0EH/iW1rLdibseCxWFQoNO2X6prZpTU3TGhs3HDv20qFDl02cqMp2DlkynU5ZVvVpksysj0SumjDh2f37AYeXAc5z14wC7mYJDU4vp7PE0ewh7I1RqoCvecJhHo1+h+XhnAufwNEuzJv7Vs3G5GlwqmzYHgJO3ddv2njv7+4bM3J0TWXl0WPH0oZ6LtN116XXvPq6G8wyD1tM9Ba1xKYlcJeVFqplKk0YTwQ4M+m01pvU+pEZ4GEArAyhMGbStkVeJi8JLcBppLRmp84IiM6S3XQ20qIW2QNHPiYSV1ZWIDB6/Nh58y/Yv/8QYKdsjXi/s01Lo4NuJP+0JCPwqvqGuoqqyiVTJwGkjHZ363idALVMmNB84y3Xbd687cihwyihrq7u6JFjhkHQcebM6YDBKioiQMWQeMSoEfv3HQTm3d7Wblu8aAP0dhsOBINSILqVGxztZ9UFOG1hmmYkMs2jkckSVRV1DRjWg8yUGCHTphKn1uNMm3rYEdYvz07HNdkxzRIMhyXJVvGMpBzlTj16aanFlhotts7JaLgoUUb0OzOWnDhk50hK8yw9knwD1zAK+mBklIaHs7Vkw+wj+ZcZAThZbIoQKV7cM6blTJi6NOq2ptMaBecgkD7LMNsvJRAQVaxFX2NafdRpnvSCNeK/pt2fFarq6qoZ06coYTHedOPVCOzes2/8uDFZqK+2tmbSxOZs+mMtragKsO7rXvNKpQZjl/8ZML/fP2nSoImd5XE0XR6n7fkStAt1NAuP3l+LUzpY5glrcPb2JejP7jMySnA3lYffWRh2139LxXs0OLPPQm96lZdeLzjjdcDUzyEffWSb4inb52OnEePjjMFlaW606ox3q6FquHu/9rWv/fd///fcuXMBbf7Xf/2X99etW7d++tOf/vjHP/6rX/2qIBdVfJXS3qhtMdVvOyc/y22PqXPFzr0eqXP9TJ16pz5w7ZtG1Q//4u+/8+7//sSyaRd1J2JXzVpyy4VXqQG3k+vUIJxWO6vBmVtRdfQ1+6HBeZK7Ys+MBmfBsa/dtTprMePEG18qrDw7am3HM2027yCYGSIpit5KJ4oT0U2kSRHIbCMJDOgm4caXiXwARUh3kvJVdSGRRUSSB7aUXCh6K51PoT4AIXhXADAJtBJFDXutUgEimkqQVGocbmF2vBwgS2ikeLnUTjWXkP2mXzUAt6iMuOs8xvT4if4217IldNe5X0VfVjUXkaeFkv21Iqm4j4xDoJvMvkr5aunDkwyzXcxuJx2nsugjoM3YDkfzEhWFxhLdRLLUEdV4s/gXXUOk88jP1IR/Eaim/MldtrPWsDwAUHDPF9TYDxPSw4Vtp3kj8559ibAfI9fzIq+cx8joRrpEBgTY+TxvOjqCPkI0kY5/TQKigQayPJP7CUbS0bF4puVmggniHdp7D1bLPbib8TXivhiF2ynetrHtjK9dRje5uN0qphLdjG2jGC3QTW5fwHxyAdmxyIKZB3NLpp0edOuuIryKXlDgdgn966LxlTMdn8aYyqoW80am498lgtGuYWO0gikarGVr0Qv0GtPRoJwQuzcNTi9Xw5vG+dU+yR2yveujBPwBv89fEQp74/WCVkpWblJY3pAwl4qwhGKr/tfeG0dTFbEzVQ+KL9545WFwqrINvv1+w4ZZTU0XnqatwD7TfM+CBf/46KMvHjq0bMIE85xY8Cqbtm3HjjWn/esrAAAQAElEQVRGIpNOExiJSeDvly798//93/MHDtw+a1bQ71dlO/fMtk9dg1PlpTFKxhfoa/YU74R7ij+RcP80OPO+ND15c/G5sMvXLEwzNDQ4nQUNeX/I2C4bzFDHJo78552rf/+lF//x5ttnzpx5iusYyL56w8vr9u6Sc6T27Nmr/OaRrvb/++sfNXxS5w++8hXXnkottnhn/dWf7k/6nc/Dfe3H1dja1Xt2/OiBP+iYay9cNLJpmDops6R8i8gg0Sr+R8ISTRiMpgFK23QXigR6tOQN03YP2f8q55+Vi1Ses5EzJLjltpuPt3U01NeMGj0KyGI8nnSL4jKFctawc2XqfzihN7/yxo7O7prqyrHjx4pIZArvnk4C277plTeYPnPCxOZZF8zQ7Mbjx9vr62vRlUsuXdIdjQHCRLLps6YBmOQ9L3zEcDioyZd0+iqXcK7huWbk1uJlWMxcZ5V0SXl6qvRdkTc+ngVfT2IrOyZu8XLf6wQamMkNb7YGz+DgdsxmlKZ7zkpek3KDr5PZ7jXGVnjH2fYEsk3ONtXiDGDLLc4LxnOydQJ0xHTDeaVZ2SS25f5PX4G2ex2acqX1eel6EUodntA8rpf0w5oa1TlngwvT5vE13e8mM6vBablfVUXfhiUUOo2SX2TqRL8x+zhy67TK3ZZ53E2VfUyXDquieKCPhuj3GqbPRSjp69nQ8cr9k5ilJDMMjWsaHrzTqcKzu1buVpW9qyxrEDTF+m8dHR2HDx9ubm5GuKamprs7h8UCvPzmN7/5r//6r8WX6cMPP/ye97xHcSeIVV1d3dLSEjiR3YgYlvb2dtt5Qzp3rKurC4N2Lm2/0mdKrv1z6kzhOo/FYni3UOeK4UzhXjb1BOba3r17V65ceeutt/pP8KP3FVMubn7ziH/45d3//egv8ef9zz88uW5MU/UgyPpGo9FgMHhC7cdQeOexgTCjfxqctkd3U6kTZXBqBqSLlXrC6nSGnT2wTtiggoLeYZQX74Rt29XUzE+TffHNNdPKT1+gwakc7qbhOlkYaHMkIWdSNxF4YSZJ7JDAw/OEN4BBdq0jFlizmMBD+7NERwBykPJliuvLdiKdNYvo6rPrBWWEhCzVTjyyeiF9SHY8T/jB8XLppmx7XCQDZzhkytpLiJTQ/aYlaZapymmiK/mCqrmUNLKOlVQ0RHqgFwBCqDvoJw2LhYhXzOgWlqx5YwAsw830OBrXnmmD6vjjKjJBdDR3M3HdZeJrdDl7HRrNAgGaIruGXTtXqP3fUOP+UY15r/PeVbaynb0WmcKdB7v/jXsOGm4kKklZ0w28kc0qetz1RXinU6FzHQU4gTXi3ne2CBzmPVh7GW9hMjLFMy1uzOg2UWz10bEt7iB6hz7IvQjVi4Q//Tw531rWNC6bCTT106zgHYrIyFR6h7YS9JqLqnHD4q5HA9A27kVY60xHjOxW1QuYsv0Zbowgv3w9b17MGFo9tHo+CZ2YZDAdEQftYC70gpstxMc1FVtbOXHhrqes74tCS53BBqdb6Cx6YM3IPdccpqbK8TX1CqZXl1o5WptGEUczt0vXq6npXQnNjy+tr9lTvO1j0WbQH7A9uKP+lrRkdZLYp5UB9mnLvk9LXOBiMSbDDeJcE/Gssdq9627m4lXB3l7nezO7qObmyupxDqjhow/vV52dnalUqqGhAR+AulV4VWtra0un05WVlfX19efS23V/7M9bty6dOHFCQ4M6TXb9tGn/8vjjaw8daolGh1VWqrKdK/bdVaumNzVd3tysTpPNGTlydE0NLpWdx49PH3aScELZhrQZOY5mzxqcubDKCyudXnnCXp1O5Umv8jUy+9Dd7FOP0+4lXimXeVkyPj+sjFLxXt3NvLCd0+C0h5gG5zPPPLN79+6DR44U/xRsalhTn3nDV7/4kWXX4GxqAslJGFa3fvnLXz6wfvXaBZOcpe96w29XHq+u+krXfp3G/+cno0dbkbKfXr6Kbd26de0dHf/yl99WvfIVTtQszmlrZo5Z07lPR+z9xfbJw0YcPHjwsssuUydoSdFUTCbTdCOa8YnEJrUocfpSoqpInp8yNPkSvXQpjDia6TRpfPI/k8Q+uuYgJ0fUIlPay6gW1JTS0r6UiWvDNOmwVGigXMAnU5A14qJhvUnTpGyngAJyCZHFKM0jbVIn5uufT9RAXbokatNnwHIQWsuwzLTmBWYsYRDawhS0MqbDRhWkxBB8k03SCpekTlKO1CEvkmnpUifxlppi39lBvHWiw0KcVGkZMZI1SVi0UgmOlM+pPaXvXlZn+ZhF+JoYJkTrWtByxRdaW/pi+YSFibC8jrMlSiQ/SZqkdqcMr8Ua0XG/y+zEeJg+Q1z7MoHeWmCxNBn2JBtji9am0y+TfmKlzQRTyLoUVdGUEEB1X7IDQiVOGXYyOA1bvBPj/44Gp4ZgdGIkF8fFaSejnEpeORZf4zNpLnMB3rHYDDaE11WG1x4zJk19ounTWHY9qrINeXO/JXvS4FS5+LyvP+VBKz3xeUikk7fgG82bV/Xyxdfzl6C/IhjSzhINcbHsfNkKpsQYJeCk9M1w0ihBKAWuVJpR6aRxV5BVlmGT42h6OZ18JHo2LOReAzy6m8oTttztQc4eIjWUTaNxWRTWi45s3LgR2Cc+WXfs2HH06NGnn3568eLFGsi8+uqrN2zYoAQoQrixsREghOq36dPZ1NR0jsFmGBx87Z9jACfs3DtTuFyxCnOOAZy4iwvOFO7fI0eO4PYMnLg3JOS6Zu6y7z9G6nZXInos2TGj6STfg0/FsI4WDodPdP9ExWlyFNb/Kp3jQGpwmnkxdtHuV++xp/g+j6Vz9VeDU1ebV47D71QqP41mcArqOShTDXX+JhJOAEaIBgERpMPYlUQLAo1kTVkxkimBbnavJa4AqAMIhEqryouYEmFyN6uY0owQ3QSCCKSEQKa4gjTCgm4eJY4IqMMMEP8AMFk5i4J50Y2uXN9a54SSIjad6oAUArySJFEiK1UOGkr4UzT/gF4AFwF4Q0LnBlHTVAJ5NhHdjO8jgKGBTIAo6CDQzdhOcjopsWk5hE7AGxrdBFpDUczlxFEO/UjQzfeXuZtlOxcMl/HIt3GPwu7PUNIyNJ73S+Vc7jPofomESE3T5GaCxXIjrxFccKrwrbeq+uv4fk/Is5Lir0gJiJGbCXy8Z0NjZd/AHsqa4nbDpObcg0A39/MGxy2MCaRjOW9VzCH6KwIApJa5ddDNTQ4jk7q2K0m41NMRqeSLZLfEGgrrAl7FFJSJMZzuJI27eh6BWM48fnF/fYxzRfVicjcpQRoSKvlhurNuuI6rnMBBTZ9MR7JPwhgEpW3b2fFjZ1FMHbbt06zB2WM5p3zkZjLbCIT8hU89z1dubpFFI6BY7BEc1BaPuFzosTJ6HcoW/1pctrKsoD+od4/b8lSUhST2SPvL9RmOroxlZEzNzhnY1Vp89N17771/+MMfli9f/tnPflZvdcV34ve///0nnngCq0NANz/4wQ8uW7bs/HG1h3N1IBqtOE0CnNrqIpErJ05cvmfP1paWpoqKc+wT7Hy2Z/bvv2zChLrTB1qHfL7XzZr1/dWr1x85MrWpqcz3PRctT4NTldTgzO2gzU/j/XL08jXzjqrUl+ZJehg6sS9T1b9n7slocOris+mV4WhwDqYtXbp0xowZjzz++HMvrCr4yY7FR728+zf3fLsiwhWMBx44SWWQSCTyhje8ofbRYdVPPKZjjh07tv6iKaEtu5cEa/SjZPSCRUiDB/fLL7+sTsrmzp17w403rtuxrXOdA2euaDmYuvLixj8+PbN5go557dveOW3SpKeeekqduFEX07YqKyJ4QfJTSjOGGOBMgYAfEBTiE0nKaiYSZlA0OIE/hUMhJPaZlJZEMksokh2d/kgk5E/5AqIuGYmE06LBSYDNUdM0KiKOBic1FyMhUZH0R6NxZATeFaB4p8oKfHJ3naXXLiwkJvjn90VJvpSMwtqscMM+ky2xxYusH+2kN1TiqKhRMzijMbI2M2iMD8msSDhMkNIkLqu0t0jTwCJYWhic6JckzogsZS6MMxoKBYysBmfGQs2hQAC1oJloQDCeaPzEtzo+9wFjWF3C79M8UeAhKMbnanAGQ0H8iZHRJft9FLn0+03pI5sKIBBhla/BiasJiXXGeCLpjp4vGsfohfUpwA0YFg1ODedkRIPT4IUaBviI9b14PNcXDAUK0W+2Xg1ONs+XCuK0YpR4ElNonDQ1pG9qw0iGw+gCE+u3/WAggFrCkTDGMBQK6bOfEg1OXC0cBPqntTK+tEh7ooM4LxFg5+FQEF3GNYazjWTxZBLhZIoanPhVlW3Im/ON2V8NTi+DsxRHc2A0OEfXDyvGF3NHbT3He5DL7Kp0z7qbRfFGcRrl7C2y89NktxkN6lahvg2A3Lhx43bu3DllyhQ86io979xVVVVz5sxZsWLF/v37W1pannvuuYsuukgjDX4x5X7Jc0fLiXzKcg+LZDmXvtn0UJimeS591Z/DZ+pEL9ohbvpMFXRKn7WT6ylyXTlr8S+e/WNXPIo/v/fIz5uHjW5uGlCqh15GPNF7yvlwGkjzopXu0bZ75mieKOrZDxw0t1vW/W403B1JBWmco1IFafKObhq75K/5x57SWLbyhL1+551dtEZOg1MZg6vB6auhK0hAklaKInwEMl8WSbwGggR0FTuf7moJZM4hBYrqmEFCFCRybSb2CeChY4XQNGdSYhPIQfVC8XK5hpKZFdMFg9xGrhUiu14kRYyR+xz/sUBK2oUHBlAEYQAw5HpuYr1O+kaSyeLib7Z6EXGL9qcF3ZxEBAXxNcsEg3mRHUEhsR1U+EN1jiPc8U5k6oigm2m2NjLVQTcp73cJKWJdLxHdPHafmvQ5NfyNZXSzbOeO4WIe9U6im7s+q7q3qAn/TFxTY5a8Z48RyKxZSionbnOimzN4ZyESdzd3JLwg9+xU9x68WO5Bzd2cyE0D3ExwuYOD4h5EJG43RGKWwASCMsOTVHg8ZTUxyeBmtONkjgJ9pBPazY5P7EyX+JudqwLDmMXW05FEopFofNc6zp5EN1vJIMcN7quXBvtVxVzeyPR0vYzuZ9FgTdPELQ+gFLOZERJ31tVEN+P7ZI66iFPWwJ8KwyjkbvZXg9P2/Foq7O4ukudObhXVu6Jagq/pPRpFMT3Gq+KUxRqcaFMAS1dK4ci/AobjEMz9PM2Gvc8+2w07AZd3ohFTpfK8BCUzA7fmEgwG8SV4wQUXfOITn8i28GmxD3/4w4gH0vmd73wHa7jDzhsy2bGuLlwe42tq1Omz6lDoVdOnP7R9+wsHDiwcPbrsevTcsGQm055M1p3IjvA+LeDzXT916g/WrHlmz55rJk+uDQ/CnpWynWHL0+CURcYiDU6vsqaXl+n9VRWldJYsi1U5VVFY9RJv9BGfCxsF8XaJ+NLHopS256vWLv7V5Wvm0oj32sF1q+csyBQsVvLH7AAAEABJREFUUdgqsWv//5t64Xu++CG9fGGf8ofwTVdfg386/Pzq1W9//sEpY8d9/YMfPY0LX2joFz75qeyf77rniy8Yxquuuvqut78zG3nSHeF6ltCUTCtLXxL+pOzgcNa73COhM8NJ7P6knJU+J7EyPVncXE7GrGX/ZI1GXi2Gk55/WhJ0W2F4WqTDqiCs+yPuIHPVK7dfUmC2pfqV1shkW65yDTCMvMS5cH4vnIIkvvVoy5yZM0fUNuy8fpFlZ6L7DqZ8ZkN9ra1y7S/sZn6NBYOTzVZqfJSRX4jtxDtRKq9Sb3bl6UsurVHQvLyBzWuaJFbek2u7g+C9SDz9cmqUo5lfjadxzkWnTG8nyzbkLevdJ4tf5vE1VSGu2T8NTlXy14IvvqJjYbzqIb5Yg1M/Uk8s7K4Lu2GrdLz7XHTCqkTYWavVw2n3wOkcyoZT/pGPfOSee+6pr6///Oc/f/311yPyfe9738c+9jFAnp/85Cfx54svvnjkyBEkU2UrW9nOD8OEec2cZcs/86tdR/c/9vKzX/nLDw98+8jP/vaekfVlD0hFZmc1OM0saujocfagwdlP5DK7DlsifPo0OHs59ieN0U/dTQlrjqb2j+TsqNXxyg2rQbLoBpXuIjvTiqvWv1J3U/uHBDgBGCAlhM66K4gHdKwi8FC7hI5tSeRaLP5jV5AyBfgT6GbboyRL0WnkCgKflTOJNaKo+lcQvKRn2hHEGAijrqOiHhYXOp4jIhJuJvsKljxCcAWFmEHV/pSgm1NZcnw70QuioU8TLCG6uZ+0s/prCWkcf1KFx6nwRNH8261qr6C329Y/q4o5jEwexjc0WZ5EN4Wcyg5uJs7RcD0vueNPsa7dn1Uzf6KG36mM8nt82c4tw43WdDtfyje8gfcakH6fcDdx47c9Sd1N7ejVrKT4JW5AQJWNN4lr2cfEEfQ0IojxbXIP+nmzAKekou0+7gyov4bgKO9B2UyAGzC+k3c35rqW++laFjVqxJTzXYLTSM0iYpbdG4iPIjsW5FB79TzWhZmBQqGLSNNsfYDl4G7tlEgUBcgTUGX9FdxmgXsZPapcQOncjmdljhLg1l8jBPEjbGfDDeR/tz9Dfjkhz+NUAK2/klOwfZJu0E7F5Dmo9FPS9jwx5bnmPCRyz5c8BufJa5yYp5D3FI9WP1OqElqbTrg3Dc4BnahDodDcuZRurapyoPFUKrVu3TogmhdffHF1dfWtt9767LPPbt++/fwBOP9vzZqmiorrJk1Sp898hjF35MjpTU2/2bDhtRdcMFJcAZftbLeXDxwAHnnRadJq1YZ5YHJ9/aXjxv1xy5Z3XXRRGeA8B822T12DsxfdzZ7Cp/512Wc4W2O/8+a+KJUqHTac9dj8eCvrY08v0Q6m1dfUzpoyrWlYU9Dnr6upCVZUvHnO7NkzZhrlzy7XuqPxeCLp646RIukz8ZrR3R1Lp9OpNImM3dGYuBtNiyPbDJZZ0hn6ONUuahOITfEPZMTPsVg8hZ/TmQQKJMExgz/wu88koxfl6O1ldIWaYuK0dlWqw2LxZErcyWZEy06JT0eVTCZjMTNj2T5mTCFxRmdMpqLRuDhB9WlftbgCLZvuZ4WKgOYlfVHyLFPSr2hU9zGVTCSFBKYZnNwIhyYlxQevprEmkzqx7fMZTkapHf3S9C1bHLpqj6/JREq3X19UmSsWjhs3rqura9u+/WievsGRzKQSA0fJEs+64oeWJcuIpfUg0BGuz0Tzoj4NNat0mtUhK/qCdoqD2Uwq6ST2uf3SDmbRPI2t6BtZEvAkKvoyyeCMJpNpPQiiOZqMRn16ykNjfNJAKT6jjwkZJe2hFwOCGjWDMynnyKf92QpjGwlwJaCkRJIOgTEgUR8uIfTFYDgas8UHb0YM7bQydtQf07Wgs92+GOrChYHEXbz2UgYZnOner1uU+ae/PNLaevwtb3qNM3fl/5p953fOSyazYuWLlyxZeI7d+7wPksmKQfI+kuVrmh4NTsODdzpfVUXfhv3W4Cz1jWmc0jdmvganyj6OTyys+hc28sN2ibDL6TS5kJgtwN2W5ISHuL31rW8Nh8O/+tWvbr/99ttuuw0xF154oZfKic/Um266SZWtbGU7z2xEbRP+XTx5zvzmWXff/93bvvz+T7z6/VfOWtIZ726orA0HQ6psSr6jnK13vWpwqnxOp9E3g1Pv5HRxU1UYf5rCRo9hRzszW7uz26h0OMfXtJ0nYOmwyiKdpdIMzubaTLuykoQqtStIoJtUqlvDyOr5ItenhTOF3YXWVy8WN5XrhGEpkQA+Ky8Q/7GbVP31ZHcBwDAiZEnSCe1WUiRhZFiOdribKJMafhIZGEmSZWw3WZ52RiUPqOGv48oFfvI3CES6l4UAakXtmqapvWLGd6m6a1lI29MqNEI80+5idlTnKPnNJeICFJNU0UuIZyASrQqIA8x0C9FNq5t8L6A4LX9Q039QRjfLds4aLuym23iRA8hPH1MTPitU6Q2q/mreyAALKaA7XTzT7lAN13JuojfpEQIW7nPvQZ9zI5MVvUsl9jA7pi6gpNTdHE+JTfp8Xubcg1UL6cY2tkVkbhcSHAX2yT0Q9eKZtkPVXa1S7SRq404PNKjoem6zoL/ZNmcPBKajrnWEMKke2sp9FVULhJG5js3mvoojDNcs4Z+dIgPMSeaQu30hoNpXcjqqnMvNFjEhdKJrQEkBoA7CSSjgbrp6nLlnYilepg4X6W6elAanMnrQ3SwZtnPPu8Kw8uzGVb3H90OFJYtxUr/TiZGvV0Pl6246ebPhQbR4PH706FGsnQH7xJ/4eIxEIsePH88mwKJeIpFIi0pTZ2enLaxT60R4NNkstpgaVNPN8Lb/f9eurQ2FLhg50jqt5CCgVldMmPCdVas2HzkyvJRHUz0aQ3ZYBsVs17RXGzWoVjwmX3nuubpw+DUXXHB6BwqXx2XNzX/dvv2Z3btnNDUVJ8heIUNzWAbLTmJiGZx7zUEcizU4lYNE5uKNgvjsMmUPepwOBcQTzsUbOmycjrD7+Zf7knV4lgXxfYb114nOWzqsKan6+9QaYhqc2i668EL8K4g8JxCO0za2IfEii6PG9mAIY4joNtWXFFk0Ixj00ylGwEdPs2lDEhOu8wPm8huWwHL4p33M4uhPpgJBP1L6AzhmNOCBmx+RFrExE8hcIBAwzIz2jMqMqDHgB1iKsJkxsxqchqCDTJzRiekC1xDvrD6/L0h3uKwFV7d2UcsS6DWXdMFUypNYMpr0zupLptNuSwxTa3ByexxbbqRYmjexE6ZLXvFJi34pcVHrM6VkP95D//vJ33/10Xt/+/ZPj6lpvHflM/806W2hECB19MufffP0SU9x6dGDrkit+eK+bMfxE+o1TYEk/amglosiq5SzN37FmyoS2zK8zugZuX7pUwDIUDdPYzEYdVQqAxJAD3FCpUnoCwBOw5dERr9+w0VNOJUoVpevj1KaDAgySlMtcecr5zHgo3aEZnDaKFmfOOcnnn30K+1nX5IsEPirPBBRI0HlVCYYChpmClcXUN6QlIwj6pFrj5QwX7yPLaGAaTdv3nb5ZUtaWo5v274rEg7LBWPt2r1vQvNYQMujRg3fs2d/TU31vLmzkP7o0ZY1azcA4FTnlmFUf/3rX9966611dXUDP7O534xeDc7CLzuX06k88Z5wHnJZ+CXoYKKn+MWXH/YrleVi9sh66eGoSnA3c+H8o9VD2MvR9LwS2PlHZ3uQGzPEDXPEnWLZGK2qkjV8uL7jHe9QZStb2c4qw3rTsGHDTv3RgnetG+ZfPr5p9N/98DP/8JMvjG0YGU3G54yb9sU7P9ZYVafK5uyMybEqld0zO/N0aXCeyG7Zkz6WLMGyTjhvAV/Tzj3H3XiV7xFhgM1XSeFMSuKtFv+QDQJk+ggDpI/TEWXtJRTVA6rByAXEQaOb6SrWV0HWFH1XziBQAYwB+AddX75IHlXFNIIiiKy7jLSwjmcIK1L97hAhkNrL6Viy7QlClaR8CVoZmchP84qZ9JrLkmvFVeZ+YpnAX80gCaDhScyCQmI72UL6z1xFZ7OEW7axZACZhDSeZgyFAHfRAyfFODOq7SkCsUiM9gPdrLqQkZ2r1bE/qtY/Eu8Z/voyulm2c9lweY94E2/5HZ/gSl/dKwg64vakE9pa0d08RGXNukude5b86encYcAtAot5u/EenKAik+mBlt6hF3Ja6FjFyNA4dzPBUs892EziZuo4Ic/ulznNMeUY4pSZLkKVmHm4W2IeZx5Uja+OynlkebY/w/kEMw9zZej1Gvcs5pZqoX62P6d8YWGgdsh0dJFMGs8wPXtxjPKi1cJSBXDrOMo+6KaMcENDaDxrHHDjzK/XH4v1Nc8SDc5TPNKTbalwqZSle6S0FyZlD/qqqF7xN8R0TPaDX9vevXs//OEPP/LIIzrxmDFjjh07Fj4RnhlyxWIxLnGGBn9THda8Ojo6smcBgZ0tLXOHDz/e0qJOt02KRCr8/m8988y0iopi14KoOhqN4hN+CA7LIBoQdzSju7t7KCB57e3tSnxl6ZjHd+/manEsdjQWU6fVJoRCY6uq/nvVqhvGjMFKc8GvGBAMCwYkPAT4nXpYnBXGQbWTmFiSyWQiMfBuD2yvBqfL1zRLL0fmaWf28xuz5O7bk/w+PaEv0/5+pZ6MBqf3i9X90hxsDU5tAzw1VVVV1aze3Dx9ljqT1hyq3LFy46hLr1anw7iXS1ArW46yK1p797ddzhJgIydC0trO9i9JoaOdrWyWxFgOnVc5v+lE3shsnC2JJaOb2IknKKCh+zxgQ7MnGZaMlm6flS3X+cmtWBpj57LYzn41w82S3fSmcglcjqabWBforj85sqC2qLUzxaWT519zwcXDglVL517U3dVd09gYjcWcxLYHqnD3bOhyHZjHbZih99ZxPCzl1uv1rml7eqHvQX2SDCN7Ppwanc17+qxkx83JbriDY8gp0AOcPTNuB1XxiDmDoFT2HGkNCP5p6ROXn1F5M6rsheQ9Rzq/kb0C9QlVWfSrV0unU4suXoCh3rlrz+wLpj/86FONDfWxWJxoa8aaN++Cl17aAMy+O0rxL5RWX193GrcFDB1Lp9O7du0KnlZv/P032y7W4FQOTllCg7NUWCmjZPiMHf3OvOYhffR4VAVhjVZ6wt54ZxbJD/d6NLxhI69yVdSQspWtbGUbYJsqpk6TzRo75Td//823fOsjq7a/hD93Hd134/wrbl90vSqbi1batpeP0jOueaKoZw95jbywyoWVKoh3jqrfYfdoF8X0fvSmt/LC+fxOw/nVy+N0NTjVIBigCDupjj9EaJAMqq1EF+gfsoOEzoarRQhzNZmOtZeJK0hxL+mvIg7qryNkmGpVxx9UjbeIht8a9pAOLY+RJdl4I8EJoJWEPKcTokAuQB0AJzqeV5Epgm7uk4puUMeO8i3EFAeY9Cc50wFTa5eQlQUgk+knkaMJqG8qV48AABAASURBVLLpVWSDIRJt0IUAB62/hvQvjcHgH3HQrQRTsT6ClPRMO4IYTGyLariRDnhbH1LHH1VHfqqm3KNGvEGVrWznvOH2HPZq3pVb3sM9CrWXEEE0hfWYPErcEbc87pfjj6uA4ILp47wHyY8M8t6nN+kpvLPalqumW5TyE0EMDideSIXO3XQZ7dyD2l3tfm5fqL2Uc1/XOrKoMZ9gZiD183qim21PUGsTwCRqUWnil5kOdfwRoZLXUlYz3UrEFPMPsteKxGbXi/joFm3gDjJHa5cyJXrBzRYzVeqo6lxJXil92D7L+Y296KAjbkxx7MUKYrGYowZjD6Y8uVyVzb41OG1PvO35tTjsHnvYsVsQtkuGT/Kon2KFGpyqRFiVDPdxNErFe3icg2iATJqamo4ePQoEJRAIxMTq6nJb38aNG/fTn/40k8kgDAzsuuuuQ/pIJNL/KtDHrq4uIHknlOsMGUkSpoku6KWuQx0dcaXmjxp1JlzyvjISuW/nzsf3748GAhMbCvciYFg6Ozsx5kNwWAbRAPpiZCpLcV4H2DRJEReGRvKS6XRXOn1BU9OZuFSurq1dtnv3rzZs2JNILGluLk6gEd+Kigo12KZZpKdl9+0p2klMLAA4B2M/gVHA3TTyNDX1wmWxjqb3aPYQ9sYoT0zv4d6ORr/D8kDOhU/gaHvyFoWVyw31xKts2B5U5rCDJvUjmTo185YwfcqUv730mjvuuKNg79Gpl+8t7RPvef8ljz129dVXn5YqggF/wmeSlClMR5y/YBDf6SoY9PtiZlBokQjjjQthjWHrxKYptD+SGw2fz6eZiGgpEscTzJiSwtOi8GmJh1Ipgc8v5EViQ7LosG4J0BpmFEVGn+RCdYlkiokzVoCMUTMgrFCdUcpndkuIm7b4ZUX7xRWqmUykhMGZBuiFP4XumSbxUwrE2ghiU5gkufZDUmbQISz6fEyMxtAHrJsxQ3+wKEqarXuBtpF8mUiFgsHLJs0NBYKh+uBV4yYdO3oUD0ck06OH2SNjWbpYDiwipbW6ZJVkIcp0hgIjGfcl9YA4u9kMhUjdL5SWHTFCNX4fhkr3l1zOpI/xzmWjTKk0zTYHUEgwQNplti/45zRPYFBNpZVz7dSSTKWyzRPOqF/vWtDn0ZFdlO2MAX3ihIiJoy+RYMaUEn6pqeO1tKc03pcxyKBFtSgnzmYEMukMLirTR3KwErTM7OuZhadDJBLu6uqeM3vmsyuev/LyS7Zs3VFXV1tTUzV8WNOKVS8uWrjg+RfWjh83ZtfufShuzOiRl1+2RJ1zhqfqxz/+cYzGoDzl8ziaWV+1+V98+TqahUev7mZxStMo8fXXQ7i3o/KE/Z4HurNnR+X273jjC8MeELI3Dc7ss7A47OVuFqZXBfHOvhGntWUrW9nKdvZbXWXNu696nQY4Ye3RQfBuNxTNzmpwenBH/WT1aHB60Urn2VQKubTzkcsed8Wemgannb/+29Mu2r521+qseeHe9DiVy91U+emVR4NzUJ6YmShV9GqWqUAj0Ud6pr3I8UwL4MGsIK6A5QNAFEAOSNOcT5+0nasJFWg4AchE482EEzrXkM5VOZf4R3QbSVcwgJcomVzMfVS/I7srqNqXM5JOZfeq5D5Vfx0F9uK7OBiot3qJeKbdL4yrhYQo6Cqz0QUyd6lht/JLHZG+OqIXiEkcIA4KaBbVRSYLoXO7Su5nswFktj9HP5ka3QQcC9g1LZ5pWx8k62vad9Ww21TZyna+mKGGv4bbEXZ+mg5pR7yFYCE9024j61H5uKEhNIL3bHwPtwjQM22A90uggTsMeA/uVk2v5D0LrBHYJO64+A5SJGv0PbhWmNkT6eoWiQErWinxOF3HnQrIi3u24QbZQrGWOyRwY3a/xJmnah7RTUxHuG391ZwKMDshe7qNM0/lbHJP8StaCKQzeYTwJ9HNGvFM6ycTPXWE6GntZfwz6z2bM8lGIXwHZToaRk+8mHmA3YbGqIE1efbppQ7PM8jV4CxicJqlwyd4PEV9lFM59sbRVEXsTHViGpxqYM0W1iAMC/1A14BrAkmaPXv2j370o7Vr186YMeOBBx5AzCSPICVWFrK8MSxCGVwlNE+IvKWXJ2Tlzhh0UES5C3y6C/dv2oRz8OZ5884EHW1UdfXSsWOX79nz47VrP3XVVb78KvQ1MzSHZbDMmU+yi7CDbd6r/aVDhxKWdcvkyWdiiCrD4csnTLh/69avrVhx0bhxIb/f+6selqypwbahcKmok5pYBmcAbfvUNThVXprcCmru6LLajL7iT2O4QIOzhy9T7xel5/tU5eJzYZevqQrj3YE0jEFkTB06dMiff2+WNPsUfDjX1NR85zvfKYjcvn17a2urL5/bnUgkrrjiCnVStnnz5t27d3vvBTT44MGD27Zt8yZDR1DLZZddpk7QOjq7Y+IOFCCcj6BgsqOjC0geoKdoLIEXxXQqE/f7EJNIEBSkbmIyxRcM00TGZDwtGpy+VCrV2RUlSppIISMuAKJ6iaSWXcSfIpNp6akgkUh1dnZT2NInYWZM+xNInqTMpMbD3CswHmdpWukzkUgiscbz4vFkp9mdcWsHDipn0/bFE5ZAI8yobJHSZEb0VAOTaLb2lw14MCP+lJEY9aZEXxSwHBL4On0Zi25p44lEB5vKJiVFMdRwlETN48fbKisqEGmL5+anVq5AX8Kh4JH2jnQq2TRyJGvka6SdphCp1uDMJFhKOoCRk5I1rowY3S/dPH1qcM4xYkpe7ZgnTXXMQDLFjruDgBHL9gtnA2nkqexcJ0R5ZUCllmQsLonza7Ft3Twjr3msBaMkoqQoGTX6ogJw2qLJytdLkR3lLhAgxknKilJbNEkx0QTmvbQ49Y3FkqbZrV2loy8oHLVYGTtkouO4opJIjDaw0nQ6Hku2+3jt8dwlkr1ft2jAwovm6fBVVyzDcdHFC7K/Xnk5ZYmAaGZf3ZF+9gUz1DlnfjE1SJbjbno0OM2sBqflflUVfRv2W4NTneZvTOVocKrsblaNU7ph1UtY9S9s9BzO4peesDeNyk9j5GovW9nKVrYBt61btz788MPvfve7A9pv/umwZdMuXDb9ouWbX0D4aw/83+Ip82eNnaLOczPyNTizPE4jT4MzD61Uqhj1zO7XUXYpTFSpXJpTDhs9xitvGrz8ObuNcs9Bb7iQl+mNt4vDSmVrsYris5zOQTCgFMAniDG8THiy5mLCCQAg6y4jL4pqmibxj4wwqGoWEjNoX0EGJ5ADpOxYSTTCJxgD0FAAkxT2W0/E1AwTQQyNJ54BHBRoBwoHUtLxLCOBblLY72VVewUJZO3PsHYMGeGHGSrVQi5p7SWMbH9ahZodz7QAQuquEELnsxTvjEwkugksk5CGSUYm6gKyAmAGgA11N8UzLZDa4EjCpSihRjYMdq5SR35J3c0ZPxA2Z9nKdp5Zw0287za+jXhhcDjhwLoryY9se0YFh8k9e5h6mXWXcorChBAaK55pD/PurhMEEbd8aJwKj+MNiNuQ96CPZO7IdOKg8X283bQYZ/tTxBcThzlRIiOATCw+dL1AzDIgVdspuqvFJNP2KLNgEsB0RCr5QodKXqP9zT7Le79aUgLpRJkUDH6BwCfg2OQxVtRwLecoTFyYoypmscG48dFgJTMJqquYqhJHOb2Yg8D9MnLPNYep6ehxqh44mvn6mnrnUDb+pDQ4++Z0ep537u6cvHXV/F26RfH9DauCnbxGgdam86veNZtNqQrJEwNm8Xj8j3/8409/+tPVq1fv379/+fLld95555VXXrl+/fovf/nLGi14z3veM3z4cHV+2F+2bcPCxJLx49UZMFxXb5wz54cvvfSLl19+36JFI6urVdnOWrv35ZcT6fRbi7T3TpfdOG3at1at+uuOHRsPH54/ZqC3rZTtDJqDMpquT3Lb1dR00cdcfI8anMoTtgt5mdnvMNvIi1cl4/sbdj8Re4kv0OA0PGFPvDJKpbF60ODUsK/+Vh1SGpw4R1dddVU/E0+bNu3koPQPfOAD6gwbnvJ///d/3//0J9GRmupKvATWVldppA0YWE1NVTKRCop+JOIBPoWCgTh5iuTwAX+KhEOawQkQKxwIEWkzfd3dseqqCoBjsg5mV1VWOnRMgdOQEehlZUUYKBfhxmSyurpS18gwM5IcCVQVhaekcCFvyVu8YSABQDi/4JQMS0bUi0J0RsRr6iHK14ROYYEaVW5ib0YUiJYIwGmmZe0FSZEgLP1iyekMEmsEMZ22suFoLA780hAGJ45PPvZUTXVV6/H2q66+DB1/8vHlyy5fNr553KZNWzEgse5oXU3V0UNHgiF0LDBixDByLFOUOwUcSCZlxsp2vKs7Wl1ZQUhVoHHEK6HHAXJF/30CMUYiIZ0RpyDbF5wdhF1erIk0+grQkDBPaCweiYRTQmNNS0Z9CjA14dTzJhXs2e832TwpX59xjEllRUQ3D/iu1EKAE9BjOBQCIIpcGpQKBgIYGZw4+SmIGN0v1A5gkxnlvKRF6pUwaipTU1UJTFMPJsYQjayoCKOztTW43pI4+RrZPXUbhF0y55MZRo796OVxer/setHgtD2+alXBt6Gb97R/Cfp1w71rwXbhLiTl4Wj2FJ99ZKvS8T1ocHo2M+UXrzxprFyMXWZwlq1sZRskSyQSR44cOb1v8001Df/3gf/a23Jw77EDn//dt27/8gf+7bV33brw2lBgcDytDwmz3d02XpzSNIueTUVIZ0nfs6rk86vE7tee4ov3B/UU3+exZK5+a3Cq3O7aHJfF1s/H/DSawSmo56C89vlrSI7sXkeyVPVFZDUBWqi73CFLoUUAHtKtxBgAc5pV4gqyVlXOErhxA1MCJgGcYPrFy+URoWkuIdRBdczxRCs1F5PoptCqAqMEmNzLlHWvIMIK4AEIK8AS5AqOkpI3Cm/MT1k+jW4y/VZJbwkBtElFhNCZPCAOMNOkiAHkiDRTnjOxh9Uxci1ppkA3URdAVmAnVlS1PqaO/obQ7Kyf0ZVl2cp2Hhpmm/preAts+SC5zlO/5dA0qVg5VTYfbCW+iCmA96Cgm849eAVnrs7nCIuGx5KRiTsL84CVVJ0riG7ixiR3c6/cgwkSuynuO4wBK83bHPAk7r7KCxhJz7QZlzW+ng6l0QBSybvprjbd7qGSr6UyKMDR1BG2kzLAVZyj6F93hlDJN6jGm9jgjueVTyK1k2qHlrqWc0vFNCKvSElvt4MAcNrOTqCS+prnoQZn7ynze+TR3cw93wfQgsHgFVdcMX36dP0nah85cmRjY+Pf/u3fHjp0CO+c9fX1o0aNGnRu1sAYOSvd3cPCYX+R6uHpssmNjVeMG/erjRt/t379e5csGZwXpLKdDtvQ0oIl9hE1NerMWGNFxe0zZ3780UcBc3571Cjf+XEPnh9m5zQ4cyuWDqfTzi5EeuLdZcoB0uAs/tI8zV+mVg/hnr9VlbPvNvvF6oRFhPYyAAAQAElEQVTVoNoATOAD84w407UAmkolU93RmAbJrEwmGo2lyWVMAxVDfCaNuEwqlQFAJQhixhL+I9qFRAHDbxPBNGpClfTvavnNtBExQ2Za+S2fkTZ8GbIxTV4OdADrQz5LVfkjkhivp4aEmRgZg7Y4icVbW8ZwvWepsBlkRstg4oBkBPCRMip8YSdjygjYfsQTDEUy3pJ0cRoygpLYh2Olk5HhsBFAXQbfVVmXXK8qYAdM1oL3V1XhDyOs0H4LtaAvBvqIcEghozhPJZ9T1VZWX3HppY898dSf7vvL3LmzTcvsbGl/4fBqjFIymYzG9j7+0OO3vfpVv/3t7+fMuWB000jTMgK6tRZai1pYMkcpZdRi9DBWNmuJmEEzrU862uNjrywjqDiw0k1V6Qu7TTWqAxEmtgjnhhW7oNET2XbBBEGJ9AODVgb7xcSoReEcoSjZ2oe++0zpoD59AWmSdJYZkYKDkHIQF8T7MoYk9mUhnaDtl9MnZ99w+oUjzhGH2mJjfOwCLxX0JRqLpeU6AsyJcCJBFmwqZXXLtYcTA6xXlW3Im/ONmdXdlG+oHKcz/0lxujQ4zVP7KvSr7L4eZ23UzotRKsfLLBlveViV2aM3TWF8XoxRFM5uS7KL4r2Vl61sZSvbuWGVociM0ZOmj5o4deSEf7vvG5/45ZdXbV/3z7d/8HB7S2N1XWNVnTrfzItWuke7F1zzRFHPPH6nKlmCPHfy0jhHb7wqjM8LqxLxdslf8492D2Gv7qbl+dVBND1p9LPS1eAcjEemnSGEAKteIBqZLxHI1BgDAA9AC3QFuVVVXUSnkQAwACoAJCCQuYOwhBmmu9pArQpPJdYY3SKuICPiVBYY5FRijXRTuYRLBnQVO1rQyj38V7NYfNK+RLk+wB6AOfECAVzEigkaGiStMzSGaKgDZC5lAvrPHEPolE5oD7G1KBnVsZBm4hmpVqqEAt3sANwyjRiM9kyLSIC4SHnwf+lRc9o3icqUrWznswGtnPE/auuH1M5PqhFvJuIIdBOYJe9Z4Vu3PcU7KzLJvQcvYS7eg2N5z2JmALKIe1BHhpvlxtzmuQefURUXqNAozgy4W7kA0yZuqOdzfuhaw/kHkww1Ml8m/ztQL/sqfIJutnIWAqLpb2DhmFUqtU/srZwKAHl2vijT0XShaW5SVRdy0qDX3DrCsfSJvZNtA5CJmSQ4QoDbg+wFb3ybOOuAm6xs9q7B6XI0jaL4XF7bjcnuzPXmzedier8ki7mbKi/eLhnfs+6m92iJI7yiNMpdb83bvavy4l3WZsmjyzvJ43F6jgNmPp9vpFhBfJ2YOs/sWFdXVyp1zcSJ6owZFt4+cfnlv9i48bdbtrxxwYJa19lv2c4uS2UynanU+NraMwcMoOT3LFz470899cj27fva2pqLRFvLdtaaR4PTe3Q4moYn3kPdMHo6ejU4lSdGFcUbRcudpeONfoeNgni7KN4ukbJkvO352vWGlYfTmZdG0C9rUDU4y9ZPi0TIqqyIhDVFsrMrhphkkuTLZDJVUREhq4/Siemgw+BMRUIh7aI2nkjW19UAkQqQ+ploqK9JCQWwvaOrproyRQZnIJUGtkbAO64ZnOKW9mimFYnTmlZopRvqa1Mp1qiJgBri8ombLly6XV3R6urKjOPKNSMZGT7e1sHahSkoOp1kjiKZaFISrO3s7q6uYkafSFE2Ska8WXV1RysrI7hKhYQKNFVp/66sGqUF/K3HO+rrazRrE+EG1CJhwG/oO9qmvbxee82VlZUVV1y+DP2KxxOLLl5w+EjLuDEjO7u6MYYtLceHD2uKxeMf+fDfSt8rfH4TgxkOBYHnBUOB1uPtKDkpFMlYLI7m0TOwz8fRq6nSd39KnMFixDC8FTwvHN6WljZ0XAuCHjt2HIVo98Kd3VGkcSBxcTwbkCHVGUPIeLytQc6X6TM7Orpqa6ptMrsVzpofgyiuZkPBIOmwoaAmlSaFktva2o4BsTK41RVagoHyifNbQzZnoJbuWLwyEtY/tXV01tVUo0aMJMINtWgecXHUGwqRwZmIJwLBAM44hgIdRPPwuh6JhIBz6qZKmqQq25A3r46m6WpwFnzx5XmULfqy8+puevU4+6fBWfjFVyq+MOzP7jPK8j9UjiNSGFZGT9zNvLB+5jlhu8ewl8dZyOlUxRqcHg5o2cpWtrKdW4aZdsLwsd98x79+7rff/PHTv7vv+Qe74tFIIPyjD/zHZTMuPr+2mdtZDU4zu+parMHpPJv6ZHD2c1fsqWlwqv7tnC2VRmV5mdmw1UO4OL3maDqe97K6m14NTjUYlm4jDkHuZht5UXVXCiNzJU8EgAdgAN3rSYHyV6mOF+glsnI24YT25eIKspJkKfwUEbIUMAYiB+LQEnBCZAo9zXZvopdLw88ygZTQf+xu1fW8aryFnqMAahKYnEBnmEBMgXag8PobyAcFPOnwxvYQBK2/hhJ6bcuJbobFMy0AjNrL2PjWh8gGA7ICcDSxn+AHkZXnyRsLDieyAsSl4ToW3v6kOvQT1fqAmvegA9WUrWznudUsVtO+odbeqDJdatp3yKTEHUqtXEVckIq2zbyzgDvWX83JoQ337BhX5vag3INJ1fIApwvegwfcezDD+aTqYip3dm/g3YoEQC5xmzfdrgIjVHS9zDziE/v4o5x5iG6uY2lVC1W6U8Q4L8FXNp3ZKh9Z45lO1yd2raCb1bzxMfMgsuEaZYSJp/prua8iKT6xuSXCoN/a4GgHBwVQWv8K8Yn93KAAnPIclI0txezMEhqc3nApjRNl92t37Snod57i0epnSlVCa7MHDU6aN1y2QbHfbd58qKvr0697nTqTNrmp6fIxYza2tDy6Y8erZ848v96uzxVbvW/f4a6ud86dq86k1UYib549+3/Xrfvx2rWfuOKK84RIfe6bbZ+cBqfKpVel3dCVcEmXiz/1r8s+wwUanE64Ny9BuS9KpUqFe9HgdFBPvURbtiFtgA8pmihqlECtEskkYgCeJf1+4FWmz5dOpZIAO1OZRNKHEy3UTpLvFEUukyKlSWQUcJfOGEhS65EFZjIJP4U3+U5Irl5ahC/5egk8UqtIAs9Luhqc9FArKpKCnvJ/+vKJx+NKaQ1OInBIbGU1OFEIwU5TnKymlCiqogsimallJgWMFOerTGxlGJ+gSKeGTyxXgzOpOappy0d/tokuNs8ys6qfosGJZqM6uXEssgwRK8mQCzMAxT79Aek7gMy0YXIAcU9o8VGAoxQ0TWco9plKo5Fxltyta0xSg7NbS3Ui3uiKKlvw1zR9kNCDbjJlkUeLjAGeo25mBCgZl37ltEUzlsv5FfFR8c1riXtYjEA8oYcdiQ0Mgtll6vtWw7cmZTUzaDlrSaU5erZCRgwemtQltSB5UgaBsqDU4OQ9zmZILVqJEyPgM3lCTX2ORLwTeTPC15RrLBWQQUmlUvFYQg8s/kzEnSvBYEzfAKeedlw8Nxfupzkz4Vlug9sLh6/pHr3fj8Uqm95vw0HT4DQcDc7cblb30Vw6rPoXNvoXzuKXBWH9CqEsD1/TzguXrWxlK9s5aZFg+BO3vT8UCH3roZ/gz1gq/stn/7xo8rxwMKTOHzPyNTizYT63cvxO21YnyuDU70dnQoMzn9NZgt/pfElauXD2OdhjWOWF7R7CuhbH9bttZzcCZZHOQTB/jTCoWglCVC/m0j8wBjOsKueQpgl0kxSoCrqp9IWJMVBNcxvRTappPk92VMUMohrxbeIK0iQsERwpriB3k09Zu4SRgDro0BJIyW76w2y4RfCPlSo41kVKDhOBAP5Bd5Q+oheBYYJu7iZeAnST8KTGTQXdTB5gdXaKHK+KWSIEuJX0rJqLKd2HNkQmsUY0NX1cNVxPj5cARw//jFDNgscJ6JatbGXThtsBkP/Wv1Xb/0E1vUrVXMpZCfeg5k/T5/M+optUtJV7MDyR8GHqCMFRK879B1XzhCq9lXcrI5O8MZEs2Ki6NxM6RfauF7nGVjGT3E1kwX2KuSXdIT6xrxTWOCJTpJJzY8R6TkFmBQNALqtkX0V0IyFPTkerGKmFQunp+krxr/s8JTkxG5C7uUN4pSZJosExnI40obPuCk669HE9gs0YcDNyTzqXi5nja+rnUX5Y5YXtfN3Nfmtw2v0LKw/i2HdYeXbpnmrY2ffjYXMqD4PTy92UYfSGyzYotv7IESx8Tj7DgqNYaPvHSy+949e/fmDLlisnTKivqFBlO9vssT179nd0vGPhQnWG7SOXXvqbTZse3bnzjXPnTmpoKMPh54K5aGWOx+nV0exZgzN/mbJk2KGGqAJepsS7PMvTEXY//wrCBRqc3rBROqyMXN5c2BqSGpynt6oebmVDw0jqdBiGtGRJAzlo2rTcY42riBmNxaurK7UGJ4DGmqoKV4MziWOhBmc6LUxNMjg7OqMoCghWMBDAtabVMUNC1DOFwRlLJKsqwpYwOIFZ1rgqkjEJJ8ngDOCnikgYWYTB6dOXluE2T/iIiWxGtARhXTuaFxQGZ9plcProk1XlakG/KORJuVDcwlWVEd0SoUgqn8vg1KWhATqxX/BdqT2tGZxhD4NT16VEzFKLgEZ1LVIjsiNer7egcMC3FB9NpbBqh8ShELmt1ZSiJHW1o7MLYcQAKsZlhmbLm7tBEBFLFT6fP04ipj4XSepuOhnj8QRq0WRTdEQzOPWVBLiUpFjTFBouagwmpC/onU/XguZZmsGZ9mPsfb4Uk4XiiUQoGMQXA2oB0EgabsoR7zQcBmdYC6lqWCsQCAAJrqqIACmPREIZKTmRSOF8AtXUzUOkHi4MNS6mYDCoNTjRTdSCi6CyIgxolRmlWCTu/bpFy//ywGPhcLC6umrUqBF//NNDb3z9qzds2nrh/DlPP7Py6qsuA6JKWjAuXTQ4Eo5GY3oc2FrTbO/ofPDBx19zxy1n+4Mbt9Kjjz560003DUpH3O9HD3fTKPzKK9DgLPiyK+231i7gd56+rz9bNDidr8qeVorzjqrfPM78o1WoqdnThicvp9P2boRSHk5n2cpWtrINuOFR3XDmv28rQxXvvPI1337op/Z5u9Tm7JgphVOaDmlR9YVlnsSxYCdsQfi0HEuW1m8NTm9YN60nDU7Do8GpBsGMIDGGjmdVzSXkWhE5CKqqOSrVRu5jzRJ6hux4TnQ3ZzJl52pGau5moJ40TUAagCtqLycaQTXN4QInHCSiUHcZl6wBJwDa1LqbxEEXUyGPPLBm18vlQXqkTB6UlwZDtT0h6aeQmwWAs3qhKHq+QKIngcztdDBbK6zQticJZIZF8w+gSO1SoiboC0CO0GjK+yWPEvIkpPGs2v91NmnGD8voZtnKVmjV8+m0edM7BaG8RB1/mPAhEEr8Gd8l7mp9jiPosHiHRmTtMhIrO5aTMclIfQ8u47YDzAOVs3kPdr1MHU3ccQBHgV/iJzNExV8NZOJuxS1cu4QzD37F4mPNhXRvmUcBFgAAEABJREFUC2wVKCkgz44V1JfBdIRCMB1VLXTQTQKZ03h3YzpCdqZEZL04od3PbQ3VF7Oi44+Lf92pbJgTGeRsFmrmTDIY861t96zBaboanCo/vjjcy7G0BuegMThLPEPzNDitk+iR0l6YXD3Osg28pTKZ9kRiVFWVOvO2YOzYxaNHP7lnz6r9+6+ePLksr3h2Ge7Zo9EoFrBksfvM2rj6+jtmzvz1hg0PbN36NwsXBv1+Vbaz3uycBmeOr5n//Ugrjj+DGpy9f4H282u0v1+spTQ4e8+bZaBaLqfTGFgNTl07sCV1mgzoTnFkRSQUjcYB5KjTYRgfIDrF8SgftZye10Vb+frR2iQ5kxbgKEBQgKFItQQOlk4rUgDJycMfSEa3sbIhjNCmQXjMIEdTSHuSy6bwJNJmUG+GRECS+RgmFsjrAQFE2ozhnzqjlvPMZkQWYUlSSBOp9C60tGQU6U8yND0ZdTiDSN1IVifajSRcZkyU42Z0amEfKTPKAlEY0whoB5AzncokTac0XXJGWIcZZ3AyvoylSYdKeJ94N0AzWFeaCVICyOX1SwZHA5wyFBgBk0xKZQpJUekE0nH0SwlHU9ontbM7GGEhjLJqGRlCv4Lt6Y4repi1UbtA7ySS4mzKRkXONGi5wJxppxaVsnVfCDea+tzZXE8kaG3L6U6lmAxHOsdFjQnnvOga9U1NlmcqhaFDMtPQVFjlJk6bCZPMXdaYRuswbuyXmFxCRoaoLWvhaTVS+uRiQNiLjC19zMj10scmfCCUKPyqK5e1tB5/4K+PTZ404a8PPT59+hRUeuxYKwbgt/f9+aV1GxctWnD48LGll1y0/JlVl126+LkVL77xDa/GDY5/Xd1RdfZbOBzu7OxsaWlpbGwc+I8U5xtTeRmZrh7nadHg7J/foBM6+h2OpocY0uNRqRJ8TatUfK9Hoz9hI69yVdSQspWtbGUbYJsmps68jW0c+YU3fuRny++PJxMPr1/+wyd+c+eyV9VUDMS6z5CwPETTLI1cniYNTu/R3fFaFFZ6x2sJXmZ/w+7RLoopju8p7NXddLU2c7xPqyje1eBUg2B0QruO8KS/kgAGXmGr59FpZNdqVbWAQGbXWsIJlReQu9n+nKq/UnQ3XyB3k05ohdBZfw1fLDpXEKigK8gj5IPSB6yf3miJVk6iGGdsk6q9gl1tfYTgB9BNQJ7kgQEUSZD+RUnOtaruWkm/n+yr+qs5ZB0rhTc2nuk1odOKC246kehmQhQ9tWdaZNGaf2gVEdYrSSZr+bM68nPCohfcS4Zo2cpWtmKrmqdm/Ei9fIfa+BY16W4VFt1N3OkN13O9Dwiivgcpxrmfjl6tGO9B+rAdR2J0fLegm5bqXEPyJe/B7SJ4eRXvbtKvRxF0jO8k55uCuG3cdlC3TPlqhNAZ41aGTBcJnUA3fdUiA+wn8po+rtpXCJBZSRzUV8XNFsnDnLjqLxcq+XPEQYFupo4JkLmIPq4xm0WaxV3tQWZvuE6ZASF0jmY8WptsJYN8YE2eTb1rcHpjbE+87fm1OGx7OJ198zXtkuGTPOqnmKCVJXbpqj7DfRyNUvEeTmfZBt7WHzq0vbX19TNnqjNv1aHQa+bM+fiDD/55y5aFY8c2RCKqbGePtcfjR7u7548Y4T/zyDRW6N44Z859mzbhUrlm8uRpTU3lPRBnvxkF3E0jT0dTAwdFMXnHnn5Vnl9VUXxPYR6Nfod7Odp2r2ns3uJtu3RYudxQT7zKhu2BchOE+y4SOeO+rPC2U1V1xjn94VBQDawBfTQoQinIhMk90G4MGZDiKpYEx7SEDWEiMbG+lpXSnmQ1sdVkzozOaNLvqxQor46moAH4iSsSpuFktLIZncS6cMuU7NIkJTvMDPFumW2kyfvS1IUYRFppCGoXJKbjIZPvhlKKvKkqW9duZmtnQwzbdMqX/0g5ngRsltNf+U1S6m1vzmi4CXT7dS1mto+SypC1K11y9iiFSWLDkn5ZojlqmT4nox5Py7R03/AnEmScWmSoHT6xHhYjO3oaHXfu0WyTcxlxRpyx0m0wpJumbqpObDqjqTM6qBXrknUj93dWZTh/Gp4LSSmVLU2HbcPIniTpspy4jL5gcsPiZlS6v71bZUVFe1vHho1bDx48DETz2qsv/5///fltt94IeLWtrWPHzj1bt+8cN270sGGN7e0dSDBj+tTKishlyxYFAwFcHqFQMBI5F3TW4/H4iy+++NrXvnZQXj/yvgQ9SpwlNDh7+KbzcjRPXIPTG+7760+H/SrnUMFwkc68sAds7DHe3fXTe7zycDS95QhmmQu7+2cL4pVdZnCWrWxlO0/sLZe9+pUXXt0V7/7GX3/8H3/43to9mz7+qvc2Dxujzgez+6XB2S8ss/+7Yk9Ng7Ofx+wz0bZVqTQqj5dZFC7M62pt2io//aBrcKoMHc9q/5D0TCuuIIExVM13GFRmJQGJVItIbF4h6OaLDsagyVLAQbW7Wn+DuKvdK+p3S4Rh+TjBD/LA9jmSmXg96FgtkOdkcjeTh1T1heKudg1LhgFyiEwkLgIEAiAK8ZIX6fMW6VEXkBWHDbaGhdBVphYCvER0N58l5groFClTx9laoCZtj6pDPyBGUkY3y1a23q1qtppzv9r8HrXvHjX2QxTCbLxRWWnCnIERcg/u4D1YdREpmPQOPVVI2Nu4TcG5B59jMqKbO3gP4hammuYakqrTrawCGCfgTwCZyI572V8rupsW0c10CyMr50vkGq5aIgHd1WrPtJUsnLqbM8ndjG4WbneQWXzCL4/vUbEtDk2zU6YjoJuYduK7VOMNrBqzWaBJJo2dnGF8g+Dukk8W7UHO9DybetTgNEuHT/B4ivoop3KU51oPe35VkeJmjxqcOc8Heq3IeUaXbZBs5f79m48d+9L116szbz7DWDJ27Mxhw+7fvPn1c+ZcMn68KtvZYy8dOrRi//5PXXZZeED4lDOGD79m0qQ/bdny7N69kxoaAj6fKttZbbbdfw1OVSJNwbKmOjHdzZ7iT0c4X4Mz70uzh/hcWA9MYbgXDU7lxA+At6niR3PR81oPbB/Pcb3CnE2QG5x+NKA4WXFkP5P1v4r+JPZ2p6f0cWHbiYYitSoz6QxjqIRJPh9peULRJM3TIl8QAJL21mtQsjGdSCSZ0kS+jChopunGNsX4tDBCXQanStJXbdIWOEQT/vBTWriJcSH/ITHSSLGWg7DKJYX2UUjSQjk+nVh7ZHVqSVtpH52RUm7A1lqPtuiJGpIgQY1Mn083zxIpTYlPOS+NHg1Og2xRNjrlEAqpwZlO5TJqYqXOpY+6s7rjMkpWnAOS0c5v2Wy5/jiGPkvrVqKZ0lrUknE0R4U7G4snqGZqZpIU2nSahxgNDMvIJKQSZmdiYWKmss2TNFkXyraQOzMYmWQ6brjnJS0n2sqgx3r0bEnJNvi00100Dz1K2XIufNI8IV/qjLy3U8mUBi/J1xTsU5qRjpukYqK7ukm6SKd5+rxkMtIpyrUG5MJAXoTlCkzpy0lfjUB5+3RRGwwG3vD6V3dHoxfMmnblFUsx4P/40Q/6/X5U8Y63Uaz9rr/7G7/Ph2ti2pRJdXU1ra1tjY0NaMWzK15Mp1LTpk16ze039/+2GrIWDofvvvvuwepIjrtpmtlvKNPoQYPTGEANzp6/BLUGp8ruZi0Oq37EK72K2ke81xG9nU2YZWe6aQxvek+aLH6ryla2spVt4G3r1q0PPfTQ3/zN3wTOvFskn+lrrK7Dvy+88aMj6pr+64/f33Jw5/0f/d6+lkN4lk8ecU4vxxj5Gpwup0TH94JllkQ6DU+83pF6JjQ4jdzzzqnR2W2UF5/V4FROTH6a/HhVEG8Xh5XKlmAVxQ+mBqevRgWGc+mf4hiLhEH1kqoTXlT7s2RkUnezlS4rm15FJ7RADgKNghzsJzLRcB1XGVofINxYOYOkKAAP9B9rEt0E9hkYRoYlcjXe4jiVDU9whP3IA7tKZRKq5Q/kbKUOc3kC0EjyCKmiSA+ggk5ogZeMJWYZ367qr6eXS6RHyfR5u4/yn+RupghkkodaSyAWUAeQFTbsQbXvq+SGXihUs7KVrWy9W8V0NfNHavVVqnuTmvNbIoidz5FRDSDTuQevJR7Je/BCFWomI1Ojm1ZSHX+EXqn99XIP7ib9Gta5kimpu7meaVCOnVTHfqsab1WBOlK9MQtWa8+0q+W2xczzFHFQzAmZbjqkrV1GXBPoZmCkqpjM+QETzrDXcktEx7OCbmpt4M2cjoC8ohmYHEglP0aWZ90ryN1sf4YzT0h8XCMS0wsQ0wE354nj0eBUro6m+zzK52h69TVPTIPTLs5bFJ99rrnfn6Xjc2Hl2aWreo/P09fsKV7lpVF5HE3nV3dJNhuvSi2hlm0g7WgshhXNiuBAUFtwgTXX1V07adJXnn32Fy+9tHjcOPPsXwI7f2xfZ+e+9vaxdXUD41u4JhS6Ydq0B7dv/9X69TdNmza86rzxpnOumotcerQ2tQaniz56NDi9y5cePc4eNDgNQ3nKUSV1NHuKz4btXuJV7/H5Gpwafi3KmxefC+fpbg4lDU4NxtzzlW/ecMO1DfX13/+f/3vnO97c3Dxu7dp1//ujn82dPSudSb/nb97xi1/+5obrr66vrwfKsnLVCytXvgB4bMbM6StWrMKvP/vZry65ZNGiiy9CaX/84wPr1m/4yD/8HVKuWbt+yeKF2YpU3mWSw0qffvqZSy9dWvDr1q3bp0yZpFEHjYStWPH8kiUXF7QfYE7WHa7zxlGqinXrX75g1kyv/GcvYO1v77v/9ttepcMYHEA+wI2CPT89qUZp21nlyO5orKqqIqvBiV970eAELllVWeFqcHYjsdbgBCZWWVVRoMHpS5iVrgZnNBZDYlf1MyYZKZdoRo1iDU40TycOBPzd0Xg2Y9JTe0kNTtSFBLl+IaNocNq614UanL6sBmcimdSJsaqWTCZlcKjBiVYVa3ACqkQCrcHp1OI0L42R7EWDM5FIOx0P+Ns6OqtFT9QPSFWG3c7X4PT5chqcKK3aUS31a21Rjfii+44Gp1wbWoPTMOKVrgZnXPqiNTh5ctE8R4Mz5Ue38zU4URr7JRqcgHvRJEeD02cWa3AaImuqNTjT1Bat0BqcOlygwRmPm1kNTsTjHEVNXhuJVFLXiGKBy6q+DNdDXW2NDiiHY8pbA11AIMvpDsufTU0NOKKPS5ecU7JBg4vRGu5qqp3P4/R+2WlGdfbLruCLzyyJTebnVaf1S9CvG+5dC7YL14uVh5fZU3zuNaBkvFd3M0+P0/MakFe8yjE4i2PKVraylW3gLZFIHD16dIBXwfAy8pFb3j177LQv/P7bCz7+yo5YFyLfeeVr/vU1dwX9ZxxnHRzTI2z3T1+zzzRK9YiDltoJ6z32FH/Sx5Kl9VuDU+V217qdsNznY2H84GpwAhokdzNA4lTyEPEGgA3Kx0jAD0AOgCBGt6MMXpYAABAASURBVKrGm7g00LGKKcPiPzaxSyQ206pzLUlRgBMAaUS3qZqFfFEAVhGerILDVGwXSVQNN1Fvr2sl8UvqaO5wgMm04Kk1FzO+lSINxCbJG7uJJbc/TzpmcJSAKMfE32w3q6uaT1eZqIt6gQuVHVedLzmU0+gW4Y1dqTKdxDkO/je1Ay98hghN2cpWtv4YgMD5j5LHue0f1PA3kqYZHJ27BzNRkiZ5D46V2+0weZaZGGeM6gV0Z83IVtm70Km6XlQVMynWG91IajjW3lItZGc2vpIESmQBhFm9kPBkdLNMHabDyKyaqxKHiESSkRmmx2xEArZMHCTOOuw1bGfn8wQpK6c7VPKaS2SSeYkTVGSKiu1mJFnjFn1cB4ap0BhOL4BjG28mtzvTpQbcbLtnDU7DLGJw9hDu5Vhag/N0PhlP8ZivwWkbPe/ztQp65NHdNPpN5ijbabeOePxAR8cFw4fXhM64E0JtFYHAsubm+7ds+c3Gje9auHDuyJGqbGeDYam0LR6vDYUqBkoOE2u1C0aNWjJu3JO7dj28Y8cb58xRZTu7zc5pcOZWLB2Ptbllx7z4HNDXyxdlUV7vsQ8PQ6fly7S/X6xWD2GBmuycBz4jf5VZw3gu6jmAGpyf+OS/vfnNr9++fcc2W/3Lpz524MBBRM6bN2fa1MnveMebv3zPN4Bobt689epXXKmoN5nctXPvgYOH5syetWb1mokTmh966NHXvfa2l156WXPyjhw9BnzlxRfXtB5voxbmYlaBn/785wcrqyr37Nk7atRILPh0dnYDAeqOdqOEzq7oV776Le2Ss6am6rZXv7KurhZV7D9wcNasGRs2bKytqdm3/2A4HPrLAw9VV1ejtPr62v0HDgEk27Bh00f+4f/pV4uf/+LX6VQ6HAmPGT2qq6tr+oxpe3bvw/B2dnbW1NasWPl8d3d02LCm7q7uiorIggXz9u07gK4pwkuAsQDb+Y4cORqpiKAvhw4emTRpAvoCgHPypAmbNm9933vf2dMLTJb4SIImoGkRXLRtraqZPeoYLYKpE1tyRygdJTxDZbu/Olkc7Uub71K2Uxr/5O9KwjiYug22J6OOtcQhqiEcw2wzpBIWImUotxLD9pgugdemlOyoRNpuTiNXgmHpYpSVbZ6ElFuNFOwdEKWL0sVY+eOTzagLV+6I6dvEaZL0Wv+plNM2Xae3EAaV23q+jHrOiJ07L7YzCLq/zJP1zpUdcPe06JOba2quRrl/9cg4J9NSlnOO3LDKVeeOsdLDqrMwYLm1KDs3Yso5Hfpk86izZAdBSlO259rD/0zbVuVthWeB2fobM6u7aRh5nM78J0WfGpyqFF/ztB9ND+fSdjia2Z0+dj5fs6d45W5GyR6L4o3iNEXxRr+PZStb2cp2Xtl1cy/9zGs+pNFN2B9ffOxoR6s6V63vr8fTdsztlnW/Gw1351FBGueoVEGavKOh+h9vl0yZH2/nHfP5nYXHnuLVIBhW+fF2AbgifYzIBOAEAAntz5A9GZlBshTQTfxqVhCWCAB4mENGZnQD/UzSXe1K0d2cQYwhvo9ELiNIrlVwuEPTTOwVxFQJ8DCe1E8UCCgUWAjeoTtWkJ0ZAlopnmYRk+4gkRTjAUgDgASwitgWFkLvsgbTh8cQraQDzFZVu5juainG2czE0U0qc5zVAec4/rDa8+8EY6Z9p4xulq1sJ2a4ead/l2Dkjo9T3jK2NXcPdq4itAkQFDdypp27E+wUOZeRZt7LvAfbCHniHuxeryrncY9C52rOM5UXkMON2xzTBSaN7pcd1jhw084XuZfCV8f5xPDRUTaqxo2PX/21/BXzD4BM5KX37LkCea7jT5iF4vvZPNz1ZoiEbyCsFZMdodDapSyNCr6jCNNiOorvcPxUA0ZFCwfc5HnU+9Hudzifc9lTfLHOilEU02O8Kp0yLz737FN9xOfCvR3VicWXbYBtS0vLU3v23DJt2ojKAeJAY+UFeOqVEybE0um7n3wymkyqsp0N1hqLLd+9+4rm5nE1NWpADJPYmOrqayZNqgoGv7FixbFoVJXt7DbDLmBbGh6KRr/iVemUefGq6FgYb/QRnwsb/YgvfbRPNF4VprGL41U2fmAemMuWLY5FY9u27fT5fOvXb3x6+XPZJzVuT+B8Dz706C033yAPcDsUAi4ZWHTxhfV1dfPnz5s2bUpjY8PLL2/sjkYFlLU2btqy8KIF61/eVFtb611WBrpZWVkxfPiwWCyOEIDMLdu2AYjZtGlLNBozTR/wS2Cr8XhCQzv4E9jn0aPHhg8bDjR0QvO4js6uHTt2jRs7ZtTIkYcOHQGKmclkAJdmq2hv7xg2vAk4ZX193bDhw44eOdbZ1RlPxA8dOnzsaEs6bQGyPXzoSDAUjMUTqCKZSo4bOxp93b59ZzpjAcT1+/0N9XWRcGT4iGHbd+zcs3cfkNQJE5t71xqMx+lZFGUmkgkc6cWU4WSc3mnTOOKPOH5L0pUof5Cf8GdC3NfqsHa1GnMyomkpFIuCY5I/nitBl5ZIZXTJSOapMS5FxZO6EMmYkLi0BFhaWjc1wcSsPe42T2JYUTYv/pN0EjBjmhlZCAtMSWKnYWyqUw4tJg5zdeK4uOtlOK57zaOTOO5Umkzq0Uvq0cs2TzI6aThcyYRTgttZDq9bi7jeTUrtyaQe1bjbPKcud/SkLzqcrVEPTlIPe9xpoVO1/OQ0z+kXa8HoxeK6786A6zMi5TidjXmamh0Q9AUZpZup7MgnGelkcS+n/IzulSMXWirbo2QqVdi8JMtMpzKqbEPeBvKL73R9CfatwekN98zdzAtrj+0qtwOoOCxPxB7Czu6THNqa0+BU5x+DEw/ReDyu/WX3lAY/IU1HR4c6tywqXxHnzH5qvHINgGvTsp2TZprmwsmzxzaM3Nd6SOlbPpXI7oU518zuUYOTx35ocGbXYU8gfOJ5T+JYKq8uMi/cXw1Oh6OZpyg2JDQ4qWk3SyTx1hOrIJC5mv4kK2aRmwWks/4aJ9JXSXgSkGd8F+Ut0Qkgi8ERJEsBogCwUXMJ3Ut2viDqmBOYjFStmzkKBDJH0z8kwFHywK5QVly1PcGqAYrEd5I8inIAtVbOFEXPldT8QzmxXWR31S4TzPIRQiNAQ2PaM+1iAqKoonIumwF0VnumtVKq5U9q39eYZfb9JIyWrWxlO1GLTFIz/le9dIPa8Do17qOq6TZle+7B+G7eyAAg7STxy6qFKthIFqb2TAvIEzgopotAIxU0MVdULyThEjdsxXSim10v0V1tzVxyuCnue6n4wn2RR+Cg6XZukgA8idkJKXGsmEnVTCTAdASUtP1Z5a+SmaeFs0fNYgKZ2gktIjE5dG8gdxMpUWl4vExHe5iy7nJuiaAP26kU6Rxw45PFlM0sxezMk9DgVP16lg2yBqeR/y2teg73qMGZi9fD6A2XbYDtaDS6t719XF1daKBoeTjd9ZHIjVOnPrpr15+3bn1o27ZXzpihyjbkDfji47t2fXjp0mED6Co2Eghc1tyMi+SxnTv/94UXPnLppapsZ6/Zdv81OPN1N82CZUplFCxfChvtJL5AT1M4X4PTDXs4lz19dbrrwkXhXjQ4De2fzzjTzBNU8epbb9m7d/973/uOyooKQIy3vfqV69ZvqKmufvObXo8E11179eWXX1pXWwM4B/EAGq+//hVYPgUeU1dXC6DxwgXzgCA2NNQD2kT6z3z6nzo6OgFkHjt2bP682dlaZs6YDlBTh9s7Ohsb6oGDRiIRgJTBYDCTofTgiy+u3bV7T+vx4/v2HbjggpnhUAjrM/v3H5g6dRJGZsKE5rb29pqa6ra29quuvAxtmDxpQiaT04p5+9ve1NXVVVERCYfDBw4eGjtm9L59+0eMGIGWAPJEAuCXgF3//JcH582dvW7dBkCzc+fOnjVrpoa7Lr10id9HJ6gL5s8LBPyAWbH8iz4Cf33lLTf2MoZI7E/6goGA9siKEujr1TbEZakPv6LxSIIC9RF/+n0BQ9FHKxP4/Qj7/T7TNCQjC0RDxDmqYrEGXifpLTZj0WMqeuzzGUgdYIKM+G1FjX5pCdtAd6PMgmUbn0YQfMkUIk3DYi0+U8IZn25e0K/SRsDnY/PQVNyH+NPvz5gWivWnnFqE4cpa0hKf0v2y6ADTMDO4qbUTXWRE1cFsLSb93PplQNJmRjKmA/4AZgIrYzGPYaAB/qSMmGJn8/olNeqFGhTuZxT5augm7g6OktSCKwf58BNH0jAQG5dR1aw4vZSHn3GlMVKGF80O+PWI+WX0HJe8QBaldp5WuRmZRYaU5yUo1egz4pNagjy5tmzms/XFg7+QAEdeFSm/7heCevR4uYosaFDaoDRvT65Mup8NBCw6xUUtCX0luIPA5mlnKnLuTCSTjtsyCDgXAd5HzOiMJM+/byCczJftFM3ha7pH5xvQ7EGD0xxADc6evwT71uD0hlX/wkbfYTeTN6xUjqPpxBvZ2r3h88fQ5UOHDuGBDWysFyQDyTiLxePqnDN0yjhXIJzW1tZhw4apspXtpKwqXPmTv/3Sb1b89Vjn8ftfeOSjP/3i51//4Zljpqhzz4x8Dc5suCdcs+iY1ewsDCuVw02VKow/wbDRY1gVh50vSSsXduMLeZk9he0ewroWy6O7aQ+6BieAAdI0NwkvKkKXkiRLzSDiCDyAcEJQIsOOu1pSoDQjcx1Jk5HJhDSIMSxiUUA1AGkAmAS6mTwsriCThChCo4TQuY2gSNV88Yu7RtDNMWRfAaUAttryRw4GgE+goURYJznyflUXOZ4ngbnSve1Wtq1moZS8lqBpcCTRzXQHkZVMp2r9q9r3dXrFvOCXZXSzbGU7ecNtO+9htfm96tCPyKpMHyfQCLyQ9+BhoUrHeQ+GJ6lgE+/BTAdnDK3jSw/VoxiwUtyCgBsToCPARcx5XesJi2rdTbI8ZzuMTF8F5wSUjKJqL1G+KsKT+KlCuJvcV3El1zQxdZC7OZOUcUwRVfP4faQJ30A3AWQm9nFLBIwzyTBBN3cLofMSNgDZUSB6oQZhP7JnD5CrtanDRh5H086GT16DUxk96m6WCNu5Z19hWPUeVicSVr2EnaNl5/M1DVWsu1lGNwfLcHaOdXfXhkIN4fBAfvEFfb4Lhg+/dfr0/1i+/HsvvLB0/PiB0P8s26lZNJXqSCZrQqGBEeDUhhXe8XV1t86Ysergwe+/+OIt06ePrxwEueWynR5z0UpZDzWz4ewSpFeD0y5amnSQztJhwUSNHMnRy9E8mbD7meeGe4p3wvkanN6wMvoK20X6mmpoaHDKGTPGjx+rw+PH8xNs7pwLsr9WVVXinxIMxhuvbezY0TiOHj0Kx1kzp+vIysoKHEeMGO6tYuTI3J/ANXEcOXJEQWlXXnmpfl3xPqp0kxSZDEGgmwjUkRuqY/Kcrkci4SzVctzYMTyOG5ttnrba2po3vP6OgioKrKKiQgd0dcG+tKsFRVMimENdAAAQAElEQVRGgZlujIOyaTiP8SbNsO1cGv2T6fxHCnN/yR1N5aQyuDPANPQ/y+Sv2X+GN1u2j2ZeA5nRYiE6hSQ2nSz6RTdXArK6EW605emh7XZQOd2UonVitxYzryfOKKhcWcrUZZu5xus+OnFaFlIKVNk2G9lS8wYqb7wMlb2WPEPjjoDhlGl6c5rO8Ds3r+0tNq+I3B/uBW4W1CEN8wy6U7Zd4kJxr3lPVZ5zoNxoPfBKt9ppvD47Zn6Tcll7Ndxr7R2dtmXhpkDiZDKJS92by6Z75y7LTVCQXcvTFsQjcSKRDIdDfdY+dExPs4PVYMP5ljTtnAan94tP5eJ7+OIr7bfW/ZrTWKY6ia8/u+iLzw0XanD2dVS9cjd7Pnp1Nz16nHbR5ifnqHLMzuKY88dwZ3Z1dTU3N/f+6MLpzGQy/oHa9zpglhF557NoAurdWlpazkkQ+vyxQCBQU1MziBfkjNGTP37re7EY9NolN77v+5+65T/e8913f/bq2UvPmXvEMWcvSyl2Zv8YnJ5nU0H4xHbFnvaj6g8fpQd+pyoVdvidni7q4RlkDc50J3lX1QuJbrY/5fhyBPAA3KJ2KVUt258jZkle1H6iEbWX0Xtt2+NEMYFuAmtM7BHupiGuYicROQCcENtJOAEp25+VyLEuKLKIrxHH/iC6myLGmTpOv7hASro3Cvzwkmq6lbTO2HaV2E2gAi9CbY+qiguIVhLyBBq6lLqbHc+pijkqNJL+clEIHdtmVOtf1K7P0U3ltO+w/LKVrWynYsFhato31Ma3qZdvV9P/R/Yu6HtwCWUscctXXUh/1N0vq3Sb3IOWs3ch0OQAmVXzHfo1JgHTT8e2lQvowxaTTOeLMktUshyfYJaASKMbyQf1V1Dx19/A6QjzBvBLzDy+KtI0ufthmvjE3iH7Kvzq+KPcP6Gno+xmC7qznigzyTZWWn8VqeF0pTtJhZplX8WxgZ8ibLtnDU7T1eBU+fHF4V6OpTU4B43BWeoZapUMlz6qHjQ4PeGyDaS1xeO/WL/+FRMnXjhqlBpAM4TEefPUqb/buPH5/ft/tX79m8okziFvy3fubK6tnd7YqAbQcKlUBYNLm5uXjR37hy1bvrVixWevuCJ4zq26nDeW5WL2oq/p0eDMxZ9mDc7T/mXa36/XUhqcqvcvUOV+dQ6GBmcvZotpyER5l9fzURBvllN5ynsrOsWi+qziNBoZlKbp9/sUYWAfyieXL2NpUqbfb2Ys/kp+p9+nRRt1Yg0DIiwcPp8uyieJGUBiSSnsLr5+mdQJJYQhRyV8QV827GSUluhXUMTpK62weUI0ZPMMt3afL+3LoCzes2n+lMkwmekzsg1TOqNUxQJ9xC8lhvcZotIZRKJGpiCBkD/ZHANTFyJtNQ35ledA09H8ficB1qXld0/zJF5vKE+z7ywgY1s6MfviJpCuOH3xOWFTXt6dy1WychAyluWXBuiMbmKfkVGSxNQ9dTbpKYdD6RMGaLZJtmR0mic3qpUxdTK/JdTYTO5cZKyMHmqfT2O1HCunL8gmvD3NrNV1ZfvFprrxaF5Gdjz4yAU102mWoBMYujTTmzGjgdver1uM4Xe/9+OllyxceNHco8daN23eNnf2TJQEeLKjs2v0qBHJVOqRx5ajoMWLFiQTycbGBhQZjcZRfiqV2b//4Ly5s44ea0HKffsOjh/PLQUvvPDSvgMHX3nzdXpg1dlg3d3dv/vd7+68807THATOq/ONqbyMTFeP88Q1OEvwNfvnN+iEjn6V3eOTPapewkV8Tcsbr5xwr0ej13B265K3UaqogeeP6Smvn3fg2XKj9seyrw7nTKey74hlO0ttupgaVOPLiVKXTF3w/ff8+z//6p7/98N/e/Nlr44EwxdOuGDZ9Av9vnPie7sA0bRL8TV7ZXD2gHo6R8MTY3jjsztk3bDh7k7KxfQe7uto9yM+P5zjcVp2jrvpDedwzVx8Ljxon5+Vs8md6lpHKiTJUocIUQBZNENEN80KQQ6OECeou9yhaWqyVOIAwUWimz6yPIEWhCcQlQTGQAYV4MaHxF3tWNKqkkcF3UzThy0QCHI3t1HYj2ilcDED9Xw7QV3AJCihd4iQhpVkdRUzpJCdgpsuYyFIXzGT6CZx06Oq9lLCLcfuU/u/xZJn/YygS9nKVrZTt9BokqE3vlnt/pwa/0neaNx2kOJeBICXQECjmwkW8h6Mq47lKjKTGGRsO/+suVj8za5UtZeTQ4kbnOTLWdxX0b2eOxuAbmK2Masp7otCAGoCOtXTka+SQKbml9deIZ5pnyHGycijLB8oqeZuEt2cyskETQKQifXQztUqMFLcX+/hNNVwPf3r0qW2dpS9m9OLr1YNuBnulvb8o+3EGz1yOnPPOI83+Oz3qjx35BvV2ZmbjxEWhE/yqHoPW3SEl33S2cXhkzmqvsNlG0jrTiZX7t//oUsuGVFdrQbWQn7/2Nrad8yb929PPfWHTZsWNTVdMHq0KtsQtu+++OLCsWMvGTfQ+0iwODussvL1c+cu37fvsd27n9q9+xWTJ6uynZWm2U8OdzMXNgzPsTimP78qz6+qKL63o9HvcC9HjRWp/uhxFoWdvHlhlStZ8zVz6KaTxhpwN0G2yHIFg8FkMomXkA0bN//5Lw+94srLLrpoPoCcF15Yc+FF81eseP7SZUvS6bQmYt7z1W91dnbfeMM1P/7JL+bMnvk37377qSwtogHRaGzfvv1+v3/y5InqDJiWJwsEguk0ffidOqrR0RWNxRI4bQLR+RLJVEdndzqV9id8sXjS9HUDDRKpxDQO6GA6nUmm0mgGBioRTyJx1j8qisLA+n3J7lhcYDMrnkgKI4VgORLQx6m8ScYTqY6u7kzaAuLFGnXGhD8hWp5IZojfWH09xWJx3XGscuHMIjGbikJQe1d3Ok3Mj95Z/Sm8qqFSfyLJ5jFBAhcqgDSfm1FcyxqUSrVtQHuAsTK8TImnpWionKgbEqBkJAYchy60d0oYGakvmdHvn6Y4a0Vd0jyD7U+m4k4tJOHE4glk1DhIKpkSpBHYXjpJIdG0lqjkUAsNKZlM65FEGgy7YUb1i3dahgKlJWX40D4tZaoTxzl60jwMDvobiyONXL68Remm2GdKky1UGReZTOlLxpDmGXLx4NQ46KxpomGBZBoDkUikcZlhmUifUHSc/ZJbmi1JcxhRpv6s8Pmpmon24CecP1xOJlHMNLqMcLuvG03JSC2BZApIGM4Fxgp/UrkzRneMiMHfOKHtcu2h2EQ/tM8PHT764pp1o0YNHzliOGrftn1XNBZvaWmdPKl5xPBhe/fsX7Rw3vDhw1asWj3ngun/fvfXb3/1DavXvlxVUTFq1IjOru4HH35i5oyphw4f6e52xLNnz57RerzNd1Z5x62srJw9e/bevXvHjx8/8LBI9kvQdtmWDtLp+Zorjin1qyoIu78WfxX2dlT9CPetwekBG3vV3XSfhT2HnSdiNl554j1hd9NNQbz+8lTnF4OzbGUrW9mKDZPkxZPnAuP89L1f/doDP0JMU3X9b/7+m9NHT1LngNl5GpxenFLzUUpimXY+cnnCu2L7p8HpPar+75a1C3bIquyu2JK7ZfurwelqbdoqP/2ga3D6q8l37HiOQncACYAxADLU6CZAAqARmiwFjIFoRJgIRGCYoJsAMgWeNAIuoXMSMQZgk9VCpgSQGZlGQmd0C+GE6oV8Jeh4gTHkbm4nhYvimpqLOZNpsNYQGC7A536mx3IGgExCnki/xUlvp1XbU3RX67i3PU6E1YqqI/eqvV+mc90pXy2jm2Ur2+m0QIOa8UO17cNq87vVrJ+Sad3+FHFKeofeTPezuDEz3dzlUDmHkV3rldVN+DMT5S1cPY/bFzqe4X4F3LbpFk4OuMERSffXIfFMe5T3eN0yQp6YEDjzzKT+Lgmd88kF73zR5W7uVd2buEmC09EKZzpKHuB0VH81Pz6QHdBmRHxccya5iJGAUUPjVaRZpqMj9HFthtWAG58s2oNcHjvT5XSeqAZn/46DrMGpetjz228NTj102SepKu9BHDxriUYx7sMqKgZlP2tDRcXSCRMu2blz1f79v920aVxTk14TL9sQtHg6vaez89pwODAY7MmaUGjO8OG3TJ36m40bf7Zu3QUjRkxyHUWW7Wwy2+6/BqcqkSZ/Ty0t76vQu9zpjR+AcL4GZx9fmgVhPTCF4QINTgfpNDSuqdOogX1strW3//j/ftHV3T1+/Lhdu3bPmzf7Ex//8E9++qvnVqwaM2ZMZWXkicef2n/g0MGDh0PBwG23vRLr8p1AiroBmKUBsbS2tqlTs2PHWp58cvnRYy1XXHGmtHi3bdvx1FPPAJ6ZNGlCXV3t5ZctVadmNVV4vKra6kqAZ8D2gEjVVFcmE6lg0A9Aq6aqEggZhgvwWEikPYFuRcIhJAbgBxALiQGgBfy+zq4oigIQqmUUqxGfSiMj0pvC6AX4VxkJE1YEahiPo2RdI+A6yZgOBgNRn1kRCacE4soyOHHD1EjzAgE/m1dVoTMCzEMhunYgcFIv8VeUozFX5M3VojMSGeUPVZUR3ZKUIIKESxNJ9EuXhjYzo4iSplMZGZy0pi2GQyG0TUOYui4loweED2FAjN7mIV4vtqDwgJAiE6kUSgAwHAphZDIcanQ84O/o7NIjCbDW5rBXaAYnWoIBIFIYj2Nk9LkAGpjNiKJQiwan0a+KSEhTmjB0aSpi+oH5VUQiuLxDoSCQy1o5L6SZWjabJwxOwJJ+CnT6UkwWwhkJBYNY+qrm2efAyoBUaOAZyGgkHGZfkknN4AwEAt0+s6oigrMTiYToFZYDkgoEfDqMjPifHi5Bpn3chcChCMoVWBmL+SoqwsDsmVGKzaT7FvWor6+ZMmkCUq5dtwEd3H+gs6uru7GxoaXlOIZu0qTmn/7ivlg0dsEF059b+eKc2dOXP/sC7vGG+lqcmgnN3AgFNLShcRLQZSUj9rv7H2ior0uJlKk6S6ytrW3btm133HHHoLwkZ7mbpmlmv6HykE7Do8FpnC4Nzn58D/b8Jdi3BqfqX9joO6wK4m0Pd9POpTG86T1pDNe7ripb2cpWtoG3rVu3Pvzww+9+97sD8mI3uIZJfHzT6PnNs/6y5gn8eazz+MrtL00dNdEcjIffaTYjT4MzD8VU+fxOz/ekPF/s4l+N4jSnoMFp9BivitPYnnjnS9Iq5GXmp/HGF4bt4rBS2RKsovjB1OAEVtG5SvkaCA0C3Tz+qGp6pTJCRCAAP0Smi2fajarhavbn+COkQEXEaWR0p6pbyuYDbqyaTb5UfA/hisabucpAV5BTCEzGdxC5rLuCxK+Wv6rqBQ5BkwKfV6kM0M3nVc1isqnSD3M8kN5fTyU/O05/s1XzpJDdQtO8hL4u25+h71xfDTFX1MiGWerwL9Tuu8kfBQzjH2hmSdnKdu5bcLia/l318hv4b+xdasSd9F/dvcG5uzF7P9I98QAAEABJREFUda5UlfNI6MR0YUVJxMx0qWN/VA3X0sc1cFBMGviQSR1XnS+p+mu5OtnxLMnfVRepTLuwxi8haxMTAiBSzB6pw6rtSdV4C2WAO8RRtuaXR7eqxuuIleLX8HhBN49yN4ZT5nMy84wh2xvgaMMNbNvxB0V3cyLB0VSrqr+cyCsQ2QE3vRprFGtwenU0vZxOb/yJaXDanvhewsrznZkLK8+O3Z7i+xtWBTt2c/EqG+9qcHpjnLD7luTG58JlG3i7b/PmSQ0NS8cNjvv3oM83tbHxxqlTd7S1/W7btoUTJtxaXe2nq5SyDTl7YvfuSCBw0cC6Ms4aFm3H1NbeOG3auiNHlh848JcdO97V0BAZAt+DZTsxc5FLj9am1uB0UUmPBqd3+dIuydHUWKkTbyhPOQXx/Q27n3+9xfcQztfgzPEvna/UXjU4rSGswek1rHLEEvEJE8YDswSyAljld7//k21bPr//2NGjFRXjASPZNAtwkcYDAOdMnTZl+/ad48aO4bvQqRngk0Qi0dHRqc6Y7T9w0Of3dXR0TJs2efOmreqUTQh5GWHgESbDuCWFr4lLWjh5CBMCTCdTBjmBRBA1eZHHDDULM5YQ9GwWhYyKtL8MCgGMpAizZQSQUOlUOulL0bFqxkRBKDnNnMhruxlReJokzowUbmb0qyBKcGohHGdpLqNktACGZdKIs5Bfv8QJI1NlhHCZEb5jJuNkFZYgu0gaZZItMVGHAJxp0yTsJ5glSrPSGUlsWT5cRbr2jJkmRJcyU4p4reUkFkiVDNc0QbIM+yU8UObj4OgFIUTZ7LgBuDSpDElsW0JhZFguSiCCzEPXr+hXSr+Wk/NqKB8QeBk9Qr+kxmakQg4vatSDg3zSL9MFOMl5xaWeYkY2SoYle6JNPapKJgZ2BEWZGWmYAbwTb85pzdzlgJAXywGRseXJRTUyYrJ1UjigqbTQfFMc9owzIMwng6PHn2xUtIE8UYCXwoXFyZXSUnLe9YgR0zXMTF8EcMCxH/2HD+CkA7gdE4sD9/3d/X+dPKl52bJFGCvNKXzt7bcoytAGYrF4JBKOxxPAZVeuWrPwonmIRO3RWKyyoqKupublDVuQ/uabrgEOfRahm7C6urrBQjdVToMz+4Vo538VKtvld2a/7HJfgqoHtNLzJajzqtP6JejV4FQeXqb36I3PPe77is875uluOk/EAk5nfrWqJw1Ou8zgHJp2//33NzY2Llu2TA2IYQ598sknJ0+ePG7cUFREW7VqFR4AS5ee6parsg0pwxvtkSNHhtQq2MJJs0fUNh1uP4bw1x74UWUocvOCq0KBoDqrzdk904en2T7iDc/uWqPU7lr7jHA0jX4xOPP5KAUMmx523SrvTlu3E5b7fCyMz4pfD8oTM9NJsLASyMFBIgdAN9GczhWMJE0TSOQuAg92WnUKBapiKoUzEVlzsUhmriGsSHRzF11BAt0EBqnJUsQYtqjkMXKtAHV0vSTo5miBOg7Q/Wy6SzzNTie6CbQyuZ/vHAAeGl8pbLC1ZIOhEPwE5LV6obDB1lCoj+k3q3SHqn8FfV0e/a3a/026z532DXqwLFvZynYmDOjjBb8gj/PILwhqYsawuhkAPInJoWKmCjZRjNOKq+oL6ZkW4YbriIPitgUeWXUh196AUA5/vTi1Xsu7Ffd4cp8wMi/mvoqOF1hLZBILj21TDTex3s4XyDLHzJMQcV+ktFIy8wi6Gd/t7JbAHIXsoVGcZGK7iI8CW7Vi9GGr0U26sz5EQmdaZhI7oQbcZNW1tAYn988WMjh7CPdyPKs0OEsfVQ87iMsanEPAfrdjx9Lm5lnDB81HQnUodMm4casPHvzj5s3/s3r10vHjR9XUqLINPfv66tUjqqpuHjytkIjff+GoUVdPmvSTNWv+b+3ay5ub55Z9Gp99luVump6VTNdjrZ37rHLT2KXCvRz7q8F52r9M+/vFavUQ7uULVDnxHg3OQfBPC6upqbnr794PfOLxJ56eMWPasqWL4/F4OBwWiIt0PSBAJkUAST3ctm0HXg/u+n/vR2sDgSCWcQKBwCk+5QE6NjePFSnEM7UP5orLlyWTi0QM0jdl8mlwzYVe+5MpYT2aWmYSYZxUIEYxn4lfcUIRA6wsIAxOXMGSGOgUhxJhYTr6OYxBbukgSy+eIICUYkojbSAZMgIjZEY6hqUApIy2IwypuQEBKSoYDBqEuAxRxOTV5SOdNCi6lX7AIcxIEU1SMYOBYNpwxEFZOzFLh8GJOgCWBQMBIGo+0XdkU0X9MelPITEub7IwRe3RlBZKk0x/gIpPSAAMkIKUPtINAW6S4Ig2BAKmMDhFJtJAsoQ0z5b2sy9BaR7bR2/J+sbh6PmpP2krVB3UQ2r64kIANQRRk+ZRB9Tk6MmAoDTAfYYI0pGOKeeFtfh8IcHnggHKY+rBYb9SaTkF+iImgxOVSkZdY9DpC+8CVJSQeEvjJ35psT59tpxr9D0oJxRhU0400VYBjwNCxFT07UuAE80AKiknl430xUydUWtw6nhBatMBjh7BS55xwyAzOM77TvdO1yIdN319+V5G9yNhxy9OVWUF2nzHbTcZYtqLAwLhcEgnqKykQ4WKigiSXbpskXKV+6oqK5VgpRfMmu4Wq84uG9wPE9vWGpzKq6l50hqcqhRf87Qf/SV4md6jN155MEuVI4k4YZUfnx9jFIU9W44K45UXWi1M7zxlyzbUDADn9OnT+wQ4//Ef/3HSpEnvfe971alZR0fHb3/723/6p3/Sfz711FOf+MQnfvrTn44fP3779u2vfOUro9GoN/2f/vSnCy64QJ2I/eQnP/nmN7/57W9/e/78+YcOHfryl7/88MMPX3vttZ/73OcKCHx33XXX29/+9gULFuzcufOd73zn3/3d382ePfv666/fsGFD2dNR2c6oLZ4y71d3fW3Tge31lbWf/OWXP/azu/ccO/Chm96hzmoziribp6zB6e5yLfxVni9uOLvL1e6To+kJq37Eu0e7h3B+GlWQRh9LaXCqbLesonjL84geaPNVC3ezhbwrIJFGkIROAJaRCXT5GN1AJNKMqPYnRXdzKlHM1CFyNwFGti9nDGAGpCTkuZj9AJAJyFMDk8kjAo5aVOajZOZYghYAJmsvF8+0z5C8RVBkHcFLYBVYVkBjAH6w5Cl0e0sHmF0sGbhp2xOEOYPDWXL6OPESO6WO/obSgEBZpnypjG6WrWxn1oA+Trpb7fi4Wn+rmvh5New2QRDXk2kdaCDMCdQQCCLu1o6VqmquCjaqzrUkbtbMo3drTAW4r/31vMEpxnmBSrdxw0TtEqFprqS/2Yop5HoClay9VPkiqvN5FajjPKOBTEwFKO34IwRBI5NV4iA3YdQs4czDSWa6oJvbJXKxiHG+yKksNF7cWR/lFAdwtO1Rzh5oxoCbrHjmcze1EqeRPRZrcNo98Dtx9Ghwujt2bbsUX9N7NIpi+qW7mTuqvPjsk67E7l3v0SiKKX1U+TFGqXhPuGwDZq3RaGsqNXpQSZNYhZna2Hj91Kkbjx5dsXfvd55//l+vuqoMdQ81S1vWS62tl4wZ0zh4jmFxVYyqrr5m8uT1hw49sWfPPc8++/3bbutzlbZsQ8z0Xhav+qaZW740DFXA0TSMXo9ePU5VlFcVlZOLMUqkKYw3io6l4x1ssnR8T+lL5HU+fPO/iM0cXzOXxhocjDMLabziqsv1nxUyIWSFKv2u/2oEpk7NE8oF+KFO2aQBZ1aMAH3JwjanxaKxWDyRFISPoCBAsq7uGDCwlHDyuqMxYFepdEYkKv22MDg1JRKdTSSRIC4il2QiRpk4k0ynUaBgchSbFL+mfElLpFJKVh7wVEUt3bF4Rly5IifaQIai0Ph0FXjzNN1bD7VEY6aQFJ3E4oGWtERmTFuADsmEzGS0BqdmUJridRagXUZkNSVj3AE+E0mt0SBgGzU1DTaJCqOEUdNAClPRaFwPCJotNRInZfMsZ+cc3ahmMlpNEwmkpxilNIYTTRJRUmbUqy7kNvoIK2JM0AYR+6RXZIxeWgrBn9I8amFKvyg7aogwKhmc0mbEMCU1UFM4L6STpghqIuxocCYSWnxBFnuUlbFT/hQGAaMoVWSAxSKx9IUOZrtjMd638qtfN0+SoUwqYvKqMLTkakJq1BqciWRaXv4NYXBy0QzNiEvzgChbQj+Vy4Y6qQjjcuLACqdVPBubmreaSVsiKcprDEOhKbb62jN4HaZO6DLW0GZ/kvUQr8p2EubV0cz5qs3/gjON3r74+qfBqXr6Eiz5xddTWB9La3B6AMY+dDe9YSMbtjxhu2RYbsoews71Z2S/QvV2KDuX8nw1q+g9Qj/ObY95473pe58UOjs7gcYhe0NDA45jx47dt2/fdNkjuXnz5srKSsQcP35827ZtiUSivr5+2rRpst/HPnDgwI4dO2pqapIiFLx///7u7m7O5t3dCxcu3L1798GDB/F8mjhx4ogRI1pbWzdt2tTe3v74448vWbJky5YtqCIUCqGQeDwO4BMAYZrPzihqufjii1taWlA4egHYsoCpiVahAY2NjbqbX/rSl2pra1esWIGUzc3NTz/9NGbYO++88zWvec1rX/taJeRu1W9Dv9asWXPfffdFxKG5jpw3b96MGTOWL19enP7YsWNItnXr1k996lNvectbbr/9dkSiaw888MBtt92myla2M2Z+n3/66ElaevMPH/vex35691cf+OH2I3s/cvO76iprI8FQ0H8Wek+y8zQ4jQK80+oDyyy5+7Xv8InnPcGjfn4V75AtEe5Ng1Pl+JqGV4PTjR8SGpzKJw4en1d1l1EMr+tFEeOcSKpTYhc17QhPPitCd9oz7UZqXtoCZGoMEsBDdL2qu5ZdQcrgSKKbwDtTx1XdlYQnO1fS1S3QzfgOOrwFGgFgEgAGMAbgH9EtRCtrlpGehZcGDWQCIg2LZ1piEhcrO0nspPpiOsCMbqVn2voryQk7+iu17ysEVKZ9T/kGQVGvbGU77wxw45SvqE1vU/u/qsKTlNVJqV2gm7iR7TQnB2CWHSsE3WxSXevoa7ryIm5r6F7PBLCuNdS/rJwt7mpXckIwwpxPUAid0B5guO4qTk2APJESQCanoz0sHNbxPDFLbrbYzzJrl3GNsnO1iPWOERx0H7U8MclwJhnv+MROHiTkaWcc+c/giEFxCs43f0eD06uv6R571uAsraOp+vVEG0QNzsJjSZXNbDgvxn16qrwnqR5Gb7hsA2ZfWb68NhR60wnuQD3tVhkMLh037uUJEw50dHxv1apbpk5dOHZsGeMcUvbcrl1YnL5u8uTBPS9Yz50/cuTNU6Zsb229f/Pm+15++Y7Zs8uXytlktn0iGpzesFmwTFm4v1bSn8wX6GkKK1XqKZnjXPb2BaoHpjBs9ZDGyvrk0072BsIy9PaZVqfJQqGAWbQ1AX2kX9PTtDUYkBv+FU8OxIcSJwbt9GKk02hjUPUAABAASURBVPn62GNRWUE1yqrKiGYBAm1COCmcTqy7VlVWOBqcCV8w4LeIZlGDU4NkQKGQHVAVAOP29i6EdUageJUVYUBcyKLVOi1BExGpqbRA/qqQMc2M3XQTGtHinSZpeRTCJEWVb6TymW5ZrEXQUABg2TCwMYTRHmEfsnlKHKhqUqnQRi3g1hpG7eqKVkTCWoOT8ZGwAJxGWnQlSRmMEzlGk6j0GUfJYa3BCWQRiXV/cRUUa3ACsEQC3fFOXYvbPNYid7+ZMMngJCPTFw4FhfTpByiIWrSUZsDnFxFKAI3EYpERdWk3sIpkVrJFqcGZSOHiBCItI8aMAGJRiNYctW22RIN4tu0wODFloWTdvHiCidE8io+m05VsHsc4lUz5SQblCQ2hZQkKdmJ89HlB6xJsakT7yzXMREU4pM++ftvXDFSUjFGMhIMpnn1eCTgvcglFMnRWCxw3E5ILMuYzqSSaSmMocC6QIGaakUgII6avPXY8edrugrKdOXMUN92jd+erR2VTFX8bnpoG5wl+Y+Z//ZXW4FT9CzsRblidQFh58uYKznE9nXjni9QbPp8/PwHgAS/M/glI7+qrr0bgmWeeOXToUPY5XV1dfe21WBdWwBHb2hwxbSB/QBx7KvmrX/0qwMipU6c+8sgjo0eP/uhHP/qVr3zle9/7Hn76z//8z9mzZ3/oQx969tln165di4kM8OHb3vY2QHeo9OMf/zigR0SuXr16zpw5AAX/53/+5+abb0Z1+PPhhx8GdAqcEim///3vIwx0E2WinAsvvBB5UQWg0/vvv3/v3r2f//znkRegILKjTOCdX/ziFwGdAsh84YUX7rnnngkTJmQbrAmjwSBdcW4S++Y3v/mtb30LiCYaA5j2yJEjqBfjgLC3p0BMv/3tb3d0dHgj7777bi8CCrTyZz/72Wc+8xm0UMeMHDnyTW96E1DPkgAnDPG///3v3/e+991xxx06Bukx/rfeeqtZ3tpZtgGxuoqa/3zTx3/y9O+++Pvvvrxvy4jaYc1No++64W2j6gfN8ddJGp9PDqdEybuvE+4J1yw6Gj2FlcrhpkoVxp9g2CgV1l+MpcJ6x2sunItX/Qrn1meLw1mftJ54h/uiBsMynWRQ1V0u3M3nyWqqmEaQILGXinqakUlJvEnihHYfKVBoacdzhA3I3dxJmmb9NeRFdb9EgIG0y63ELKsXkKYJMENL4hHIbBcuZpwVVUwVtHITGWA1S1WmQ0W3EX6Iblb116vwWGFctdDXZSYmhUwW7qYQOutfwWYf/ona/w1Ve6Wa/B9ldLNsZRs4w+024wdq+8fV5rer5n8mIbtrLdfPqufxxux+mYROMrM3ENGsulClW1TXy5wZjAB3OQBfrJxFzBL3OCYEM0JAlIq/04huxnZSZBfoZvdasjw5He0luokyCWQ+z3mDjrJ3EbOsvUymoxUqOIrTUWw73VnXLnamI+7AGMtJgz6uL1RWmhs4MJWFRtMpLuao0EDrJhjFHE1XR9N9NuW+HnPfU55wrxqcdh6n8wR1N3sKK88u3VMNe1VY8sO5o+dpKKvYnrBrZXRz4A1vKb/auLEuFFrU3KwG1XBZNlVUXDtx4t729vu2bv3QX/7y89e9bvyJbI0t2xk13J5fX7kSn9N3LV6sBtVwqQAOv2TcuM3Hjv10w4Z/fOihaU1Nc0aOLGOcZ405S43FGpzKQSh70OD0hL0cTbMgjZNX46ZOmpMNu5+C/Qw7DJN+627anvDQ1+CMxgj5nKYbzY7F4sWETk1zDIdPj9BPNBpDawGDFcTHYgkgPcIhPlXD+KMjlZV9MFO12CSVNgGSicqlCGJmFBUlLZFEpO5jWmJsoVfqxMDcLCcjZRptrcHpSFFakg9Z7CyDU6iBKby5pzPAO5UrpQlULpdR8wUzwuDMCGSiHPSaApAU27S8Gpy2lqJk4SkNb9uOG1X8aJooJ8XEjnqn7ik1ODOM1++0afraRW1GWrNUpTRXsFNrcLqDI4hmykxrzJXszwzh7oz0yxkfrcGJWiydMa3fb6WRyie+kZOmaHCyEBEfFSlN9DSla6QvX0vzF03RH1WEvX2iVZkSfUqVHQQlGpyIllwEa7XWpr71ZXDtVFbp00BTbd0XnD3LcpqHtCmSX0UdM4XRkL4YKd0vxNi2U6NG9zNyjhwGpzMrOSeXvUsZTsY0dVn16NnSKRJzqSdqph31zXRSKKoiwYmMukkshWNrn/EtoXqCKj+dT8XcL8HsF2IBsqjsIg3OgrCX3+n1Yat0XuNkNTh7/hL0anB6j6o/PM7Wro54ipzoUCjYEKlWnpeBws1PVg9ht8LCjVCqJw3O85rBCQxy8+bN2T9HjBihAc5du3Zt3749Gz9s2DANcG7duhXIoo7EldcTwNnd3X3vvff+6U9/GjVqFP586aWXSia7SQyB22+//V//9V9vueUW4JTABf/93/89kUj8+c9/1slwyX7uc5/T4fe85z04Yh5761vfCgxy1qxZU6ZMATB51113qR6soqICyCICgFqB1KIiFAiQ9bvf/e4XvvCFbLKNGzcuWrRIh3/729++/e1vv+yyy/7pn/4JUKju5oEDB4CMAiUtKB/w7Qc+8IGMPEuyVlWV54Tw5z//ORDW/ru0PXz48Ec+8hHAmZdffnk2ct68eUBhgZWeaUcWZRsw8/l8FYPnGak/VltR/cHr3jJj9OQ3fePDG/ZtQ8yw6oa/v+kdZxnKLnyUQhTzRBicLMTz6ZYNH8czK8MXykgwVB+pOh28zBM7ohY8NxMZvnOjDXWRKsPhaPaUS+V2zpYKO/xOT3f18Fj5AzDQhs+2qtlU3ARmGRAgE1hC90Zq2tEV5EMkaZFBdZRYJoEHU7U9Ka4gxxIZjW2je1gjpDqfo8odMAzEpI4IyzOtjt1HBEJzN4FWAhwlF/N5eqYN1BEUAeTJMi3SqgKNHAI0gLjpbke8k55sn1VVCwUvWS/oxaV8tTj8U7X782SITr1HmUP6Ti9b2c5Bw003+W619W/V9o+pdKuqXkQg00qolr9w6gg0cQ4Bykgxzlbe3Zglott5g+OnyhkU7+xeR+6mr0q1P8u9C1T8PUDKZsO1ErlcCJ0ziIPGd8ksoVTrg8wbnsxNFcAyEYk5Ctk584yj4m90q2q4huBo++PiPbuZMw+ATKS0kuKZdr6gm5s5oflq1YCb7ewEEr5mdgero6/panAWxheFez62RjsSaf3MCtdFKt28A8rgbO3OtaE2XFHwq9VDuPRRlTU4h4rtamk5EotdM3asGgIW8Pkm1NXdMWvWvmj0mT177lm+/J+vvLJR1JvKNugWTSa3t7ePCYcrQqfTc+PJGVboRlRWvnL69IOx2H0bN372iSf+6/rrm+sHwT952U7GskuKDsKUA/HyFiKN4vgT0OA83t0RT6cQEw6F68OV2bzFX539Cff/G7PEc9Oy0Ia6cKWRx+l0n5hW/75AlfvV6eF0WgMrgkL2mXl6HtCCDJVoPJYHI6fPN2wg6LcI4RQCnKaYOh3G66QfLy1ad9Pv8xkSRg6EgYD5hDbIsMWwL2PpsGXaOrHAgiQXKiGkYuR81MK0NDMV8bi6REdTaTKlLi1jUIMTr1Q+/ZP4n/fpWtgSilBqqEMoiZrBZehkrFfCtm6qyRicMMlnulxVwsZGhiNpuGKoPBrSSHH3KoX78ELoMw2NHkj+jK7R59aiPAOCF0BWSOlTanYSs5Vr3e+0mSKgPl2+NE+kRWUQ5L5Pc/RM7QeYg2BaMrpKq4eyLluPofI5GTme+l1ayVBgsJFAs2xxXjnUNmvUzcsoSxpi6EEQL7UKg0Bmq2k458U90ajLRKxymkdA17SpO+rDbcv/AAP29oun2GAhxKVtpYea5xSYqrTQL8NE7qmZ1udILiFmNEx90nlHmT5nuABfMrsolWqYH+imJ6Ml90Afly7qbW1tQztqa6r1xeP9VS/mE7ouuptisVgkEkGWltbjqK6+vsRmta6u7qqqyrxbSTICiq2prhpS3wKW+P71+/2D0irnG7OUBqd54hqcJfiaKu+ZleS3noqE859ZJ3h0NTi9R6X6yeOko20J0md0JLs51jka/Q57th+p7NYluyje28Dz01772tfanv5nr/I3vOEN2gNAQfy73/3ubPpebgngppgF6uvrcZmOGTNmy5Yt3l+zfm6//vWvP/300zU1NfF4vKOjAzXu379/woQJin4eQpMnO27uL774Yh1ob2//1Kc+BfQUxQJ33LNnDwDOgqp18yzZflKQfefOnQ8++CAAWkO2fmTjC+zo0aPPP//897///WAw+K53vesrX/nKj370I8yAaFu2SV5ra2sDElmg0Al8NDt627ZtA1r5oQ996Gtf+xra8Mtf/hKIae8vIg0NDe985zs/9rGPffWrX0U7deLsG2HZzhmbKaaGvA2racyGn9+xrj3WWV85CKuuJ28FiKZ9GjQ4dZjopqzqxpMJVVHt7G+1e+FlqhML93XEnJBI0+s1wrFkgiCrnfMy7w27xxxf0+ohnMM1CzQ43eMgGLAEcjdXkEcVmUAGFcDF+iv4E2CJ8ASSpRL7SLWk0J1JVBKQJzFLIXQCYlRpuoIkg0qcygJ7qF4o3M3VJIYGR5KnpXXygH90ryUlK1hPQqcVI1qZ6RBC5ww6sUT5gFrj21mOhkiBglTOdT3ZthEuzXSrw/+n9n1NNd2mpn5dmWehY+eyle1sN+77raBr6G0fVvu/pabN5Y2MW77+SrLAu19WmXb6lMY92/Uy4U8jzBkDkGegkXsXcMtjQgBKivnEX0d0M3mQN37D9Vxb7HiOYp90V3uYswdQSXxadK7hLIHJh9rAL3PqUDJHYYYJj+W2DMw8yM6ZZwWhTUTGd9KNLTVBU8xeOUeFRhEHTe6nT+zBmDrkmeXqbuaOthNvFPE7vfFGEUeziK+ZkFVahGPJeH1FlW3bJ6672dNRlQwrNyyLg/LcTCX1owxtqAtXZNOczFH1HS7bwNhP1q6NpdPvnz9fDQ2r8PtnDR/+tnnzdrS2/n7z5hnDh79l3ryK4Olh85TtVOzRHTsOdnf/v9mz1dCwkM83qb7+jXPmbDp69Kndu3/wwgsfWrq0fmhvgS2bY4amMWrxP68Sp+E5FseoohijhzTMG5dvPcTHk3EVqcz+aniWO/sf7ufRzn6TSkzCaYNCGwy0wfakLwp787phD4/Tcr0QZT+1JWwNglf+sp2waYlNIQQC2NKUu7TmU0q8sAaVSqbTVLi0bSHwUX4SL4SpjJORKIsmL6bStkvyS5M1SKJeRoA9XYuluZUuLRIvci75L2MLeZAomTD8fJZD3nI5o8IItBz+qFugE68ZikhuObxGSytKZpmpWRpoRoiYQl50WiJAMJ3BCimTpekmSackY0pLZ5riO1c4lBmuF2WE+JhiLWlXwtPtl5Wthe+rqZQmjAp30zR1a9NphyCLgdVkWTkFPt0vJUARogzN4Exvpu67AAAQAElEQVRlkj6hewq3MuVSP/X5kj6aGPyUg/MZehC0S2G/jy2Uc6HPS4Y0SumXLR692AaSLM1UkqTMpLiHdfolipu6xowIr+pzlJFeGC7BTifOEnD1JWTZZsa5tIRwi6FWhh4EjCGZmtKkRDItZ8qXdq89w6Wu9nbdplL3/+nBa15x+apVq+fPm73y+TXNzWNbWo7PmzPz3t/+qbqqcs7smWPGjPzd/X+95aZr1r+8qbqqKhQK7ty9Fxlvu/XGp5evXDB/9r79B8Ph8M9+cR/SoC/79h/o6OhE93fv3nvjDVdv2LRl7uyZW7ftvPyyJejmr+79IwqcMW3y2LGj1ZCxZDJ55513/vrXv/YNhlZ91ruPna/Ema/BafbyZdc/DU4eeYvJGmk8kVDhymxKpVQv4eKj38O5zHE03X1Aqpi7mX3mORtGTFlYNd2IQu6mN703XnDK0mEH3dXhXLzja+i8ZnD2dFnLBhlnN0p/0hfYqFGjNGYJmBN4Ie4iH92RJ5TMLAcPHpw7dy4SfPazn7333nuB9gHmBNiJX4cPH75hwwYlNx4ARU2dDLqfgkA0jx07BsQRt8Tb3vY2vc9C79/JNi8ljxYky64pZLOj8AULFtxzzz26UwUQ4/Tp048cOaIEj6ytrW1qalIC9H7zm99EDH7du3ev1hAtMGCx48aN070rOVBAK7/zne/oSjEhDhs2rM/tEoFA4B3veAegU2Cc3/3ud2fMmKGECIuBDQ2BraZlO99s5uhJN867/C9rn8Qz45ktL77tWx/9+ts/3TxsjDpbzM7T4Owng9O2+6ej6ZTTQ/xp2kVbvPvVyO6uJb9R9s/qTYV5aVQeLzMbdh6nRWX2ocHpYJyDYAAdu15UgRHU3YztEGRxMSHPjmfF3+wkUqAAM2g44fijgjGMJxSRPCruai1K4hGzHEnOFj3TXsSUHStU5UwhS21UVlSAzC7Ss6jMN5JgA+oFDopIQJhVF9IXJRAODAyQ1IqZ1NWjGOfT9HPLkteTgAVEJBNV++6h7ubo96rmT5XRzbKVbTDN9KvJX1B76tWGN6rR71ej30OCZtdLXDSsXkzuJm752qWEPDEhYB4wfI5n2rorlBlU7U9zY0TFFMKQse2ke/pC4q52JKcjAKL4h1kCKTEVkNs9gUq9mCjqX8HdD8BBqbs5lphl4rAzHQFkDU8mkImZB9MLQFaVUa0PsXCim1u5Q6L2crrSBfgaHOivYj5ZHA1Oz9Mny+nsWYMzF+5dH0WnxKqH6d2ZOyAMzizbks9Ntw0etmWP6bNh79MzV1pu66d+kqryrsQBN3z9PXfgQNg0Zw8fKjIKuAYaI5GFY8e+48ILv/bcc0CtAGJdNWmSvyw1Mtj26M6d7dHo6+fMUUPGakOhOSNHvn/Ros8+/vgv1q+f2tT02tmzQ+5u6bINXbPtYg1OV1+zWIPTLFy+NIw8tzm0vK/FXDxKw5KXaXhWRE+Yu9mPcO6rMNvC3Oorv5oz8s1b6iuyFEczL+wimspdGda6m9ZgaHCW7aQtFAymRA1RswN9fopEYo0oGAzEEkmGTSom4nRSg9OygT/qxACEojE/wlqr0uczI+FQ0jQDAT8gIsSnfGYwEEhptp8Aacxo0derX2rRWpUBv48Zk6lAMCCUYmTMmIazgq244IwaQ0JTI5U0W2MsnsgWYpAUG8D1hmRZDc68jH6/SGySpgk4jeqPtnidJYJouPqaLA3tj8bi0kfSImN+6aPwOxGDsID3gPqYF2OiR0+PmNMv3bwAC3HveFuLXHIwkRirHkF/FAnCoVQKIxZw+qXFO2XYleaV0g2ss0KOxGgoKukOsC+mFu/0R7NNRb9wNh3+pgDDATll4XAQr8chkfrM9iWeTErzOMYp03CaZxhoniHqrciu+8UBkdHT7n9xJpFGJ5Y3f4WCMci6NBzjcl5MoWbqvohTXEuaFzBlXZ16q6ZJOVK5VHTGgHvt4adYPNnnpYuO1tZUbdi4bczokVOnTHz40ae6u7q7urrvfMNtu/fsw8v8d7734/e+5y1/+OODI4Y3rX95Mzq1Z+/+2bNmyNj6qqqrRo8eec/Xvvf//vbdDz38BEp4/oWXorHYooXzu6OxX/z69xh29OWaqy+TyoyFF83dvWf/yJFDS9sL4MirX/1qIDV1dXV9ohKn3Rz1TY1xut9QeUin58vxVDU43TVS/dJd4suupy++/PicBqeycxxN2+6Ru2l4wqFAAHcOwiFfwBPvdUTvplcF8R4uZjbsxBseBqeRbUnuS3XIP0cPHTr00Y9+dN26dTNnzgQoOGXKFB0fjUY/85nPPPbYYxj9Sy65BD9VV1erIWD19fWXXnrpV7/61QsvvBAQ5uTJkxHT0tLyox/9qL29XTu/BVA3a9as++6778CBAz/+8Y813Dhnzhzged///ve7urq84qDagBQePnz40UcfRRaMho5ElgcffPDhhx9GjaNHj/7JT36C8fnLX/5y5ZVXFmRHY374wx+iVcAL0QYM5o033pj99YYbbvjTn/4EfBRNwp9oto7Hnb98+fJp06Zt2rTpqquuKtnZa665RvVsaPZrXvMaHf7f//3fV7ziFThfOHc4cevXr9+xY8evfvUrnL4C57d4pqJ5ra2tQDp/8IMfAFtFkwC4Dvw0VLYzZ8DOcT3jFOM1RQ1hw9vNt9/12e2HdzfVNPz++Ye/8pcf3vn1v7/7zo9dMu1CdVaY+7TLwzXt0rimyudfOmGPZqf3mzPiD3JTLd63zEBe+n6HjdxzzXY5LsoujFduvPKE9R5YtiGWTiJGtyE/jXJKKAh79TVtD3dTqWzJWQ1OlUuvNNI5CIaFfsAPdEK7n3ACkYOUOv6IUKAmCoNKPNMCmQDkWTmbqCegCMCQDdex+QQephAnoCvIVodh2fY44YTgCOYFnoFIO0EdzZqLlL/B8TRbfzUBj/blBEQDDZTrSx2lBie+wqvm05NtxyoiFgFJDzC1/gpinPu/og58W418q5r0RWWU1zHLVrbBNl+lmvBpsrEPfo8UScwGVNVdJITOdTJL+IhEYuKrnMV7NnmEyXwVJHECcYxMJ727c5VquEH8zT6l/MOJbiIZpiNKbGZU+zMOuok5qvtlKv5iHbNztaCb4zjzxHZzPgHkSR+2s7mvAnkzbap6ibLj5JfXCcga2yYpryLpHDioPQgzrqO1qTmapifs1do0PNzNvjU4bW+aSCAUSyUQDvNbL7e66j593O/M0vG5sPLs2FW9x+epqjAcDgTjKTw3DXxvuvGqZHqVjXfRTW+ME3ZfzN34XLhsA2YbjxzZ29l50+TJQ+pDCSt6Y2tqrpk8eeuxY/dt2vS1Z5+dUFc3VTbRlm2wrCuR2N/VNbaqakixaXHdjqyqWjRu3BvmzPnvF174+ooVgMMXjxvnK8PhQ9xc6M+rweldpuxbgzNPd1MwUSc+S3vEMysUTyWQJuwP6BhvGsPz+VcqXqkT0OP08izz4sNBPjfZBjy7s2k86b15h74GZ9lO2mzRz9QUTMDTSgQXLaFy8jf+aAutkWH5y9YJgFoitwhj2pZh8xLTbvecNPqfm1EQTksXIRvJ3IS8SHRG9yghvK8KnKZfyZw6LcPJiDRCHdTlObXSLZWtW27TxYeOy2WU8i3DIiYnKZhG1k+c9lj6nzRVd1PDKp5uSaRpSPd16XZ2ZISlY+eap5zmacKXU53bIO2gMNdnlStEF+ieGmTC4LJJmgepm5HJuKU4ZaBfSrdFOUtEugu2O67SPOfkWvoG19G2LBBZrlRq/kl0z4hymi17F6Tj0jmTLFvlPbnSJJXL6PYoe1Uo5VxGToG6m27YcsvqE9TB9whW4B997Ok33Xlbd3e0srJi9gUzot3RKZMn/OWvj115+SWHjhy57tor/vrXxxYsmCMk2syu3XvnXDCzqpreFGbOnPLzX/yutrbqVTdf96c/P7xk0YXLn13V2FS/d80BgKNTp06sq61taTk+beokYMaAOdHgZ559vqa6CnXV1taoIWOAjRcsWDAo6KZSue9HO8fjLPziK9bgVJ6vM7MkNumm0Xl1WH/rIRx0vzeV50tQlfhCLP0l6NXgVHk7knJHb7zyMD5VQ2WNXam88bZnk5P36I13vBzYJTidhmdrlMpP48YMFiHlBOxf/uVfANr913/91y9/+UuAf1/84hd1POD3973vfcA+k8nkXXfdBZzsXe96lxoa9qlPferPf/5zR0fHHXfcAWiwqakJ+Ouz+K6bMOE///M/x48fj8sRYORf//rXWCz2jW9846WXXgLGg/jPf/7zTz311Lhx4+655x4AlsD5stKVI0aM+PSnPw1oE3AjcErtn/atb30rIMYNGzYsWrTon/7pnwAXYZb73Oc+p4Uqb7rppiy/c8yYMRjDJ598ct++fWPHjgXe6W3w3Llzf/3rXx8/fvyiiy4Ctoo0Ov7222+fOnUqrhPAjXNOeafn3/zN36CPStx8Hz16FCjvrbfeikCBh9s3v/nNSIb78/Wvfz1A6927d6MBAGWvv/56VbZzyOLxOC62s+JtPhwMXTBuGgLvuuq100ZN/M8//Pff/fAz77vmzmWTFwyvHza8rlENZdMjbJ+4Bqf3EZK3i9Z5ptZXVuuYXnbFntEjaqmrrK7Pjy9SQFF977R1O2cVddeJVw66OTgrh/468i8TewkJaK+wGjkAogB4MrFTeFHCyAyOIboZ300kEriFFWdKqt+NV7HNdDtJV5Ax+pwkTXO46t6k0sfIxQTk2fUikQ+gm/RMmyAakW5nZPUCuqxEFtRbMYMwauVMKfkFtgo/AUll+stVqk3t/TKd047+gJrwL2V0s2xlGyqGm3HSF4kg7viYanqVmvBvFNwFEgms0QhwZ4OviqBm+3LuYADM6QuLE9oazgmpw5xSGuQFjEK8I+iZFjHxndwkocQzbWgs0U36m92n6jR3cyUjtaPs5FG6wrZl0qiaQ8gzuplbKJDdTnCOqpzLmSe2la2qv5JbOji9zGTkgJst6622XUJf0zwdGpx1FVX1RnVh/MBqcNZXVHuemFbBr1z36X1Xr+phB7HzgStvBc4+2iH/kXlOGAb//s2bdx0//ps77lBDzMJ+//ja2ltnzdpx/Piz+/ff88wz/3b11Y0VFeUdq4Nlj2zf/tzevZ9culQNMfMLHH791KlbWlqe2LXrS8uX41KZOXy4Wb5UhrR5+Jq2R2uzNEfzJDU4KUEiSiju12WJvL1/gZ7El2lB+rpItVFR6onp0dG0e/sCNfJXq1V+3kH2T4tW/fznPy9wVofIRCKhFxW9hkXFZcuWncQcvnHjxuwaY582Y8YMrIiqEzS0+bnnnuvq6upPYiw2XnnllSfqqTIhXmjFP6qV8ZGVqGPw7pSi+9BkOk0wLSXeZdEe7T+WDlsNgkZIIBkzdLiaoKtZm85j0zqjLe5eNYaBQhMARUX5ko5JE0kUTN+nDEtGpElqt6UW1m/4jqq0lQjecAAAEABJREFUf9d0PJG0NAsww8T0isuMUgs5oZkEG8wB025vLXFRy34lpHkZZEQ4lRGvtOifP0ENS5NuZon2oa5kKi0uYYn0AjRiRhTi1MLBoW9VSaN4qWfEny3rktGjx1jcLykZBKd5Eq9XZfTomdJxFEDfsPi0kFqQ2hZQ1h1JU4Y9JXsFDPFxSGVNjJ5ugLIlIzuekaFmYs2LZY3cQ6PxE1vzJlEBc+vh1YlxRjKmHj19+7J5fnZW/OUquqgV37bOlcCzz2HXAKduiR5efddgEJAQjcTRkEY6GX1O8zQUm6ZPXV6l4mtULiTFoeDZx8D6dJMkjIHK9DGDAFZ4/3vfpsNNjfy8uvzSxfrPKVMm4tjYSOnrBfMd3/UXzJqWzYtmNzbU3/mGV+s/Z88mp7O5eSwa0DxuzMKL5nkrwmgcO9aKBr/z7W8wh94WJWAucwbPfYVt96jBafSqwWl4eZnZ55pSvX9vepHU/j/7Co7+Yo5m3tEbr7LbXFUu3sqLN4rTFMUb7tHuIV55odXC9MYQRxcwawB4e+yxxwDvXXPNNUD4sj/hLp04kXcjELK2tjaNnGnDjQ7gEIHu7m5bLLvHwXat93rdl4+THJxhw4a97W2cQe699148y3FlzBfzlo+Xg3e+8536TwCfOjBXrGRj8PS9TMwbD/zvzjvv1H8i/I53vMP76yWXXKI8vcBbgm6Vt1httbW1r33ta1tbW1/3utepUnbdddepUxgQba961at0IVVVVd6WFJR8ww036BhMQEBAEX7iiSd++MMfopHeZHZuz451Ln0nZ69Y6xySYsjeet5O5XYenT09xZx5+YyLp45o/shPv/hvv/1GyB/wm/7vvPuzV85a3M8S+jP/nGYrQDTt06DBmdsta+e80eqdR7mwpHGOSoc93E3v0VD9j7f7HXaPhTxOHV9Kg1Nlu1VCg9PziB5oA6aYEF4UQAIjpNoeI2YJgBNYQvKAkC8z9CQZmS4Sm3uJE5BWZRC3qJhKD5PAIEnTXMaUxx8RjGGsAJnd4pm2m9RP0jQbycXMdFCQjzDqC6p6PkERoJsqwzAADBQLiBRtQBpApAQq2lTNQmKce7+k9n9NjfuYGv+PZXSzbGUbWoZbctyHSdbc81nlb1SVF/De91erjmeUWUlQM9Ouul/iFIGPhI7nVXCYoJtHVftz3O5ghsUz7TDOPPE99JVdt4zLmscfJbTJ6Wi/Shyg21t8fLWvJAhKcd8dnDRQEWDU9mfFUfYYmTSO08+2nVTHH1ZVC4XQuZOU0JpFFOPExFW9kD6x7YwacDM0F9Ms4HG68YYn3nnS6edabhXVcJ6S+tdCDU53Z24+Xlhw7Cm+X7qbuU+YgngrF5/3mdPHUfUVY2TjVWEadRbsYDsHrCuZ3H78+IhIZERNTaKzUw0xG1ZRMW/EiDtmzepYs+a+TZtqgsG7li4dWV19Ln27nS2G1VtcKp2JxJLmZjX0rC4cnt7UdNvMmS3R6FN7937x6af/+YorpjY2ljHOIWyaumgWHp14769K5fMyez4qVZLfmeVKlkppFIWNfsSXPjrYZOn4UulVYV4rF2/b+V/EZo6vmUtjDT7GOW/evJkzZ3pjNFiolxO9kY888og6KcOC3mte85pIJNJnymQyuXLlypMAOGEHDx7EumV/ni/onXYzq07EsASNLAG/H2ia9lKKCK5b+vlXIEC+E8JY+uJR3ogCfgqfISUwLTejjxkDPkv7YvX5kNtJ6TqWTPssJKCHSaT1mUimDHpkpcdaxCMjwn4WiCVz+in1mXoRw0yyGRlJbEhiRPokozSP8Rk2zydb+gyUIICfwdIC0jx2xceMGeUzxREvmmrZbLRpGcSGDWTBUNgoLaAT+A0gdH42VveXCKI/LW0A7qi92mYC0oGAjBgzyiDg9pRBNfWIGSSj2jrG5oD79GDqQWBMgA3RI+kTj74BDAgVkxzQR9zP8hwhkmt1pk9GSWm/sjxkmEYPu84jQ2fhJ7q9leHlaWEtPCOmrsU5oVzKE++/pj7vWMlkycm01GjrPiIGeCm6BujRLwNq680ZPHH4m4kz6eyASFOd0fMTCSbfVxpvmABe/W77/VIywFrnekNGsmN5HfZ56Z7KS1fJvKgd6GbBT6FQcOzYUWqo2uC+eXpVNnO+au0CDc7evvjyNTgLvwS9MaqPL8TS333F8X7PA93hhRTxNXsM2/lho0TYWXstGfbwO21v2DmLRvYrVG+HsnO5hrB1dHQA4wSypcSta4HWI/5861vfisdYc3Ozl5L4/PPPf/7zn1eCj2LGaW9v1z4w9Z/iA723bmsYJp1On/oNMHLkSLwuZDKDsEZTbL13atkyrFWpIdLUArv0UmrLFbQN3QGMjR7h5J5jH8kA5lPc1zMI0sdnyHBPoVNtbW3eM6WZu7jH/WebyErECH70hnc+tuG5aJLX5Bd/950pDWOrwpX9zB6Px9VAmt1fDU7bztfO7J+OZulwz3lP01E/v4p3yJYIWz2Enad4zit97xqcTngQLN1JvlTdVQI8PKNC48ndTOwVSbyLRdNurYpMFXRzFyNrLxf/sc8xBhgDkAPACQBHM1EyMqvmEk4gWUrDCTHCCVXz6WkWwEOmk04jKcb5jNCq6giO4su7+kIW0r2JSGf3RtX0ahVsYvrkQYFIO9W+r6rDP1bj/0lN+ORQf7EoW9nOTzNDqvmjnPD3f41Oa4FZdq3nngnMCaljZFJWzKCaZlQmFrLGD9AxNX3YKsKTQBzpmfagSuxRtUs4jXY9zxjgoNxXsYWOsjEdkTXeLD6xdzJxnXiu7niSxM3gKHGUfUy2RMQFyHT3SaDMuiu5T4LNmO7MPOkWpU5meetUjN9KjganV1/TPfaswVlaR1P164k2QBqcPbEw+x9WJfiaBRqcxeGynWl76dCh5/bte8u8eSG/P6GGnBniffTyiRMPd3f/ev36n6xfHwkG33nhhWNra8sY5wDbgc7Op/bsuWz8+KbKSiV7wYeaNVVULB437mh3d8fatQ9v3x7x+QCHz2xqGoJEkLLRbLtYgxNhWXU0e12+zKZXHt3NM6qveWJhpUp9XXr5mnaPYeUNq9J5PfFDQoNTELi8u0xvQDfECiJP2irE+kx2KktDWECrrKzsz8MFa8sn8QzSSopE+vgOaGoFRG2G/l8ugmi2kPdMn4Bbhv5DUA1D/u/TIZ3H0PHEETOKjE/+YdpOAkMSGLn6TdM9SjN8QvekQKZunWlr2CtXiFO/ZTr5cR0il9JygE5pTKBrcTPqWNzOOiy4hFOa+5NRUAsrUW51bDAnhVyjPeOl++L0UdLKWouTEuPjjIxpeipkRqVrsX3uwDtdsEzllGlkz4kO+7JniGdAOefOMDXkZQtWko3UZ8Q9lbZbkKEI79puPzxVyN3jiXEGRV8wzjnm6cZqEjBjw3vWc4PpFkuPvZatC8k2RY+VYRh58bkRGYS3qfIr3Imao7jpHg0Pw9KjsqmKvw170OAsYnCW4nT2+I3Zv6+/nAan811XwNfsNexEuGFVIlzCcb0uIVuYhI1s7VqD003vfJF6w0P88zMSiWBwNR6goSzvr8Fg8Ac/+AGAky996Ut33333f/zHf+j4xYsXay1J/HT55ZfX1dUFRWcimUwCYvGJ9Vn1aQFdLhVTQ8bOJcwMfcEbEl6z6uvrz7HpVb+ZnWMAJ+6+gjOFPirReR3iGpwlLa7SevZXMlfU1tXVRKr6kxFD0Z+ti6fTvIhjrwxOvbdUGUZR2Cgdlv44eZUqjO8hbPQYVsVhu8ew8uxFKuRo9iecW5/N6nEqla3FKorP6nEOguHVonIOj5TEG0v6JoUzDxCEQFvblpNBFR4vriA1TTMtkOdEoWkCJGgj+dJKE05AXvqH3EK2FkX4osRBq+Y47moBdqJMoJvd61XVRSrQROeT6DQSpNtJIQ0O42BQ0XOEg4aiOpS/54vq0I9V8yfUmA+U0c2ylW0Im6HG/T31NXd9ltPIsDtI3ca8EdvKCSG+h/MjuZtANw9ytwQiOfO8yCmCPrF3E4msvpCMTEwdwZGCbu4RKvkyrs91PivT0QSqaaaOihPaDImhFOMcy70RnI4WEPJEmSiQLM/NnHPqXsEj5iikDIwUn9gZwpwDP0BGEUezlAZnLty3BqfK43cWcTpLhZXn+7N0WBWH1YmEVS9hVTKcO9r5fE13yvcimmV0c8AMLydbW1r2d3ZeMWlSYEiCQLhKg+Ko9ubp01ui0d9v3vyL9evxlvXOBQvGD5IM0vlpuCv3tLU9sXPn517ximGVla1DEuD0mybg8KsmTWqJxQCH/2XbNsyi71u4cO7IkWWMcyiasxyZp8FpFy5ZGr0uZXp1Nws1OJ0ynbDqV9juJaz6H7YtLy+z77DtCZ/VGpzFzfBuXVLnvTkYmOnzcQnEJ6iVL21Ywsl08C2fz4HwOGaEx3wazDaVB+AUXqCZcYA0FGJJSoHTHAwR5WSEn6cMlUPanLBgdi4EJ/i0z5AzpbFqeQV18EFL12honE8IoUbGkPQw1KL7pRM4zTNMzVCUxNIXjf/JLeKCfz6Nj7r5dL9Mtxc+w3DAObnOs+2XphoZSeyt0ZCB4h1haOjXAQw5TLnm6YE1HNw4G68cXqkGEn26/WbaGRwZSYlRuhalEU/TZ7oCRC6+yV6RxykJDKcvDoTp09vdJaOhh1ESpLMDomN0jfqCMZxCTJ8+2bnzoruo2b2EPt1++WwtQqohaue6In7tc064z2mBUt7BUWUb8uZ+CWa/EAsQR+cq7OXrL4dB5oeVzmuYJ/glqPr8EvRqcHqPqt88zh6PeZufLE/YraSnsLMZKBfvoLs5rucQNiABS5YsWbly5aRJk3bs2NHYSK27lpaWmpoaTD3RaDQUCuEiqK2tXbNmTTaX+0TJgZT6njc81kul5+RT/JzslPe0qnPFztXLL3uyspHhcLipqeksPX2jG4Z/8c6PfvlPP8Cn+Cdue39tRbUaslYS1+xRg7NUWHl21Kq+d9cO2LFkjYUczT521+YdizU4dYzliRkEAxrhq1Jtj5C7GZ5E5mViF3mTsPanVeUM6m4CqwAk0HgTgYe2J4g6AE4gTfMYU9opdez31O8ky3M3RfWo5Zmkz8m6y5RZpbrXqeRhVX8VQYXOFapyvgqNJKIJq1lIdPP4Q6LKeYwrEYF64qYop/5avojs/bLa/0019Rtq9N+ospWtbEPcAFiO+aAyI2rrBzkhVEwnAIkJAZMMUElMC4FGYpNtj5OojWQdy5W/iRzxxAHOPHVX8COk9SFVMYUesJNHOBvQe7afKStmkqYJZLR7vWq8hdUdf4RkUMxdid0qfVzVXcp9FSi8eqEKjVLRrSp+gNlhgDyr5nBfRddL3IFRexkppwNutjwZZVdQodbmadHgLM3pNAecwdnz0eohnPct3eueX5X9eC0vuJx5O9zV9btNm5aMGTNhCIOFWHurDYWmNzW9fs6cw9HosxS20wsAABAASURBVLt3/2rdOlwzf7t48bD+UW3KduqWtqynd+6si0SmNTX5hypYiIuhMhicVF//qunT2+Lx323c+JetW1OW9ZGlS2cMG1a+VIacZRcZCzQ4CxYiS8SfgAZnUfwJexg6Xd+YJY4evw5WP/mdDvCal94aHBGUQkPzXnrppRdXrZKw2rVz55aNG3V4ybKlBT5sz09r7+iMxZPiFJCAUzweb2vvSKXSWHaOxmIYQMRHfb5UOu33Ea5LW5lEIqEVtaKxuJax9Pl9CRJvOsXXqA/xKC+doYtU8TVISBIlpFOY/Ih3xuPJtvZOOpJljQh36EKSiaSWotTkPr3aTwFOsWzzMsJ0RC0GHZXbIj+Z0k5xMxm6irVEMhP9onNU6mX6YvH48fZOiTfj1MlM69fgjJXRAGcylRLdzQxKi8VibaLpjkK64zGzXTRHTRNtgwlFGy000UNUGpPmAUFk8xKJto5O9kU3z73LUZ2GbzOZdCyeoNtYHxLEtConBjaZTDGjFBKNJ7gNXe4jtIcuak0DzUtSr5MZY7H48TZTuyNGaTIgrBH9ZfMcsETpEUskJWM6HYj7u6Nxn9mh9UTRPPTClhtY6vU5jUHzePbjccqXZtJuk8y2Ttkob6OwZEIEQQGaSgf12ccpEEHNBGpRojBqEt2II02GYqwUBI2Lk2GkQ/m4PFAHLxXbSrKRyag0T4rFFTIE/XeUrdCcb8xSGpxmrxqcpmcl1igV7u0b89SOXg1Ou//cTSfc69HoNezZclQYVl6Y1eV0ZsP20Ngr1Iv9+7//+913371q1aojR4588IMfRMzf/d3ffeYznxk2bNgXvvCFtNjRo0c/+clP9rPAod/lspXtfLCpYuqstbdc+urLpyysrqxqqm1QQ9kKEE37JDU4jeKw3oVkevmdKvurPH3cmN7DJ3u0PGE7L9wDX9MTztPX9IRzuGapNIPz+WnFKYcZnkxSZmwLvT5SIzNFGICMzDEquo1AJtBNpnyWHM2Q6G7S3+xi4UWtI8xJmuYGepp1aJovq6p5RDW6Xiahqu5KlWplZOVcIhydq8kErZqvksdI1qy/RvkqKbOHF4juTQQ2EAO8c89/qGO/U9O/r0a+RZWtbGU7W2zUO5VZoXZ/lnf6hH8Ric0XeMsbAQKZsZ2q6Vbe7B3PkkYJLDO+QyUOcerAzNO5RlXOpB9aAJnxfQ5rnHNUszAyt6p0q2q8meK+3esIoIbHqqjmbi6kw21EVl9Eniimo3QHtTwzHY5gMB1lb2S9QDdTLcwSHGgdF3l+FWtw2k68kY13n3Qljh6OptcvULEG50keVZ9hlXvq5cJZDc5TPar+hJUqf3ANiB3q7Hx0585/u+qq8XV1aggPOK78hkjk8gkT6kKhzz/55LN79/507dp4Ov3hpUuHV1WVRRYHwLqTya+uWHHzzJlLx49XQ9hwMdSEw4vGjRsmnn7+uGXLX7dtS2QyH1+2bObw4dpTnyrbEDFD0xiLNDideKOHGFUUY/SaRpU8Gv0On8TRzn3VuvH9CitPXgnnUEwnjcPX9MTr8OBqcGZt23MvNP+fo7I5Af9/YgcOiUz6uaD/1AFOjMyxo0djLn28adiwcDiMOxowz5HDh51EhtHU1KROwbA4fPDgwew0MXrMGJ9gjZ2dne1tbTqyqrr65F5RamuqTF+0pqqS2oqE6FKISSbTIm9p19VWA7kK+APAyYIBKnGmM+lwKJgmhgf4za6tqRbUDVBWrK62ComDIrZVXVUBpApZhDtIwBvoW2UkTOVLH9DENBKnBSAEMCa1sEbAXRXhMDXItBdZjp7ydUVrqit14niSiXXYcppHSBUAG+rFaxtlIAMBwSYBKXZXVzEjBSWRsaZK4Dqfr9usrIxorce0C3AC3QyHQzoxXi+zzbPYxyqNJnZHY+FQSDQ4iYOm01Yg6De7ujF6KD8YDLBfNW5G28LgkGwqGK3WrcT4hEJBAIRIjNFDYmTBKHVFo7XVVRq/xAWD/upXdAwF/kNQM56IRMKoJRQMYPDRJICWyIgjmycAJ+DOikhI78UjFA2AGUMajVdWhHXzUH6tMwgkeiJMjFOpVDItAqgYpWQoGEzIsas7VlUZ4XkRTVMMSEY0OAE9RsIhDQlrgh1q6Y7FcXKBsEbCQVsuKlxClCOVMHoK/BzXAxovQ53QY4ULyZDOxmLoXUg3D00Vkm4f08fx40CEuzo7u6dNnfjSuk1Avnfs3HP7q28Ejvzb+/6M3l137eVNjQ0Fj9fVa9YtmD8n+6cGzlFOQ33OxY7OglP8xJPPLlgwp76uVg1hQztTvKhCg/IiUUKD0yjW4DR7+crL1+D0cD2dGKMgpuBLsM9w8dHv4Vz2i7uZff4pl1NSFO8+EXuLV568ys7jfeodtbk07nYo9/tzyL8iXnTRRd/+9re7u7srKioaGggk3HPPPQjgTv7whz+MmxOB6urqurq+PVlhntU6lGejS8yyFZg+j0NTNLRs54PhudhUXY/3cjXEze5Ng1PvPFVFSKdt91+DsxSnMz+v99hTfD+OyrMTtqf4EuFCDU7ncVqUvg8NTgfjHATLxFRgGNFNki9bVc0SwgltjxOJJLq5lSQqAAboSeeLhBOCI0ifApAAOEFlVPsz1NgLjiZygKJqBPLsWEnvkYEm1bGKfa1aQP+0RDfnqEAdyzH8hD8BkXauJErqr1ddq4lY0INEgOkR3vVZdfAHauaPBQspW9nKdlbZ8NeQIrnhDUQlMatEJitzOhcicWtXzSH82f60Co5RkQncQpEAkLlYGT5hZM6kE9rEXkKeyKjSqn0VZ57QKNlC0ULHtpgs6W92qmy22MA5p+oi0kOPP8wsqLF7o7KinKPwE7mbF8rMI/sqMDVZcfJK1SBwjPitVEKD0+V09qzBmQvn6aP06+lmDowGp+qhPT0yMj3PSlWotZn7NT++OFy2M2q/ffllAIQzhw0z5Y1FDW1DI+eMHHnXJZeE/P4Ve/f+av3647HY+xctmj1iRKDsY+0M2zO7d0cta3ZTU0UwaA0RLKVXm1Bfj0vFb5oPbd/+5K5d0WTy/y1ZsmjMmIjgAapsQ8Fsu1iD09XX1PElmJf66eH9iswCgJ54/bWoDKNfHM3TFM59FWYXW/PiT5Cj6Vl9LeR3uj75DGtoaHBmDachZBYKdZ0WgikhkCee+PYf7tuYieo16AkjR3102TWRcPi7K59ctWenlUgisnPTtu995BOBkxUL27dv37333vvJ3//CrKF7rUB97c3Dx9968SVHWlv+Y+Oqlp279UL5skj94umzFi9erE7QAHcRtgS4BPjKpjEM2C/DyxWgFH4n85CMTF4wmtXHPJYhKFpGr17iCkjnEls6Pg2ILpMxLTI4rQxpjgyQN8iSkdqWzdbMiNJx8TBN2slC59C8bjG9p1IZ4TISO89mZDjFWgw5F2lRAST700ijcablc/qVzjiAH5snNQrh0mYaE03lwogp/UoxuSGXR0o6IIl1Ros9zrBfhsV22qZiOGVkR0/3zmme7WREvRlSGFFLxmYtlm6GmeaaVbbjiqOXllMgzUtlZPeAIePJ1jMjOpu2UmbGOUdAtuQWdk4HCpd+OTOPZOHIYPSk/SYaY7mDwLOgBwEtJSsX6ytsatpKm1KL4fRIhtftozxnkVtAaxwtunrhhJfRJ5cXiVsLE6edQbCkMZZcFfg8yHhHzE3svQ5tu+/tbRUVkT/+6eHde/a99S2vqaur6er03XDdlQcPHZ4yeeJNN1y9c9ee51a8ACC5trYayO+xYy1d3VFA4A2N9Xv+8FegLVOnTNy3/+DkSRMAvkQqIqtWramprd66ZQeKfc0dt2Dkd+/ZP23q5Pv/8ODb3vJaNYQN4/WDH/zgLW95S1VV1cC/SJTQ4FT5SKeR+wrrhwZn0TedUqW+MU/wSzA/PqfB6VxlfYWN/LBdIl4ZxelVQbzK1910L3HN11R5fE3DjbeUnUs5hM2QXTzejTwjRowoCPTTAHDW19cfOXIEgGjvFzRmzNOiwTmkDPfzOeOhG1dyNBrFBZBKpVTZzk7bvn37Y4899va3v/3cu9eGlrlPOy+umf3alCdCCQanE1+Co2mUzJuXvihs9BivitPYnvj8sJeXaTs7Xgvj+xF2NTWz8bYnXpec1eBUufRKqUH68AzUEmNIHFDx7apmmQNkVs0XV5A7CHDWX00QtuMZEjoRGd9JiKJ2KZEDQBTAKUmr2k4ntIi0E0QOkD3QQCoVUtZdQTQU2ZFSu5/FGgQgzHQbwdG6S5VZSXTTSlMzDwgHjv+fvS8BlKOq0j63ut/+kryshIQs7FtAAgjILrK4gOigMoKAiAuiiBuijjIK6qgzojD4j7vjuAyIow6Ow4CKsoggIISdhCUkZN9e8vL213X/c5e6davqVnV1v71yPuPle1/fqq6t+/S55557MFD60jUid/Ogm2A2RTcJhEkI9FlmvxmW/BKefa/4Apl+ipjuwCtigWuvUax03TBLfPMMbBRZ4/g9gKHH7ffL6OYiEe/c+bjYBL8cux6TFX93Fyvc4peMWMO2X65hu79Y6bpvpVjjWqR+DsD2P8O0E0UgE79kBjfK1M8BEQdtW6K/efxBmHaU6I/vjl9WpXFY+z1SO9PO46y/BifPV4MTIn5mwCExezepQ7burLUZ18HFASzdXKL4qyyiJzlh9NDT3//tv/3tjH32OXbBApgkKHnekfPnv7tSaS2X71q58rYVK7b391+8dOmxCxdOHac59bsCcCj043fcsa9c+hUmCfBh2Gv69HcdfnhLuXz7c8898PLLn//jHy854gh84Ge1ttKjMiEQRDTtGpz2MCWP1tG0hy+DPEu7f701OAM3rx49wsM8S+679UifFH1S1+AcPeBI7Mknn3z88cf3i2VLwa9UPvztG6785U/xzBftscf/XvHpaUG+Sntb29133w11YY899jjzzDNPO+00dTWXL1/+iV/8+I5nn4By6Y2HHfXh93xU6RhVffTRR+v4GmkQ+Y8etp6n1ylFjveuUSgM47KKY3SqQaYz4kdAdK7oYpvYAd+zXBIFFNWG2A33IgK6XChMFrGUqZ+lBpkDKioveiCyD+Um+MtUb9hQHpJ5nPj0eLLoowrMewMl+Y6iWBvuSmSFilfVoZbEu4sDwz6yFCWriORIOUoszqss9o8bMnleTO4Wt5VHIrIemVhBV2SL4u3DDdmQOCOUzbvgmZmLMzA0pM7Xl7Ujgemrhxuq40dZnJe4LOIs1SGJ/iKZsiQrfopuGF0Uf5bUpRaXgsldMU/kwoqrJ9NnPbkOLKhjHsLDw86+vC/4jmUYBH2PxMURq9GW5YUCFTARv/bFLVN5tKAOr+RZF8GTh6d/AZflG6uzEPdabCk6iwMu60PCd8G+YhVieQzSKWC+vMsizRevmH5JP0IyZ1XwilzQGMSuxIZ4d8piz/LqyYswKPJuNee6dmiVJ7mxsRHj0a855YR//4/+rdi4AAAQAElEQVRbPv6RS1fsfGHbtu2PPvYkBjjxNPEUNm/unDmzY9PmrcccfcSMGdN+9/u78YnoG+jfe89FeM59vf34fi3NTdM7pt1z7/2HHHLgsseeRodh0cI91P7b2lofe+ypN5/9WpjYwMu1devW8fqyDTxB7SHa0UfjCUbyMhOeneeMTQZ9qtfgtL28LD30/uwanJDI14SU/M7UloeTnCA6+Gzp2iJG+sT7A4eYrvNR+MTP4BxZYKB0586dAwMDGY81voR9xiWqP6ro7e1Vq0BAITB79uympqauri4gTE7gA7lmzZpJMYl4ckN91/GUGpwx0xJVzLhtZHata/ar3abpI96CK48zUTNM6xa3W3t2raMGp9Yt0z0edxBEzLLvZZFJKQKZD4j0qcZ5Iro5tAVmnCaynTAAidFN1EXkYItMgeoVa9iq6Gb307Km3atE9buuh2SW5xyRr4kRCxHd3CZiFSLkOUsEG/BXRfshIndz5zKxCUY3MQ6Kgw64z77nxPFgZGLdd2DLbbDP12HWmUAgECYvZr4B9v1XeP4q8PuhabH4+CPpekQkgrfuJ8KT+E/kgnPx5dC8QHzJ9L4IA2vlvIoKbP+LrA28UEyhGNwqYpbim+dRaD9YlAHueVaIU5aKhW13PCxSycUitM+IuRfYUySI/w1aD9BJ5/g9NvVwIeJX07TjxdK4fBxmsJm5tMn6mrtgDU7t/UK64sr4BBUnVrk7hNHEv9x7L17x1+69d3vTOBSsrRtNpdIxCxd2tLTMaW//5VNP/Xnlyk3d3W864ICzDzxwwbRppYlaHnJS47+eeOL5zs4PHnnkounTYfIAH4aD5sx595FHzp0y5WePPfb0xo1fv+++57ZsedvBB+8rK4lSmHO8YeVr8rGowSktkWPbEfdMc/aP5GX6uTxQgMBjtVap3XWGQ6ZOnWr4/7v8ynVr1yDB0Oa8efPMx7m/f1gFBTFyYHJjZs2c+dPdd+/pETmji/dc3NraCsND186eXlnvUC3risHaHV3dYq3U/gHUxSKulUp/v6jiiBEhkZwnlsQckjU4vb7+ga6d3Wp9VBT1hrIwJBOJnBVRx9H3VQwDd6GSN/Glgf5B7KyqfuK+xYZD4h3x3WXSoEhblHPyxBGKvQWHNyA7q3fs6xvoKvWoxWPFSqoDgyo7syyLYnqilGYfyNkwYm1YeV5al0Uu5RK1TGVwMlnFsyITNzEwiedrdVZchOt6+/oqQyKRVC48KzJV+8v6KuHp48n291uHJy4O3ibx0cDzKg3oIpeyImYFzxo77OzuxdBguV+soIudzXkx1o2dQebXinCvPHGVO4sb9ss9I+8reX3ygqjjUVUz1YLAoGtwYkhPl9LEy9LXF54Xdvbk4XGZXilimBhOHazg0eHxYSueCplci0FJ3Am+o9wtl5VAxT2VuafiFvWXSqJ8acUX24oNBzxPPAnqXPAduUzbRQU74Iamnii2Pb347DFVJbSvTz8JeCRq0kA2Tjzh6D0XL+zu6cEh9K2dnX19/UccfijqzU2N8+ftjn/iPd1/v70xhNnS0nzssa/EZ6qpuWnm9A78PS8fpC68CD29vce+6pWPPf7UwQft193dM2vm9BdefAkv+dat2/AIV61as2TJATCBgbftiiuuGK9AD+epNTiT6wB5bi/SmmU75jU4k/ma4NAhqvsRhSU4S9d5Cg/nGjv6MD5O4evxAj7Ttll1QkVcZherlD3e6O3bt+O5ewXyGyk2RiBURzKimbsGJ0u+mszX1PXJIK4rxdIjHHLorpancojpttWLcp2RafRcNTitPM6xRqUT+taIWCMeyrY7RAFODE9idBMjCtNPEimVGLNs2R+a5onIwcB66DhBhCi2/B9MO0bGQZeLmMHUY0SyJkYjOl4FpWkieIl/iuUlKyJta+qRUJ4hoqR4ghjIHOqCLf8NM88SMQaMVeCpY6AU46YYhMCQw0tfEqHTQ34DHScCo4FIAmGSY9aboDQVHn+jyMhE9DwtvkNa9oX+VSIpc/qrRdRz6/9B28FiFsXAOuh/SaRXIjofgLaDRHiyZ4WIg2JP/ELY+keRkSnqbi4XWeD4LYSRS/F1JMsAoyjWsD1GhlH/JjI7y1NF/U6RSi6/uDrvkWvYzhKVPgc3iWzRsYWa05NSgzNolW4rdi6m51hTyPSJ1FYxMcLqLeTQQ9sHidm7ENHBqbtbyFQiHOI67Fo+5hgDR9Cue+CB/WfOPOuAAyaXx4pH21wuH7LbbvOnTJnS2HjLk0+u2Lr1Ww8//PjGje9auvSIefOaqJTMiAJHga+56662hobLjzlm0o0DYBRzz+nTL166dGZr63ceemjltm0/eeyxpzZtuviww45ftGjKxC8UUnCo1MW06pv2q5DyarIFq/ViCou86tZZonXr3NHT6Jxn9o9wiG9r19fkPHYxTL6mHd3cRWKcOHa3avXq/kERjMGr9IEffHNto7gwU4b4jW+5aKpcVJZX/AV77AHDQF9f38tr16oZVitXr/747b+oNDbi1T0Mmj9/4SWqz7R6a3BOaRfp49iqGpwY1po6pU3V4MSzE1zU4MTo2FBjQymowdmk6jgil0UuRQXHLlkpU9V6xCORNThxk4awBmf/QFurrsHZ198vy2qKJQb7BuQ7ylKU3T2l1pYmDLPhJvq7nQkLa2pwYnjPcIw/qQ1lDU5R+1PG6irqyD2vhNuaGpx9feodRTQUdxjU4NRrwIrIbt9AS0uTOgwMvoXvIrkKo2LPaA1OmfQpMnRb1In3Bu+iDg/fXSyWizGVckn8r4SxvSFVg7OpqQGvjyxy2YDvuL2rW9wCXfXTn6JrcOoAp67B2SwOr6mxAd+rvU1d3jJeVXxHFbPEA2traVbz8riswYkdSj1eW2tLvyzeiZsEF0HkOOLh6Rqcg0MigdPU4OwfwIMUV6+tVZ0X3n08vIwanPgn3lx1kBhtVU9CGW8E9+XVwwCnuwYn3mFTg1MdnqrBOTRUpWobnuU+e++J5NRTTsD21ScdZ15qbm6eNw//RZbG3H3unNgeDth/H8NPefXxsVf32nNC1/Y2aJCAcUK0BmfCK7RzNFM8vmgNzrgnaCsAkJNDpp6rBqexc0lerY+2gk4OIecQsalWDU5zOBD4opPJISIQCARCjXDGNY3i88js19GpwQm5Z8JmthCbCQupM2Qj3K676cf6BLqOdCoe1uAMIp3jW4MTB/39blE1s+dZKLVC7wrYcb8oazflaEEwVIlhSFYW4Ul8CSORGCHAACRGHTAIuuMBIU45QiwOieHJ8kzY+YQIgva/LBah3X63WIS2dV+R4jm4EfrXibyrzj+KhM6WfUQeFUY4sHP7EWLFSBET7RMBToxwLPklTD8ZCARCAYDjbTNOhUP/B559j0j1xngkfsb7VkH3MhHU3P4X8W3jtYjvB/yi2PmoKLG540G5lnWDWMy260ERBxXfJ/fBzr+JRPD+lWIdbPy+ajsEOu8VhTkxYIlfRNvvFVthcFR8HT0OjbNFO7BB5INOWSrqCnc9IpJEsU/nenEMrARjDuErpdbg9DJqcLrraEIOZcxqcLJoVBVq4raDG86OVWcUcu7ghFHCp373u+2Dgx868sipkzPGg8Ods9vbP3rccQumTfvRo48+uWnT/zz77N/WrTv34IPftmTJgo6OMqVyjhB+8sgjz2/f/rYDDlg8YwZMQuCYHT7k5x1yyLwpU7770EMPvPzyXS+++OTGjWfuv/9Fhx22z8yZjaVxMBYEAc4TNTiDDAoVm0xdki7sH6vHyat4nSPPna06ubh3mbMGp83Bva3RTXRTX4EJiRHxfwcHB2+44YY/rH+pe+n+apdtO3v++Nlr29unXP2db1627E9MziPe8ucHL1h4wGGHHQZ14ZFHHvnzvff+ef6UyjRZ5qDkXbjPKy4774L169df9N3rL7jrv9Vvmd3uf3LfKdOPOeYYqBEml04USayIYpnIMdTEZbBQcZBFH0WkW+bheUx0rlRECiNeBJHQx0VKpO4s6oiJZL6hQdxQ1xRT5RWxsy+qeIo/1fuKlM4KN+8i6mAOllSdS09ld8mqZDJ/0VdQuYyCVXyV+ScOb3BIfia5rJsJMh4pqoYOyncRBSfl4entKkJXHw1fPqn4Xrij0oCnDgO72J3VxSnJmpGD3iATNSfxUnkqm3PIXCVZsDM4L19dHJnqyoYGVVVOJo5TvNeg+IzoExfVL0EdnjxOUTVzQK/4ImOKzK8wdfUG5WmKd8EgsNyQy3eUYVRPHuoQfnWJH7JyP+rGqZxRsWHFD85L3zsuP7pDMrlW1jrF/ePhVfAYK0P2efnq8JhMKh3UZzEk40/yvSpD6lxK8u5Yj5AvD0+UL5VFQ2WyrIzaDspsTnP18OJX5LvI8Lbv+/STexIgWoNT+1CJGpyQ9A1TanAmMzjB5WMOyxPMVYOTpXNepQ84OIDJyAy49kUVB/NDQq8XFPSZJDU4CQQCgVA/YhFNnprBKa2DViKcMTcHqL5tgrNUbuxgGocID+cZ2bmbKRziuj1i69ujt8ovtfI1Y3ysUWoXyzk+93H5o2gAWKM8jiExoLD+JyL26g+A1yRHDQblqEJZiNhB9ORCxCDBuh9JcTDcXIw7lET6pj8kNw96KlGsfd8gRLFzJN+XYkWEWlkr7H2dSNUiEAhFQsdJYtHppy8StXW33amXh9V+zaD8QlDfPAw2/Kf8cugPvnmG5NdrWX5LqG8eJr6sxJiB+TpqCPZTgg0/s76O5BeX+TrCLxn1xSW+ecqylvCJMLaQflOYo8mjNTXV+COz5vcwdw1Onq8GJ1h+ZnUO1izd4fLUupuZ2ZmqtVxHzsOJP3GdMJrY0NX1uxdfXNTefs6hh8JkRkOp9KYDD5w3depvnnnmjuefX9PZeeMDD9z54osY4zxjn312a2+nZUiHiZ39/f++bFkzY//y2oleHCsb+HV60uLFHU1Nv1mxAmPhqzs7f/zoo/esWnXOgQeetf/+Czs6mmSmERDGEno4MlKDk8eHLFl8+JLZQ5l23c16a3DaPHD/8nPm4ty38zJDznPwSV2Dczsf/NHaR2MfJIzn/H35LBgeGhoaPvzhD3/SnpFzEai8w3/+0MfC078Ig4gDd911F9SFpUuXvvGNb7QvJpNYvGjRn679mv3W9913H9QOkT84NNTY1IgBrVJZlMdEjje2qbHc21fCV/EXVWNDgw+DqoImDDHVGaOCoo6jqFvplcviywo5iFqSDaX+AZHayFijzBosyeWL8ZrjSxVdg5OFG5bUhqIVRRyRD+KPVlbySuonWUkmOXpDonAjXl6zoafe3RMchz7KIo+NBzU4xaulgQG5oVcShycqZcp1U0tqhyqXVART5bcxRiDN3rCL2FBmbSLwfDGMqmpw4ruIY5MlSNUp497kFRNXsmSdl7o46ncv7ryxLEpgiovZ1IgfQLF/2UGcuKi+yeS7VORpSV2MSDF8R/yhL2Iz8QAAEABJREFUi/sa8v3GRnFf1IYij1PW+/TkhuE6vY1llcEJMoNTlbeUGw5gN9xQvAtGFuVVEIcXBBLlAZfwu06ei7gUpUFxXvqGljx5VUUGJx5JWSoyuVZ8xWEHjGqKw/DF5qW+frEhukx4PfpK8vD8SqmCT06DzOCUNT6FG4X7xEelobFRJJviht2efMcBTxbhBMKEhx1xjNXgNB6f0pnltUW8QhODjHJQ21atwZnPE7R5dg1Om6e23PoZkMr9yNB0kMvi5noyUKjr6K7J9Sww8Muru7sbrVdNmchcrubaEZS5Lgx27tzZ1tZWpJ/+eKc6OzunT6pqInmAD21LS0uRFhPGO7Vt2za8U/bj98ILL7z00kv48SyXyzA50SNXsS/VOHF45cqVxx57LIwZeN4MztQWrBm1UH127Zi1zneM52hWmV0baeM1OAPTPZ41OPf8vPg3QdD1sAhptC0BAoFQMGDocdYbYeldolLvtJqntBcGcmQ2qMEZrbU5ejU4vYlUg7N6mz3n13IsKdgwSugfGvqXP/959Y4d/3H22c2TfzXXloaG4xYuPHjOnBMWLfqvp57665o1T23e/NV77rnrxRf/7qCDDpk7d/7UqRS7qg8V3//RI488vnHjFUcfPbu9HSY5cCD7FbvvvueMGccvXPiLJ5+8d+XKVdu3f/Ovf/2TfFSO2mOPxR0drQ0N9KiMHcwg42jW4Ex4mjlXGBqWZ5pzW9+P8RweKARepzWiO0HWp8UjvPA978Z/zpfM8Q8HzgEutXP7Txjpd4m9Rd0YkAl0/f39ohBjxcNIHvLBwQqAL6pvDgwMDYpMQZnyKBI1xZKzIvtQpFhi54H+gSGdr+irXeElHRwUdSKHRA6fXxnyMcKJG+Ie+kseDk14MvUTOw+JLUtDQ2pDDAKKxERV9dMThSeH1M0RJSFFbU6RBDgUcN9XBSkHKnInAzIjE+Rouczj9FVdTHl4lTKeWWVIdMZz9EQCInKuA5wiK1FkcA4MlmQRSpGrKd9F7ETQ4OJ4lSGVeilW3NUZk2I+tTxZbMWsSZGPiOclrofaUF3kQZkiiUFFlYKJv3lwQ3Uu8sTxUqsLgoFAXfRU3nSZTImWQmworh52EWc3pO+L2NDHzv2+WG5X1L8UcUfQGcoqA1VsOCAuhTi8oYo6F68iclXxXWT6JchriFesovI1B2Q1U/VUDIqXuLrUqganeBdvAEOkeMVUFAZ11VnePjCPkLhfUscOuH+56ixX5VrFfmQJT3kR+uU1ZOrwRGanfAaAMOGhPT5XDc6kJ+i5OEywGpxWAohpWVxhuXms5SncyuBULbP6jICVmsjAwMlFF130wAMP1LQVfl1ed911V155ZalAC57gt+TPf/7zN73pTc0FKlaBX+5f/OIXP/OZz0zeCFkS+JH87//+75NPPrlIIXa8U1dfffW1114bu1P77bff/fffD5MTeKduv/32ww47bO7cuTVtuMcee8yfPx/GDLGIJq+hBmckv5NBnKscFBbP6dRzYPPzWlpucT+hBy1U5ZH6mhYPI51B3U1u8V19/Y8pRwCBQCgw2id3NtjwIS1aWg1O9apegz2Sl5mWo2mvPQuWB5ur7mZaC04ODg4297mVkTmcFjI5UB7n6AKv6gOrV//fc8+dumjR6w84ACY/8APSUCrNbms7+8ADD5079/bnnvvd888v37z5jytXLtuw4aA5c05evBgDWhjWaqXanDXi2U2bbnnqqUVTp152TEGmreBo7/SWllP23PPAWbPuXLjwtuXLn9y48bENG57bunW/WbNOWLjwxMWL95s5c1pzM4U5xwJMpTd6iZZZA5HJGpw2T2vDPswa1qyP19Fy46saPRcHa1vJrXqc8vdDENe081UmUg3OIo1/jgYaGxsHBitNjY2qACQCOY51ifKNXqmpoQF/hiHHe9ooMzjxi0h1xp9/pVK5UeVW4oaeJzcUnRvK5SaZwYntkCfiVWJNV98XmaBcfOmJjMCGBowRyuKUnn5H7Dwkakx6MoPTkxmc+CANiPKfDbgP3G1Z7LkRo3Niw7I4POyLR4qPpaz9CfhmeAAVzy+JcKDYJwbzGuSJqcMW+uBQU0MjDiaLg8Zwq1g2VUwobxSzScTm4rwaGuRORGlKs6EsuimKrKoAqnqvgbIob8lUPqJ8F4/hBfHKckP9e9LnZXmNZDcUATdBoVH8BhBXqawviLiSfX24kwY5RoU/2EWiJN4IDKbKIqO4YaO6ekxkcDaIe9QYZHDihZJHAnJ+HsaRG/BSVCrqvjQFh6eyUXvL4l3ED2kulrgpywRT3FZ05iJnd7A8FD4JZf0uIOKm4lKXpEPhiamQ0CBygEVnfDyw7S31Y8tgEM+lV28ogtPieWhoFBmccg8Y3MR3KZcHZAeuzktuKG5HudrH1vmDXFlJLpExA8CE05x7JFObH9EanNbKtJYHF63BGff4ojU4PR4bBWUs6f05ef42tQansXMZOnfrxiJmczsfhVv5oGpGbaKP9kJHaEn1iYrW1laMftX6qevu7v7+97//8Y9/vLGxEYoC/Bp98sknP/KRj0ydOhWKgp6enq997Wt4p5qamqAoQFu4evXqyy67bMGCBVAU9Pb2YoDzYx/7WJHi6/g7b8eOHeedd96SJbUltLl/JYwegtFYZwanykdROud11eAEZw3O1JmzabrVgjXjNU1P5b7h2pxGcjrtepw8wVWtTcuM6/7jXIOTQCAQCGMC4Sul1uBksRqcOeqj8DwzZEe4BiekvG8ePVl309LVJYq/GtWTnDCyWN/V9e2HHurs6/vwscc2FGskGh+bvWbMeOfSpa9asOCO5577/QsvvLhtG0ZzH16z5n+XLz9+0aIz9t77gNmzGws0q3VU0dXX97NlyzD4943XvnZmaysUCPiozJs69dwlS145b94fXnjhzhdeeGrjxsfXrVu2fj3G/o/eYw98VJbOm9cuxtbpl/togvNEDU6pcB6vwWm3Ug+8QrB0sHTlLQLL8EDr5xFP06kDuDzQ2nI09eiu9kBjNTh1XFPU4DQcxs9srlq1Ks+Kd3jkOFIK9WL79u0mSy8DAwMDUC9w287Ozjw9cSARageGnris1yirY4qgtCqp6cvYl2hVeUbxH/mn7Oar8HUgqj+lrjbhlbCnyPHj8k9f/lfF6331Jr6n31GWadRvhu8s9uebJ9a8L5dlHdXBBEcmKkr6uuQkaImjBPqYKxjqEy+pw1aDIepdmPyPfEw9rs/Fr6hzln3k9y2v6M6hqK4ND09WlQQVNS/1NfD1YeuBF8nFB06+Fmwoz1BuYk7c11x8cvSFZXLMxrxU8bl+Sd2v4CIz3YeB+oWrj9YP7pezs4xv6p4gJiXwyE0M7ghwcysheBdFwByY6hDeI2sn5slRz4kscqqvBOfqeROHx4OsU3U7sp/brds6V65cvXHT5pNOfNXf/vZ45/YdeEgHHLDvXnsufPhvj23r3N7e1nbUKw+Tl9HH8O3g4JBYsFekh7I1a9bPnz9XZUWrQDJiW+eO++5/cPe5ux2+9BCYPOjr63v00UePPvrocfltEK3Bqf3EINJpPEeo28eEqNcWbDssTzC1BifLoesXbR0gzN20JjO5dH0EYOdlqnxNiORrmj7+LlCDM2MmQvZWMVIAmCeeTmqCgx6/yYK679RYXwQ7WpmIdKqJW468TLC45ZdGuL0tpGwLYLaK6Tx4x6BPaActHtUh0kf4mUndcMjS/SgHy0QzZvI1Q33canASCAQCYaxg1c7U46osbw1OHtk25LH8zqg/adlHSw85AIQ9U/Q4B1692kpUB6NHKq+ArZtLFH+VRfQkJ4wgcCzrjhUrfrNixcdf9arDx3ItkDFES0PDoXPnLu7oOHHx4v9+5pknNmxYs337I+vWPbJ+/S+feurI3Xc/ca+9jl+wYE57e6lAtTxGA4+uXfv/Hnro7AMOOGPffb0ixvkwwL/frFnzp03DR+W2FSv+sno1hv9f2Lr1mU2bMCL+it12e/Wee568ePG8adMKNhVgAkEPR0ZqcCaGKe021JkelLT7V6vByXk0p9PWAWqox6nCqVm6imVCor5mpE8Kr7MG5xguE9TSEplxjtf5tblr9O63336xbae0O+ZPtLfFxUsvvRRy44wzzrD/bEwJvra0NMUO5q1vfSvkw+mnnx5T2lrjE/Fxh63W7JCZM2dg29EglvtWOXO77zYTZEVG8er0aYabRcuamhqMOHvWdMP3mDfH8OkdIv+kQW9YCjYMM23mzgnfZbfZIZ/S3ma/l8L0jilW5xmGz5rRYTpbm8jDUxtOCzeca51Xx9RweXOzHUa/wvOa2WEuyCyLT53SFr5H8J8O9S4t6l1mxTa0dx6+S2v8XRbOn2sOZoa87MHhRTeUf86xLru6egCCT5saWbZdPWJTp9jnFW4403qXxsbghMphZ7U3e0P1LqZzi2WG1I1rL7eY47fvkToV66RazX7UPWqXn7g51uHNkTc6AzNnTMd/ih9/3FH2S0ce8Qr7T5XDrd5OtYsW7ZHc4fTp097wulNhsqG5ufkY14IWMtt51CfP2Z5gag1OOy8z6Qk6Y5NBn7AGZ+2eIEvxBLNrcEJKfidYk5kira2nTH4K1zew+8T7g549ZGVwqnwUTgkpSeDDfdZZZxWpAiLIjxN+mIu0lCvI79+/+7u/K96dOuKII1qLNdMW79S5555bsDuFOPTQQyfBSsI8swZnzLR4EeNhZgO5Oa+aizm6LbjyO3PU4Ext/ZjpZpF4p9IJBAKBUFSYubS11+DMl4WZrJiSf9tRbYMZu36KHvHAY3OEo/mdYLmzhBEEXvCnNmz44G23nbho0XmHHNJWoHWGYsARn46WlmMWLFgyZ87vn3/+4bVrn9y06cVt21Z2dmL7v889N72lZd+ZM49dsOC4hQsx0llm+FlkU3A8WCxpV6jJlPUBH5XOnp633nLLHtOmvWvp0t0mf/XNNOC9bm9sXLLbbvvOmPHKefPuW736yY0bX9i27eWuLoxx/umllzqamxdPm4bP0kmLF++hIp2ctzc1NZdKKkBOT8uwYQJ3xn0agRqcgacJLt1L80BH0DN17cf2KHVr52X6fkZ/a5wW7P6Bp2lcTQKBQCAUEVyOvvLsGpzOzMtkjmaUx7YdwTa9BqfdJnSW7JPQWaKN6TyFh3ONHX10zJZgo6mp6cYbb4RiAX/GX3755VAs4J36wQ9+AMUCfrtdcsklUCw0NjbedNNNUCzgnXr7298OEx/JiGbuGpx6ZqvO7wx7qmxI3ccLe+osySAfJd4yqE13tdzivqUE1i3kPJXrjEwnN/matg6WTiAQCISiQo2optTg5JG8TBbXA8W1ppDZllk1OC19+HU3LUtn9JBXbyG3Li9U5NW0/E4gjBjwwj6ydu1ZP/3p/KlTLz3yyL1nzoRdABiIeuOBBx6/aNFzW7Ys27Bh2fr1GL7a3NOzpadnc3f3g2vW/OCRR7E92CEAABAASURBVDB8tWdHB4Y5Z7S0YARrv1mzZra0NHgehrIaZLwTdjHgo7Jiy5a3/Od/4lfVZa985asWLYJdAE0NDSftuecR8+djCPyx9evxacF23c6dO/v7H12//olNm372+OMLpk7dc/r0uVOmTG9u3n3KlP1mzpw3ZQo+JGXPa5LF5YBQM1RKY7L6pt2m1eCElP5CD3IxvVh/luAsh+5ueZbOk69G8z6tNq7bdTe53UeekMnXtKObbMLU4CQQCATCaCBagzPhFabW4AzbaA3OuCfohVG/Kp5gfg8xtQanzY2dS/KM3E0XNzObILoth4hNtWpwmsOBwP/c5X72EwgEwq6ERFyT83DF2hGowcmdNThTZ9fW2EJmLmYubtfdzFGDk+mVGfQ6B9pIMqrBSSAQCEWH8JVSa3Am8iy92mtwumbXjnANzrT8y2Fw+xLZijojt04zaEcOg5XK71asuOr3v68AfPzYY8/Ybz+2y8TtcLxmVlvbjNbWQ+bOfd2++z6zadNjGzc+v3Ur/tva29s9MPDM5s3PbN1aYqy1XG4pl3drbz9w1qyFHR0YCZ7T1jalsbGloWFocLDCgzpdcvCjqMvb+r6Pcd9/+MMfVmzf/unjj7/wsMPKu0zcjsks3kN22w2D3K/Ze298Qh5Ztw7b5Vu2YFAcH5Xnt23Df3hBWkql5oYGjIgfOHv2omnTMC6OAfKO5mZ8fgYGBmbI56Twj8rIgAdr0oY1OCHM6UwMX1bzIiGH1zni3O1FqpOL68kanL5rW+d+0mtwBjFORtOCCAQCoaiI1uDUPlQQ7zReJCR9Q8/pRToyOMHhY9ZcdzPCU2tw2pylcx7ERy3dka8ZcGZzHrxLrNYmcBNg1eO2St8VanASCATCro5EBifzUnI0AULd5oy5OeTYFsBsFXBIcp7Ko3mZUZ1zd+6mg4PV31WD0+4DLJKvGeMEAoFAKCpiNTh5tKamzu+0RmMjeqLupqsGp8ctm2j5mW4OSQ61cMjg4OTg4jZshfNw4k9cJ4wQtnZ3/3TZshsefLBrYOBzJ598/ite0bjrFRTEwZ02GarEQNTSefO29/Wt3r79uS1bntiw4YXOzq19fQOVCj52fUNDK7ZswQhfe2Pj9Obmac3NGMTCTaYCLNywoa2pqaFUavQ8fBXjoBg0ndbUVJbLhQ1VKlyGsjw5PDRJ48d9g4O/ffbZr9533/LNmz913HEfOuaY1uKuY5wGvHfNMs49U8Yvd/T3r9mxA8OcT8i4OEY6+4eG8F4PDA29vH07Pj/4SMxoa5vW2IjPw25tbe0AizdunNrcLDI7MWre2DintXVmWxuGP5vk524Qw5+cT/ZHZcSghyat3M20GpySB3mWNvdSuOrDEv0DzjN0qIXb+Zch536KnoPXWYOT7CaBQCAUF3a0MrUGp+dleHZhDDLKVZ+wBmeaJ8hzeYI2z67BafPU1prkVIXHWkjhOl8z1E10l2pwOtDd3b18+fKdO3cuWrRowYIFk/dn6+Dg4EsvvbRx48YpU6YceOCB5XIZb/3KlSvXrFnT0tJy8MEHNzc3w2TDhg0bVq9e3dfXN23atP3226+pqQlPasuWLStWrMBX991331mzZsFkQ39//3PPPbd161a8RwsXLpw/f77v+y+88ML69evb2trwTjVOZu8Un7dVq1bhWUydOhXPET9ceHZ77733nDlzJt2Ha2Bg4IknntixYwfIRXePPfZY85lqbW1dsmTJBL1TPLkyLeham6j4LnMSm+UK7hqc496Ca9ZtSg1O3WaebvBqwnRTDU4CgUDYFTCMGpz5LJczg3Mi1ODMM6vX8WpiRQTLsWQTxsm8/fbbr7/++q6urjPPPPOSSy6ZLM4CxmAeX7/+C3fffc+qVfPa2z9/2ml/h+5bQwPsqvBk7Ar/zWpt3Wv69GMWLOjq78cIVmdf37ObN//l5ZfXdXV1Dw7iqxjvxFDWqs5OX/4sLHE+pbl5qvzXVi43eB7GtDAANru1dUFHB7a4z9ZyGR/lAd/HVzGyhYFPFDGkimGtRulE47vjR1WNRlV8H0NcvhwAmghVPzFAu76r69o//vF/nn8eD+UfTz753Uce2b7rRTcN8KbgXZtZLmOEe1FHx5Hz5585MIBxcXxaMDR+76pVK7dtQ46Ry8rQ0Ja+vnXbt1fUeJ7vt8vnBCOabQ0NDbIc7EyMccoFkHdvb8fd4oUt4aNSqXilUpN8KprkY4n/kKhpnSWmMViplCfSozLCCJaJG/EanPa22gMNPdPUFYZG1MfM7hN4nb6b231iHILgbBDX1JxAIBAIBYb2+LJrcGa2MIFqcNo8s2W5eazlKTyca6x1ZvXRVpZg8MMf/vBvf/vb4sWLH3/88X/913+dO3cuTE5s27btP//zPzdv3oyhsp/85CcYEXzssccuvfTSU089FcNpBx100Kc//enSZJsC/IMf/ACHJzo6Ou67777XvOY1l1122dDQ0Oc+9zkM2eKTjJGn73znOzDZsH379t///veVSgVv2bJly773ve+9+OKLn/zkJ0888cRnnnnmla985cc//nGYnMAzuvLKK/EsvvWtbx111FFf+MIX8DZhWHrTpk033ngj3jWYVMAA7ac+9Sl88PAU2tvbMcD56KOP4p065phj8DN14IEHfuYzn4EJCMbiMc4aanCGr+oZrxZnVh/dAoSvJnm9LedpNTjj+ZqcZ9XdtNvUGpwm0glBXNPiVIOTQCAQCgymcjHDGpxBa1u6ZF6mNZfWS9bgtGureHGl1rqbLh7MtOU1VFXJalPyOF2vQpxbKx3YfBzxwAMPfPCDH0SvZ6+99vriF7+It+CKK64Y8RlpAzIFUOVW1lf3EWNmfUND+K97YGBbb+9fV6/+8aOP/nXdOvzd9do99/zMSSctmTt3fKObeKMxToNnWpFPGoZtGkTEbxwW8FShoxbPUzmdqGAE6y0HH7xq+/atPT1rurpe3Lbt5R07egYHd2IEtK9v9datXUNDWzs78RSGZAaeD/rXY1nGpVrlv6n4817mibY0Nqp4Fd5QjB3ObG5uamjAQNeM5maRE8kYnjjqTAZcpzQ14YbIsfN07Il7FGFQPcaSDGjhAeA/EQmr91HBE+hXj8rgIIZ4n9yw4abHHrttxYo+gMNmz/7sySefus8+4xvd5PLk8SArMm5TLpXwipXG61EBUHcT45SoHLb77q/bd991O3du7O7e0NX1Qmcnhjy7BgZ24r/e3tWdndsGBlDB6Lha1lg9KtjgsEmT57XKJ2RKQwPe9NamphZ8choayjLGiZ3bm5owLDqtuRnfC58ovL8N5XJFrnmLH9523LCpCWOfGEGfJp8lfGYyHpVJAKbSG71Eq3SwFEjoLEWBmMIsJZvX3/I459ytQ1reZxjF1NtqbtXalL8fTA1Oy+GmGpwEAoFQdERrcFor01qenasGZ8jtKps2162lwAh5iKk1OAMbmcHlb6cU3eLKl3boEL4tB9u+glWD087pBD3pimDjf//3f6+//vp99tnnH//xH7/97W9jC5MTc+bM+exnP9vZ2XnBBReAfDoxOnjOOedgtGznzp2HH3742972tv333x8mFTC8pAgGbt/85je//e1v7+np2bJlCwYF8XNx/vnn33///RhtgkkFvFM41KL4WWeddffdd//pT3965zvfedFFF7388ssY4Pz7v//7PfbYAyYb1CN39tlnq5RHjONiFPA//uM/mpub3/e+9917772nnXYaTDZgXPP973//lClTQNa5+cUvfvGmN70JlXXr1u23337veMc7Fi9eDBMNMirJeVgXE6xI5wjU4ARXTqc3nBm1YM14TdNTuc+j2STRnM4cNTgjZjyMdFINTgKBQCg6hK+UUYPTj1glRyyTVavB6WpHuAZnzdVWbDsYr7tp97GVkAN36xNjBi0exm9/+9tTTjnl4osvRr5p0yb85bZ27Vr1a41LqJ5+MLpc05Fv7+v7/XPPPb99O0Y/BisVDDhhIGdWayvGOTBeoqKAGN7or1QwLogREYyLiDhHU1OzzPQa4BxjmRiT6+zrw7gm/ntp27bnOjvXdnVhxAUPqKOp6XV77/3mgw7C+Nx9q1fj3hoxxIIBlVIJf89URHEdsWamTB7yG0qlgZ07e0XWmfhxhjpG+PB9mYy8Nom4m0g0xsDYzsFBfHc8Etwb7gpjLLitnMUlTl4FMjEINyAPuxdjaYODuBW+HXYTaWqlkgrHqrfGzafKdDeVqYYvob4df/zjQcr451QZ9qvIl0R4D/c5OKhCOiBX+8QWO5TkqeGhigChfrqgogNMHPdZkQ+z+iXGVHRQvnuDTKzEfxhtmi9LKh41f764mBi72rFje3//xunTMd6EZF1XV1+lgqezdudObPG+4L/u/n6Mg6rnHHciLkipxIOHw5NL1+JLFSmU5C3AS4cHphLyRNROzlwQ11nGO9uamqY1NLTJqCce0lQZEsOb7uF79fUN4dXjvFtegVkyWRCvMJ4kXtUheel6BwamNDfjo4LXpK2xUcXPUN/W07O1t1c8Kv39eHb4kCzfuhXbrf39Q5xjuPfV8+dfuHTptJaWB9esESmMMgDcKM8F3xEvVL8MyoJ8bHq7uvrlETIZcxXB9UoFTwW3ErdAPg949/ExFuFYfH4wSImxW3l91AfcPC2V4FHBnainZUi+nQorcvnIiTWE5T3Cq9GuVgaWR4Wfmq7ubiQge+JLGBf05X2vyDuOzzA+MGpqiHhU5Hk1yIAi/mtQt0DtTcYR1ZM/JJ9MCAa69J2Sj4p6YvE/c9vb8d8rdt+9f3AQw+ErMTre27t+y5aWtja8BRgBxeuMh42Pivgc4X2RZ9fT3a0++0xm+uI18YNHhclHBQPXg8GTg58XjGKK7xb16Mr3xW3LMlyKQWjxqDQ24r1m8hOKFwfvOD5Ch8+de1BHB7fGGSco9Iniw5/MztQ1OG3P0R6+tEY1nVx5kcAyPND6ecTTdOrq5OKeZnaOpu/YFlLyO4GFNTgNnxiTgggEAoEw8ojW4NR+YhDpNJ4jZPqY1hhpIoMTXN6cNzwPMbUGJ6vOg41sHSDM3dR9WEpOZ6S+JucWh0i+ptGpBmcSGImpVCozZ87EO7pkyRIMz0BRgIHAl156CSMxIIM0GNpcvXr1pAtwKuBj/Mc//nHevHltbW1/+MMf9t5775YWdOs8PJ0777xz0gU4QS6M/Ktf/WrDhg0NDQ2HHXbYT3/6009/+tOoY1wTT/PFF1+cjAHOp556auPGjRjL/PGPf4x/YkRz0aJFU6dOVXfqz3/+86QLcKIvOnv27Msuu6y/v//ggw/+yEc+gp8pDGriS7vvvjsOlq1YsWIiBjgTuZh2vqa0CNEcTVu3t01ye1sA82pkW61Dsg+P6xDodl5mmh7P0XT0gZQ+rhqcYJluxiL5mjzKCQQCgVBUDKMGJ49sG/JormfMn+TcGg+NzthN6JCt119tBcDSITqebvexlZD9DE7fAAAQAElEQVSzFH1iYHBwEH9FK9cALx3+qB4aGtqO8UgJ/Pn94IMPrlu3Dnlvby/GIbCtZffw15UrP3THHev6+mAkwFSMRMbLMMjUwlh7Q8ODa9c+vHYtyLugoj6+/N3iyW4sSGdUNxTdWBmvFHdFxfzC4XuI/AYzO+HMjBWIgJMINQWBKxOS0eUGpe6LUX4/EgdgTMWi1EiKzniTm3ty5+pXFgRHBTIkoh4czsJnnocDG2BHp8KLo6KJKsSptpJHqKIlIKPUTEY9WXD6IN99cGCAy/Ahl8lTJj5nLiaG0CryffFPPijjUyo/K/n8JwikK6MH9ah4MoKOAb8pnodxsvU7d/7zvfeKWKw88iGZa6uOSj8MQVSYyUxcDFV6wYiYKippIj3AdHgKgoC32on5ghAXzeQ3yj2ru+MF3ERAIXhI1L3Do8INTQVC83pJrtvG7c7Rm86DgBKPTk0AK/fRDMmZApnq2TbvpR5rLp9PCD44JRnyBHnd8BuDy4M0HwHzeIuny8oA9isVZD6GxoNpkdycK4RzJSHlmcl+Wt64zz7fO/10+VSGZ5eNgYEB1X9MoYcj9VgtxPI1gUG0jmZUB9PfxePbMsudi/bJp0e4/nxn6DxWO9PZJ4XXWYOTlgkiEAiE4sL2BONxzeDnUiSnM+khJvxHdw1O28tL8wTzeYjZNThTWx7JxcziGa3J7+TJ/sAh1kdZ0wnjf04Q7Ny5s1wuq4Vbm5ubVeZZMYD+PP7wnTZtmvoTI4L4J0xO/O53v7v22mtvvvlmPIuurq6mpibllOGfZsxicgGPf/r06RgO3LJlC46toHPVKlfRQWAQt2+Exk3GEtu2bXvPe97zgx/8AI9fKXhrGhsb1Z3CD9fmzZthsmHGjBlf+cpXMAiN54Jnd8cdd+CHyCy0O2XKlFrHxcYIKgYJEDEY0UgnDyOgEePBg9lA4JorZPcZw9YaVXPpVr5mEK2Mz7RNbf2Y6WaReCe3RkgIBAKBUDwMowZnvizMxHxbPkFqcOaZ1WtiUbE5whDJ44SJBPyd1t/f3y5XMQVZQB2jFOgTqT/x9/bKlSuXL1+OvF/m8A1J5N//vPb285cs2Ywb+343BhhkzKwioyD4w0utVqpiS16Q3ShWs5Q5fDsHBnoGBz1Z7lFVl8QY1VS5gqVKuFTPRlnGV7gMHZVk7ppKeRySiaHYijNSyZGVSk9vb1Nzs4lpNZRKeNt8GVJS4b1BOVqB76gWmOVy5+j6luWdw/4NQYBUrbPqy1iOue+ghmNUTChYiBV3UpIhJR1TlJv39/XhbhsbGkDuRMV+KipTVo9c6PCFGkfRQSz5p7qAehXZYHwHZFDNt2JvaihF5Rpid5PGpzYZkBdH/Vjt6+1tb2vDnvrKSM9Lx8BAB2ghCKf5vo4zMJm1WTGjJfLdB+Wr4vTl6rWDlcrOwUG8jxDEbssykqoSXlWcrBlj1bJq46BcshWPaUd/vzhBGSMcClJs1ZVXj4p4OCsVdQeH5Fvg0+LJpU31o9LcPKu5Gfvjs9QsL7K6ZergWZDYqnJP1aOi0mf94PnE6H5TS4sfPCr6dstXB2XoTmRhysmdZVnPksuLXJJPjjhNeRj4Ljx4gHlwg8zd8YJLWtKRRI2SKVEpuRiRwLdAJ1HGzn35YKgPC9i/71UEWj6BJjSqzsUE18EaDazoUClT4XwIHlr1hDA5XUA9Qur6qDve19Mzpb1dXTc/SMr0WHgC5gqzIM5qophD8i9mnhx5wctyGWe1tjM+J/gt4ctUVK5iuvhw4lMUpKvi3WyRCyMvnTNHRSvNfIWqwC8uf+wXOVXxXB24M+7TCNTgDDxNSNHdHugIeqaQ6YGatsYanOqbL9kffN8KiRMIBAKhcOBy9JXr6WLaK4zX4HRmXlqjsk4e23YE2/QanHbL4grLzTNaHuR3snAqUtAajzTso/1SnwyphdmzZ+OPbIxSTJ06FQMwixYtgqIAQ0oY3Xzuued23313/Pm7adMmE+ycRMCH9oknnrjhhht+8Ytf7LfffqjgPXrqqafwNz1+KeAtW7JkCUxCYJDsDRIvv/zyT3/6UxyIWbNmTUdHBz6NeKcw9gmTDatWrdq6des555yD/KWXXsJ79JOf/OTOO+/EM8LRHozjTsYPFzqZ6lOD92vvvffGETH8oli3bt3ixYtxjAzJrFmzYAIiGdFMVNxkaTU4AUx/5crrymQA1rYsfBUgziGH7mp5qh7mYvpWT84hwSFDT63BCaFidLB0AoFAIBQVzLKJTOViahsXy9FMRAFNH6vuZmTtWVvJVXczTTcWLTEDN9qyhJLVQm5dXqjIq5YvaWJREwQYNWlqatq5c6f6E3+FipChLH+IwF/aF1xwgTrmHTt2/P73v8df4DVViD+gtfUjLS0YiPAaGnqHhgZlQEuFN0A+Kp6MVqpalSbowoMFYCGILam2paGhSQbhVKSwIuNJKrfMxCzNn2oVWV+Go9TbIcff3tNnzFDDHirap/ag1vxUgUYVRTORKi7DLSpopDqrcRMvCCmZEI66u3pUJVj203lZsGNXV1dDQ0PyYqoAVbK/iXXyaBsb81c91fY6wGkVvAR15YOolR9c7a1btsyeNSs4y/Dgw/0HwbDkuaifmpqrVXzl+quejCaahXzN5iUZnBuU766uOaptMnq3s6cH71Vjc3MPPipyWVoIrrA6JIwj6rKmKv0xKHraL1MxSzJgqdZZxUelLSjIqh4tJA3qhioxSPBVj4qJuw/JqKEvl2ueNXu2OWVdLFPuYSh4VLxgNdeGINptHhUTE408KtY3QDgAV+1RwVAr7tVM7U0+Fe5HRT0h1qMS7xnkuRquDt7cUD94wNRHSe18y+bNc2bPth8VFqQCmxODlEfFPoow3CuvoVpQWtzKoSFjRFSAU629rO4R7hTvbINM4B7s68NvqvxfR/jl1jD2NXrVnXdU37TbtBqckNJf6CylP0twlkN3tzxL5zzRJ5r3afWEWB+77iaPRjetGpyR6CajGpwEAoFQaERrcLq9QlcNzrC18zs9a0aXrUQ9RBimhxipwRnYxRp4jTmdZmYTqG2NHQW9y8DvhaCP0SHkBAP8XYjxP/Rvjz/++P/7v/+78MILYdICPSj0ctF76evrW7t27R577HHCCSd84QtfuPHGGx955JH+/v4DDjgAJhvuuuuuz33ucx/72Md22203dIfwR//hhx+O8U48I3y8n376abWy6+QCRvtWrly55557YlBz2bJll1xyCZ7dl770pWuuuQbPFwdfJuNKwgcffPC9996r+Hnnnffxj3/8iCOO+OIXv/jAAw9MmTIF79f1118Pkw3bt29/5plnMLS5YsWKhx566Otf/zreL3z85syZ85e//AUHxSZofJ278jXrr8EJkf7aBsX6RPNaam4hc/ZrJtf1MiO6XXczpQYn6EgnBFONA93U3ZSck8EkEAiEAoPzsGp1aJWSSmy+bf4anK7ZtSNcgzMWeYWaeNI+Mh6NHdiKOiO3PjEinejZ4Q/sxx9/HOTNRYcIYwZmiqeYmxwEO1VsgKVHYpzAEEV7Y6OJQ6hzNjEVsP40AbzkS1Bv5mtTLKaCd623d1ZbW7DaKLePB4b3XnVAh4iib1dyvbvpU/exmQ29QCnLBZlAptw1lcuNMpk2vpVp09/XPuDY9p6sVdmcGVXiQRQN0SADh21tbSz6qED0z9F4VCDxqGBccc7EeFTS7j7LflSgzmGsUuJRQTTKNuNRAXNx0t80/qhb3JOZ002yRGva5rHvzKH+fucnaGJBxsFB5esGgb4wpzMxfBn3FuNeJOTwOuvnNXmd6uTiejJH03dt69pPRg3OIMbJKPGEQCAQiopoDU7tQwXxzniVzWgNTpcX6cjgBIePWbMnGOGRGpysdm5mKlp6Rk4nszkP9harxwkQ5nf6lk41OJ346Ec/+uEPfxjjMR/4wAdOP/10mLTo7Ow8//zzMe7S29t71FFHff7zn//gBz/40ksvvfrVr8Zg5w9/+MMZM2bAZANGyO65556//e1v+JF7xSte8dOf/nT+/PkXXHABhtDw1WuvvRbj0zDZsHnzZnzqnnzySTyX9773vW9729sGBgZefPHFE088EWNpN910E0YEYbIBx3pMOmNjYyOGaZuami699NL3ve99+EBeffXVe+21F0w2bNu2De/U8uXLFy9efOWVVx555JGHHHLIc889h3dq0aJFt95669SpU2ECgsUzOBlLydEEiOuK2/1zb8tSubF3aRwiHFI5T+qQ0h+s/sF8bYuL6xT0AWAOXXLGyfUkEAiE4qLGGpw8pQYnd9bg5LEVh7Tti3PQ1mokeGpVFWt+boSDk9uIhUlMSCSuTwzgJT377LMvvvjib33rWwsXLvz+979/xhlnzJs3D0YOJiYaC42ylM5pL9X97oYnQ9ETODCyq8DcBXV3WJAUGA8lujYEelR2JWTcoIkLPTRp5W6ClxjKDP0wpgcibV5LDU6bcytfMx9nbg5O7qfU4MzD66zBScOyBAKBUFzYnqCaI5vM1zRrcjg9O2b3t7jqE9bgzOcJ5vEQ2cDgQJgMwiGjtSYzhZwrVzGq+5FVDuKK4RBsG3AezhXSRykaWfqBVSq+4titq68bX9hr3mIgEAgEQlHwwtqV2LY2NHuyQBGTKy4pBzpcf08VqAQdBzUZKjZXrya57umcKzQmFcUCqxeZOSttHNh6dYsp9xW+CvpVkGtGoSIspl4uzO8ZEDVxyWISCARCkaAsZqMshAdqdccgcKW9ULPmAUDS0hkOlk2EhH2E8bSYkNT9oGBhRAlm7xpub6vcVfWquHByTJ4HwP4VXRFPWM3+ygBMAIt55513fvvb3+7u7j799NPPP//8mTNnJvvs2LHj+OOPf+CBB2paohbPcufOneVyubm5edyDRHhHNm/ePEuuxQrjCrwseD0bGxvpshjgNenp6eEqg3MCXJONGzfOmTNnIjwq+MHEC9La2joRLsumTZtmyyVqYVxRxxdLf3//u971rvPOO+/1r3/9GFxJZTHLrFSTj2kGNA03r0JgH8HKubS9TqN77hWGxthiOrxOw4NtI/5m3McUI7GBjyk5mswhXyx2TT4mgUAgFAnKYqKNnHQ+ZrIGJzg4AGTlZcZ5zpbHOQtfDWcHhzoP5iMDgUAgEIoKFs/gTNbgtJVgxqvF7RxNiwdzYMOeET3J6215gqvWT+RxpvN4G6nBCdFXg5Vpbd23cjoJBAKBUEhIixbU3dRrHljzfqzR1WTuJnOsKZSsrZJdgzM+kzfJwcHByetv0/I7E4pChIObjy9OkQACgUAgjCBUWoZukzU4wdIhocd7sggP+wQcqvL6Wx7nnLt1SMv7DKOe0RqcvhXA5WENTt+3c1d0SyAQCISiQvlorhqcYPmJWZ6gXXczWYPTivqNmFfocR7WTwCL27peoCTOIR/nRuHAIzpEdO7UXZxAIBAIhUUwsxWsWa6ZHNwckhxiUzkhVQAAEABJREFUnGfr8RZy6OoQ4pzZHHLoDg45dNArNkRNOoFAIBAKCWnjdMKFboNKJHaOSFxPq7sJw2nBycFwMBwsHYwebyGNg1MHS7eR9mr2VgQCgUAoGqwhTs25xaXOc+jccv9GlAPPoWtf1ej18XD1oFycOTgQCAQCoahI8+xq4W6PL48OtXuC+H+P6QPXZtNwls0hnMwE1sQml27lZWo7HXCI6IZzWweHTiAQCITCQueXQDCVNFzPJ64Pm7NUHZKcmxmvYM2TVTo4+0R1wyFL51EOlolO06OcxXQCgUAgFBWRWptuznPosbm0aXrIITFLN6nHOfDqdTejOoT2zq62ArZuOFi6jbRXs7ciEAgEQtGQHL60czSlznLocc4zdIAa6nECy6EbziM6OPVR5GQ2CQQCobiIeH8wPp4gy+EJ2rpcrz8ccFUjyxCb2JToY2VSxiY/Zequlid15sr75MqakiElEAiEYoOHOZdgTxPl7rzMND3IU6mPQ5KzDA4ZOuTmjhYss5ymZ3MCgUAgFBVWXmYaZzl0Y78iOZ0JPeSg7VeWXgsHpw45Z/VGdIj1gYgCptU6kJkkEAiEXQPa6bKHKWvj3KmziK649getgc6kPkzOHDmacZ1V0UMnu5qe4GQ8CQQCobiIeH8wPp5gVIeqHqIMcKqgoR5A5bbC7FdTdJZo03RXy3LozG4pwkkgEAhFhjOuGW3D2bIxHSDWR7eguJWjabcMatNdLU9wnpLHyXneupuRFnLoUTNuOIFAIBAKCUeOpraAMZ3bdTcdHHLoddXdtG0iJHj1FmrVIdYHIgqYVus0d5ZAIBB2EajEw0gLubloWRU95CyH7m55rTrE+/AsnUf08GJo3eoTmWDscsoJBAKBUFRU8/ggQweoxxMcvocYZHBCMOvHcHByyMd5BudODnk55aMQCBMWDzzwwHXXXQc1olKpfOYzn9m0aZPzpZtuumnt2rVA2HWgskYsF8rFwa0DJPpAXAdj11z5mnl0MFYvKy+T5dB1VLJmDtkcNOdkMAkEAqHAUHYtkqNp2cQ6626m6Y4WnBwcenQGbjDrFobHFdJ49qvZWxEIBAKhaOChzwTW0Gcy/9LFIYc+EtzOy4RkjmamHozoZugsW7c4q6YDgUAgEAqKah4fZOgAtXiCw/IQweZBBqearVOdg4NDkrMMzpwcQs6rcQJhlHD++edjiE7x+++///jjjx8YGMiz4RNPPDFt2rTe3l7Ijb6+vre85S2PPvoojB/wBJ966ikYORx66KEXX3wx1IjbbrsNL+Ds2bORL1myZNWqVUjuvPPOgw466MUXX2xpabn66quBsOsgkaMpv/lHhUdyOkN7F3KeyiGVQy1cm9lcHEIO+TiteUAgEAhFRo4anJBedzONg45x5uNgzdLNyyGDg5ODiyuk8exXs7ciEAgEQtGQMqxp52UOl/MMHWrhwGrhfDw4EAgEAqGgGBmPL48nyHN5gikcwOJldeDamgbm3tkGxro6z9lCnPNwTpDK75TcD+cRC65DtATCGOLxxx/HCBxG2l75ylfOmzevq6vrwQcfXL9+fUdHB8YI29ra8M/BwcEf//jHe++99ymnnPLyyy9joHRoaGiJxI4dO2699dalS5c+9thjJ5988u6774773LRp00svvYT68uXLX/va1zY2Nv71r39FZe7cuccdd1xzc/NDDz00ZcqUFStW4H5e85rXYNgPj2HRokVHH310qVS66667Wltbn3vuOQysnnrqqbg5foKWLVv2zDPPNDU1vepVr8L94BGigp3xAE466SQ8i3Xr1uFZ4Ku77bYb7mHDhg2//vWvMch62mmn4du97nWvwwPDkGd3dzee6T333FMul9esWYOd8c/77rsPdzhr1qwTTjgBd2IuDh7/5s2bOzs7kS9evBj7497w7P785z/jfjBsiW+Nh/Tss8/iG+HB4K4WLlxoJv319/f/7Gc/u+qqq8wO8Xx/9atf/Uhin332wXe8/PLLX3jhhb322gsIuwLwe97zhE3xQhdKmwqh69wUxlga58Yex/jYtRDMco1wcOho1+L20U/hYQs6X9O3eESHkBMIBAKhqED/yGOesCmelX/piVbofjQv0/NCO2XzjNZlQ72c2454C9a55OHGM1eR4GA01uaTF3hqvu/39PTUFJ3FzrgJ/ryfCDFdPP5eiXHPBMKrgYeBDghdFht4DOpzNO5Hoq4JPrr45QPjCvWoTIRrAhPsstT6xTIwMICfOBhj6CxJdJk8y33yoo6WU/eSA5oubxRc+lhaTLcHarjvu7ntmcbHbIOgre9b/qkPBAKBQCgwtMcnBmUDuxZ4hZ6xa5BllcDyIiHpUcLIe4jlSNJHZsty85wtj3Mrp9N4pKEeHPcEcDwIuxQwYnfttddiDHL16tW33Xbb9ddfj3FBjDtidPOOO+5A5Rvf+AYG8PChnTp1KgYdt23bds011xx66KEofuQjH8H+GH289NJLzz//fIxcVioVtVsM9aEb0N7ejlFM/OK45ZZbMCKIscDf/va3GLZ8z3veg2E/jAi+4x3v+MMf/oABvz333BPDh5/61KduvPHGQw455Etf+hK+15ve9Kaf/OQnzz//PIYAMWD5xS9+8dxzz125cuXNN9/8//7f/8Ng53vf+94PfvCD+++//5YtWzAKi9FZDKN+73vfu+mmmzBIiQeA0Vk8ANzDl7/8ZRXgxJPCAC2GIfGNME75zne+Ez90//qv/4p7w+jsf/7nf+Jx/uM//qNxpe6+++4bbrgB32jfffe9//77f/GLX2A49v3vfz/GIw877DCMqh555JEYuMUjPOecczAMfPXVV+N7qSgvAoOmeGz4dupPdHW+9a1v4Vt85zvfOfDAA1HB64wx3TvvvJMCnLsK7Fim3VrOFrOUcLZswNWr0ppEuXrV7gnDankqj+drqld9i3PLDuZpfZuD9SroVwEceZw+GUwCgUAoLphlE3Ub+JwQ+E2etoNRP9BEK62xV80tnyupMGumbTUezKjlNVZVSWuhRm7P7bUimsWou7lz587ly5cvXbq01kALBkUmSHhGxWjx+ZwgsSK6LDH4Mogx7sEzmHiPCtBlSaDWTxAePI4AvPWtbzVDn2MBZtIeZcwy5KoFS4dEG+/JIjzsw6yt2DBbnpdz7dvmzu+0I5q+zcHqIy6GimvGopsU4yQQCIRiQ/luyhP0In4iWH5i3O+zW8/K+7S57mNtCyPkIZZ5mH/JjF2MckjpI0dRQ25mLdn9gzPXQ9Z2H+1zKt3K5tT9430g8FHH//cbobDYvHnzRRddhDE/kAMHatHUT3ziExh+wyhdb28vhtk2btyIscYzzzxz+/bt2OHv//7v/+mf/gnDmRgsPPvsszFqeN999yHHUCVui0FBDA1+7GMfQ44xPwz4mfeaMWPG/PnzTznlFBTRJbjuuus+//nPYwgT3/3rX/86Bjixz5vf/OZ3v/vdBx100BlnnPHYY4/h+y6XwAAnfjquuOIKjDji5hhQvOSSSzCSevHFFy9ZsgQ3xCjmsmXL8OOGoU2MrWIIE98CY6UYfMVtMSiLccdXvepVM2fOPO2003D/GJhMXg3c/A1veMMFF1yA4UkMnX71q19FBTtjLBOPasGCBaYnBm7f9773NTQ0YNwU5JRMPMjzzjvvmGOOwUuE+kc/+lHsg+8Icu1fjOCaACdeRozU4hVTf77wwgsqhrpw4UKzfzyLF198EQi7CGREk1tRzJB7Oh8lrid5xuxaCGfX1tiCNcu1htmyca7tmtb9hO67uRXRZFakkwEHO6eTB6vS65gogUAgEIoKbllMHsyHDXI641kjjlgmS6/NmaYYb7be2bVZeg6uTjxpT23dvkTxV4G79ck2gxZ/SK9atQp/Qte01dDQ0Be+8IWDDz74LW95y7gHRbq6utBTePDBB+2FYcYFg4ODV111FfopdFkM0HP84Q9/uGPHjg996EOlUgnGFd3d3fPmzVu7dq1y0scRlUrlhhtumDp1Kjrd4x7jxMGKAw888Nlnn631e2DEUd8XS19fH17JMf3Eie95ddeYNTIZ5GjKP6p4kZEczWS+JmRuW5VHPM0U3c3VycV1P3NbP9jWtdpQMr9TxjWZHe8sxGQhAoFAIDigczeVXxn4UHa8UyqQ9A2Tr2oe9QQh9OZq9RCt0dSoXlYTjFRwNoWDQwcwmZdBH2brFpfHDck+zAdudM4tHuamRPr4eqVdIBBGCRh0vPLKKzGWiRwdS4w4glyfFj8wag2oo446CjmG3/7t3/5t7733Rn+4v79/y5Yt9k4wHIhRul/96lfIMbJ4+OGHKx3Dk2nvi64sDlLcddddjzzyCL7LqaeeqnR8C7UT9KDmzJmDvL29Hd8RCfoDHR0dSHbbbTcMKK5Zs6azs/Ohhx5asWIFivimOPCxfv16PCPlHv/tb3/73Oc+h44H/onngv5q7BjMyI7JMcXA5Ny5c/F8sTOGIX/9618rHQOlzc3N9rYYqbVdX3z1m9/85q233oqRVDzOf/iHf8CjwoNU12SvvfbCYzadY4NKe+yxx+tf//oLL7wQr7DK4FSHZCKghOJDZ1iGeZzMs3I3AUIdIK7b2yZ5YlsW2jXdM5hPBMk+nNt5mWl6Fg/tseF2H3D0AQhzMZnFAax8TWbrLNaHQCAQCEWFlaMZeJiK2zU1w5xOSNbdDPI7gZu1ZyHho9p5meFYKo9UT0nTh1FtBVxcwdhHp24j/ipL0Scb8Gbhr3SoEei5NDU1oS+gnAsYb+Ax4JGMe3gGnZTGxka6LDbQ+UKHDr1OPJJx98LUTcEjQUcYxhUYycNPEF4ZPJhxj/syCTyScY/71vfFgqMEMMbQw5QilslYkKIYHe4MdMUhwT0H57GcTpbQIVWPcDv/Mk0PObe5n6Ln4L7v5irsq6KkyT6UwUkgEAgFRnKOrB3FBOU5Sh1SvD9me5EyPhp6efa2UT2HhwiQoqsanGAlgERabuViJvWtO3f0DQ4gb25qnN4yhaWs286Y8XtTdQg5N7Nrw3wUZtXgJBBGDcqfVIFDJErEMNuxxx77vve9z/T54Q9/eOaZZ/793//9k08+iRwfWuXhqCVrFixYgDG8z3zmM6o/Pr0Y70QScw5Rx12paCK+17x589761realVrVR1R5CGp2g80RGM7ctm0bkrVr16JHgW86bdq0Y4455pxzzjHHiQFOs2rNH//4xyVLllx77bXow3//+99X+8fDVseMDgmGMNWnb9myZSqYilydFx4eBjs//OEPK69SeVP2uWC3mHLCCSfgweB7nXbaaffccw9ekH322cdcE9vzmT59OgZQzSQOdOY/+tGP/u53v7v00kt/+tOfYrwTxcceewyvNhB2EagYJERnyHrWurWu2a92a29rzxtCm9VfGcQXWxqbOlramWvbYbRQNb8ThN3s6q8Iu2mOwQ/76Da77ma8p62bCKiV00kgEAiEoqLGGpyWbcpXRw3V1R8AABAASURBVHNrT1f/0CDylsbmjpY2E0MdUeuZ2QIeww5zDNOaW1narF6IZ2cmleQFZEBmkkAgEHYNBMvE1V2D0/ZA7Tb0WNFudgubhXpzU3NHcxtL91hH0AON7V8ewwD+BgiOAZJ5mb7PXadie6/ArbHf5Cq1NJGWQCAQigrl8UGQu6lGVr2YJwhZFgpy1+BEmzUgfD1oadZ2M4+HmHx3GXEJsiqBWRysyUzg1vsHBxXv7x9gLaHuallS55ZucabnIAOP6eocfDKkhLHFV77ylY985CNdXV0Y58No4j/8wz8cdNBBP/vZz7q7u5966qmenh6QeYeLFy++8cYbjzrqqFe84hX9/f1XX301ihs3bjzyyCP333//5G4bGxsPPvjgf/u3fztD4hOf+MQNN9xw3HHHYVAQ44WXXXZZ9lFhuPSb3/zm008/fffdd3/hC19obm7Gg8Q3xWAqHieGDN/+9rfb/VV089vf/vbzzz9vZgTvu+++N9988xNPPPGGN7xh7733xsgiBkqfeeYZFeA0WLhw4Vve8pYLLrgAo5UYkcUjvPzyyzPWTcJY6Ve/+tW5c+di9BTPZb/99sOLhpt88YtfxD1v2bLlHe94x6JFi1Tn3XbbDfkf/vAHk7eKp4bh5J07d+Lx/PM//3NbWxse4cknnwyEXQSR3M2UGpwRDhDmo0C4rdK9UMfIorIvfQP9rKXd6JF8zWotT9Uh1ofzeO4mxiOFtymNbe9A//SW9mifrNauu2nqcQJE8jv9qBlnVIOTQCAQCg1m5Wh6gd2M+H6xGpx2a83JTau4ib6e8sh6B/oCm2XvBxLcNQM32rKEktUC7xscUCeLx4ABTqPbfUyrYOu2kkQx6nHmB5PFJtT0wXEH/uA//fTTxz0NDuTMS3Tf6LLYwEdlzz33RG+XTYC5cqoQzERYzgevBrrP6JxOkMvy+te/fiJ8gibUF0sWmJ21mVaDM40DROtu2q/aOZro68n3gr6BPtbSFutTveU59Ag3eSNgvFpxDNw6Bn1oYeQSrDxOO3LJY1FPqsFJIBAIuyRs39BVgxO4c6Ufy4+zK3Sm1eBUiogtytHLvv5+aG7L6SEmddY/OBDkaLLALmbwwCJKvnbbFj2A6sHcqTONrmqMg5WXGcwPkhFKbVm5OqIYF9vi1VHjxFJX/UWim+Sc+1193fjyXvMWA4EwonjooYf22muvGTNmIN+6dSvG1Y4//nh0ejEouHz5cnw4MWh32GGH9fX1PfLII52dnej4rVq16sQTT0Q/B4OdGFycNWvW0UcfvWnTpscee6y3t3fatGmHHHJIQ0PDn/70p9e+9rUxx2zz5s0PP/wwyBqWGO988sknX3755aamJow14p7xz9mzZ+M7YrQSo5ive93r0IFRZTYwDHneeeedf/75IBetfdWrXoWb42fjOQkk8+bNO+CAAzBGuHLlyiOOOAI/gxiVxPfCk8JALB75Pvvsg5FFPHh8FzwvDHCuWbPm8ccfx52jPjg4iAFR7I9c+Sq4OZ7R+vXr8Vzw2HBzk4WJb4GvorOH74LHv3r16le+8pW4q3Xr1qGC56JewvfCcCzuGc8Id24vcvvnP//5M5/5zB133IE7x0gnng4eBnrU999/P74RnjueNQZxgVB0vLB2JbatDc2e9NU9mYAMJoNZjdvKfBQ1BciM28Y4BGO+Mb62czML1rydO2WGPd+n9nyU5CzX6hwhj0HWRFHHAMEqBdyquynsoLGJPIhZcpOjabi2p/p/Qlc2tCKcTsHxjXoG+4AsJoFAIBQLymI2lhpKgcVkTJtHZdE8U7Xa1EexLJ3hkDm7dt32LdLy+rbdHIEMzjy1NuX/mLLdQQbqbu3Tja0MvdkEj4UzI69C+KpaxcS0iAG5zEOBLSaeO3oH6I/g7/Bxj9DgBUdXCJ2dcT8SvCzobaEzRZfFAK8JerJ4MBMhmIeHsXHjxjlz5oz7AsJ4WdBFxcNoaWmZCJcFxxzwskyET9DE+WJxQlnMMit5Yt0pEAtpyf8orr1IP+I5mtlCNjceaIzbXue6zs1iri1aFo/tjnbT2k/VVYjq9jS1bxjo6zq3iPrcOIKK47RTZhrd93mS29saLkd0wVoJkKv+cvkxwRFD/hCQj0kgEAjFgrKYaB5H0ceUmYyGS39TjJHiW+02dUZ+b9H2CpGzgUE9wyicwJqbb+3e0TcgNm9qaJjRFq6hzxOTZG3FcFv05dGAjmoGUU+pq1Fh4XRKjv/t6qcAJ2FXBwY4P/3pT2OkEAqBm2666eSTT04WExoaGsKQ50knnRSr+kkoJHSAs7FFm1D0ONGmKh9SeaGgzZDO7FQuaBA8NFy71gm+rburb2gAt20uNUxvm2L0YFuHveMQrsAT50Hf/JzLY+jFYwBoLjfiMZgZR8z0iSrKFKpYpjm0cLX24GWuM0T1uK2MbcoJQb7fSwFOAoFAKByUxWwqNaJDKDxPYRg9sWKt5KKH8h1VficEo7GBT2h4WHcz5KGvuL13Z6+YC8uayg3TW6eYvSpE1oCtmbtdTAPjJ27r6VJJnM0NjR0t7WndIMXHjIssjHfywMfkgcUsfICTQCAQdkHoAKdXkgO1IrgZrLznBZ4iU+vHBQFaO1AbcqbyPhMcTP1ODtt6A5slfT29cX2uY4IHgdQ4V/kkRu+Ux4B2rancOKNtitHNAdvc3tZwZSHl0rzKUHKVMONLJ1P4mhV/iItaS2QxCQQCoUhQFtMDT/iYcogVI508GJXVnqA0IJ70MQH0fKEY13HNBFfv4sk1bxU6ha8nXLDmxsYZrVOyPcQM1FCDM8mnY1CzjUcXDszTqlhrmN8Z03U+SrDSgh9GaKkGJ4Ggcc4558QWkp3USCuxWS6XzzjjDCDsUuBhDc7QddPZG6k1OCMzYe35QRbvCJxMNpy8k2Hkd6Jdw2OYHtEdFTf9qpbU5HdaPKJbxpxAIBAIRUWNNTitzMt8WZgdrcZmWWsesDGswckYBlbNjF0cWmV5ZvLamaASaXFWAoFAIOwqCKaF1l2D025d3qjYtqNlCmvNk6M5ih6oPIZIvmaQl2l5oOGqsxHPNNYCRPub9WlrHXgmEAgEwuSB9jGDupv2OGroCQ6rBifY/iZLZILW0AZ+XzlSsCvRskzOQI+oQm1tsu5mhAMPM1WDYwWqwUkg2MAAJxAIhQQLa3DaLWNgnC1VWVNzgBi3625GOFOtVbkThtXyBA9acHLfoedtfZuD9arO6RRXLsgT1RzI8SQQCIRCg1mr5+m13Jm1qh5YviJE/UDuqLuZrMGZVAIrFufg4ODk9beQh0NMAUtJ8l0N3d3dTz/99Pr169va2pYuXdrR0QFjiM2bNz/77LOdnZ3z5s076KCDmpqauFzZ8oknntiyZcuUKVOOOOKI9vZ2GGX09PQ888wzGzdu9H1/5syZhxxySGtrK8hcXtRffPHFcrm87777Llq0aAyqG65evXr58uW9vb2NjY2LJZDgn8uWLcPLNW3atFe84hVTp06FMcRLL730yCOPHHzwwXgR8Jq88MILK1aswDu111577bPPPmNQCHPVqlWPPvqoWju6oaEBH1R8YCqVCh7Vhg0b8NHFWzZjxgzGxmIWH77vmjVr8ArgY4M34vDDD8cHFa8GPif4MCPBW4aXBe8ajDIefPBBPBLz52677YafFyR4rfBhxqPCRwUfmDG4LHjW27dvf+qpp7Zu3Yonvvfee+OzoYzL888/r56WMbsstUG6f0GbVoPTyxzKDHuyCA9fZVZ/NsyW5+Vc+7Zg6WC9muRWFNMd9dSBXarBSSAQCLsglO+WXoOT8WiVTYC4x2fX3UyrwTmyHmKZh3mZzNjFKAerT5xbuZ48losZ6ipCmegD+q3iXPWHqK7imlzbewKBQCAUFDKiyXk0X1NHOple7Z27cjpDDtaMWkjOJKo2oxaSWyX0HBzAmpeUoqtoZUS38zKZb+lhRDOwlT4EU43DbblaPTDoQyAQCITCggcWM5zxGuZ0xufA2pmX7rm3yXm4rpm5Xr5ZtPXoqVVVEhmZObj7VVceZ3KrQmJgYOC3v/3tL37xi1mzZmGME8MS11xzTUtLC4wVMBJz0003YfwDIx9f+cpXMMDZ399/880333HHHXhIa9euPfTQQ6+++urRDqFhTPE73/kOhl4weIbBxdNPP/39738/vikGkPCo5syZgxcKX7riiiswCgujjIcffvjuu+/Gz+9OiQ984ANHH330LyTmz5+Pt+moo4765Cc/CWMFjDRfd911eFM+9rGPXXnllU8++eS//Mu/4J3CzwhG+D74wQ/i4cEo48477/zsZz977rnnIsfnc+HChRjg/M1vfvPd734Xo84Y9z3wwAM//elP41HBKAODrHgFfvCDH+CDilFwfGbwYDCUiM/wF77wBXVZMBp96aWXHnvssaMdWcR4Koa98ZsKDwafmWOOOQaD0LfddttPfvKTBQsWYIwTA5yf+MQnxuCydHd345v+5S9/wSArPhWdnZ2f//zn999//6effvpzn/ucCrKO2WWpDeJ7XpVxZdaIZRDKk38EelaOposnPdCM/UQ8zTS9Jg9UnVxc9xP9fQcH1z7tXE8rrsnseCdNpCUQCISiQuduBnmcto/pJbIwbd/QM15bbF29qCcILi8vjyeY4SGW1QQjCHNZohzC6UpgTWwyOg91FsvRBMMhohvuAzecR3iY02n3kXyX8D8JBAJh14XOsAzzOBlL5GsqHSCu29tanKVsy0J7F/JwliuY+bBhzqWrT1Q3HOI6t/R0DrYO4MjRlDy0lcAcesDJYhIIBEJhYXI0pRUzeZzArFHaaE4nRCKLZls1u9azZubGYpBRHazZu3EOGTo4dbBm4Nq2z9YNB0vP5u5Xg8H2SE7nruFdbt++HcNmr371q9/2trdhNPGss84644wzTj31VBgrHHLIIRiJwZDM448/rpStW7fiIV144YV4JBhrfN3rXvfGN77xyCOPhNHE3LlzL7vsMoyZYRTz/vvvx5jQm970JgzVfP/7399rr72uuuqqHTt2fPnLX7799tvxz+bmZhhNYAToVa96VVtbW1dX10c/+tE//vGPGFX92te+9pGPfOTMM8/EkDBGic4555x9990XRh+Dg4N4EWbOnIknjn8ODQ3913/9F4YYP/OZz+CXww033IB/4uFhhA9GGRhmxggiyAEsjD1jtOzjH/84hpzPO+88jPPhxcHnROUvjiowkvfzn/98+vTpl1xySUdHBwbzVPrmLbfcgu0111yDh/fNb37zl7/8JcYaRzsfGiO+b3nLW5A8//zzGKQ/5ZRT8KZgZPHDH/4wPiFPPPHE5Zdf/vrXv34MLgtGwTHCil8gZ599NkblL7jggrvuumu//fb78Y9/jGHgMb4stUEPZYpYJlMBOjtfE5ilKw4RrrzIUPdCXedNsnh/rce4nWeZqhvOIzo4dR1xTOh5uL1tfD9euCZtrA9lcBIIBEKBkZzmvDNGAAAQAElEQVQja0cxQXmOUocUTzDiRTIW8wTDbSPeX6onmMdDVHXOgjglhBmZWgeL81DJ1l0tT+osrivOtQ6xPqFOIBAIhMIicLlAzyrVPE1XnNfJIclZBocMHRx94rqxa+ktRBSw9LwcIjqBQCAQiopw1iqzZrCyND02lzZNh/jsWsjSa+Hg1AGCGbHRPrYeb+XpR/pAaPBs3VaS2KWMJAY416xZc/zxx2MEa8mSJUcdddS9994LYwgMIu6///52wGPlypX9/f0nnHACHtLRRx99wAEH3HPPPTDKmDZt2qGHHjpr1iwk++yzDx4Aii+//PIzzzyDod/Zs2fvueeeGGTFQBoGb2CUgZE8vCwY4MRY2rZt25BjpArjvhjAw2ty0kknzZgxA6NHMCb4wx/+gHcEg4hqZVGMYz311FOnn346BoN33313vE2rVq3atGkTjD4wgIfn/nd/93cYX8QbhLcGo3pvf/vb1XOyxx57jM01wagzhsA3bNjwzne+E4OI+HBiuBfFxx577LTTTsNrgvcLP0fr16/HawWjDIzHY7i9qanppZdewtgzfoSffvpp/ETjgeFlOe644/Bgxuay4OOBR4JPAh4SXg0k+JHZsWMHxuMx5DnGl6U2aGfMHr50c+7UWURXXPuD1kBnUh8m116nntXq1lkVXbvROfQEZ26dfEwCgUAoMMbSE4zqULeHKFeAieZoKiWiW5zl0F0tS+rc0i0uW6ZzN22d6xX5KMZJIBAIxYWdu+mFPHSn4jmaEM/FtHM002pwAoAzj7NayxOcO/I447ridh3N1Bbcul1303CAeH6n3RqdQCAQCIUEs3I0YzU4Ezmadi5mfE5utRqcwF17gIge2j5I8Oot1KpDvE8iIzNPjuYuZSQx2FAqlVR8Ee8+RokwcgPjinXr1mHARh0SPqgLFy5EBcYKas3VV7/61QsWLHj44YcHBgYw3KiOZOrUqfgqKjD6eOCBB84666xKpYJRtDPPPPPuu+/G6NH06dPxpXK5PHfuXIz2wSgDPyAYNvvNb36DMUWVvgkyfxEvAgbPxHcIAEZhfd/v7e2FUQaG7r773e/iYTz00EPXX389BvMwGo1BNWzxVXyGMQiNAWkYfeADcO+99+LpX3nllfjx+cAHPoCHccQRR2BUD8N4ID9HU6ZMGRwc7OvrgzEB3hSMQ+Ml2nvvvW+//Xb8+OANAvmo4NM7NpcF45eXXnrpRz/60WuuuQbvzrXXXnvyySdjOBOPbf78+TAelyUvwhRInl6DU3BmcXsQk1kKs3qyxLbVW16rDu4+2iGOesTOvE87Nmn1idTdpBqcBAKBQNDjjRk1OCHmbyY9wUjdzcgKQHEFRshD9NRkI3n4aq6QPhVLz+A8g3Mnh7ycpesEAoFAKCxUNol2rcDilg6Q6ANxHZK6bCHRpulgrF5aLmZQYbqariOXNXPI5hDYSsPB4kYnEAgEQiHhytHkzJ2jaSnJPlVacOoQ0V0zcO3ZtcPiYDjk5vl72rmeBQaGQPCmYyBN/Ynhh9GudlkVDQ0N9iGp4pcwJsB4zCc/+UmMV33xi18EGTbDR8IcCUbyMKzFxmTcYenSpRjJu+WWW1asWPHzn/9czPP2ffs2qXzKUQW+y//93/9hDA9vwT333NPZ2fn888/j8eBFwCOxx49UsHNUceSRR5599tmHHHLIhRdeeNFFF9133307d+7Ea4KxNNUByRhcE5DfEhhMfcc73nHGGWecd955559//q233lqSMAeDB4bdxuCyKGzatOmxxx477rjjMAqOHxb7URmzy7Jx48Yf//jHGIzHW/PrX/8aH9pf/vKXeE3wIuCDpPqM8WXJC52QCACp+ZrJXEyXPhLczsuEZI5mpp7NtdOcqVuc5dAjUU/K4CQQCISiI+r9ZXt8+TzBYXmIkId7TB+4nMUTcnBwSHKWwZmTg5vzWjiBQCAQCgsrw3I0eCRfM+A8lUMqh1q4NrO5OIQc8nGWwQkEAoFQVFi1NiFSdzMXt+feVuegrVUtHDI4ODm4ORgOuXn+nrtIDRSViqeyNvH0n3766cWLF8O4YuHChX19feqQMDTy1FNP7b333jDKwHNfvXr11772NQzm/eAHP5gxYwbIpLS2tjYM6akjwUOaNm3aaBfgVMCgFF6HU045BaNW999//5577tnf36+yNjGwh+SAAw6AUQZeE7wOeCQ333wzXpN169Y9+OCDy5Yt6+joWLlypYqiYVgLO4xBAU4D/OZpbW3F24HXB4/hxRdfBJl3u2bNmv322w9GH3i++EA2NTWpP/Hc8dZMnToVr9Vzzz0HMoy3efNm7IbHCWOCu+++G+Oar3zlK5HjsWFQ86WXXgKZ2fnyyy+PzWXBU37hhRfOOuusgw466NRTTz355JPvuusufFSmT5/+zDPPwHhclrzQA4vWEKfkrA7OM3SohQfzU/NxPq481hIIBAKhqKjN48vjCfJcnmAKB8jBy+rATSwTwlULqnMe5blbbs0P4tacIIurvE85yuyrqwCaA4FAIBAKDC7XpAWITBBVI63BWrXh2KuzVTODkjy0MvGtvKr7dLdg7S2bp7Z+xqsQ5GumcD9Ntww7gUAgEIoK9I/0ekGelZfpqdWEPO5H8zU9a/Vam+e0p6HFzLdt3S1Yx5yLgzlOdVn0q7INFJoiK2pPYvzj17/+NYZnHn74YYzQnH766TCGwFgmBsm2bNmCcTu1lub8+fPnzJnzy1/+8q1vfSvGSHbs2PGa17wGRhkYvLzuuuu6urouv/zycrmMb4phmNmzZx9zzDHf+c53Fi1atHXr1nvvvfeNb3zjGATz/vd//3efffbBW7Nq1aq//OUvBx544P77748Rze9///sXXnjh7373O3ywTzrpJBhlYCwK41WnnXaa+vPMM88844wz3v/+9//7v//7rbfeunTp0lKp9Jvf/Obggw/GCwWjjDvvvBPjzfhG+Ijedttt+O5LlizBKNr111//oQ996K9//eu2bdvwTxh94ANw1FFH/eEPf3jFK16BD8xvf/vbSy+9FMPexx9//M9//nNs8fnBI8T7NQaXBWTg8Cc/+QnGFPH64J977bXXkUce+W//9m/vfe97MfCJn6+xuSx4BfBI/vznP8+aNQs/0Q888MDrX//6lpYWfPef/exnhx9++BhflhogZ39Kl8mz3KdYJZS4Lm1TxANN404fc3Ta/B5ohPt+6Jn6fq7xW4BIf7sls0ogEAhFhfIxwcrRhMDbCj1ByLJWYHmRkPQooXaLWc0r1DU47Zbl5tb0o5paZm3r4GAssanyYmYoUw1OAoFAKDaUO6VimVYbzpblQWXNIAclzr0UnuyZr+WpPJ6vyVO5aHPV4LRbsLbNzOP0XTqQ40kgEAiFhrZo1Wpwhl5VzMPKqsEJ3F2DM8mDmbPpvLYWauVguIKjKicQYOrUqe95z3swtofRRIzc/PM//zOG02AMsWzZMgzaYUCxp6cHI6xnn332V7/61Q9+8IN4SDfffPP06dN/+MMfLliwAEYZzz///Pe+9722trb77rsPPx277777V77yFYzK4JF84QtfOP/88zE8gxE+jNmMwRK+GEn9p3/6p+7u7o6OjmOPPfad73wnHtiXv/zla665Bm8TBpDwEqnak6MK/GZokVB/NjQ0IMeH5O1vfzvGgzF+hgEtDF+94x3vMOmMowcM9GLcF68JRuJPOOGECy64AB9djD1fddVV5557LgaDP/zhDy9cuBBGHxj5vvjiizGwiieO/M1vfvPb3vY2vFbYrl27Fj9NeFlOPPHE8847z1y6UcVDDz307LPP3njjjWqsEG8THttnP/tZPB78+CAZm8uyxx574Ln/6Ec/wjA8nvhxxx2Hn2s8pIsuumj9+vVjf1lqADPpkDxagxOs1ospLMJZCg8VFlHytbxWHs/v5Nytq624g1tRzER9zTDGSTU4CQQCYZeE7QkGNTjjnqCtAMS9P7sGp811z4RSva3mFbL+wQFXjiYzNjKqQzBTSet6V9H8S7XmfqhjVFJbU27NG+J60ygX2+KVUmPGUlfbiuoCguNfvKuvG1/ea95iIBAIBEJR8MLaldi2NjR7pRLIMj9oCJWjpsdtPZ2PoqYAmfHcGIdgzBdcc4XAmY8SyWWBlBm4tp6DA1jzkiCYAxvVQdk4uz8IKxn0kTYRgk3B4pZtBTOyy5UNrQinU3C8XD2DfUAWk0AgEIoFZTEbSw2lwGIyps2jsmheYDHBzLe1LJ3hkDm7FqpbzMzZtbXMuo1xZdZi9tQPhlRtrzjJeXTJn8irELwq/UqQSVGqRQxURAE5spgEAoFQJCiLWWYlT1TbRQuiLSYaFxZYTL2ojpk5ZKykxY0HGuNJDzS5raVHPM0UvTau/cR4vqYf6+/7PMntbQ3X24qLp02o6i9rvgrOuT/ki/qvZDEJBAKhSFAWE01lnT4mxkTB5WNGPcTwVUs32/L4qClL0SOr+Ng1OMHiXHOI6RCttWn3YbEczVCHiG44hzo4oym4BAKBUGRYGZYjxVlo18IMTh7XIdDtvMw0HVJ1w4N5T1m6q+5mmh7lLIdONTgJBAKhyEiprwn56m7a0cdwNq7dBywdsvVhVFsBF1cwdtCpZ/MqPSFrKwKBQCAUDdawZpCXWQvnsZzOWvQIt/Ms0/SQ8xz6CHDu1u02phMIBAKhqKju8fEcHl+temrdzer1OBGqzpm0T0ydRGD0lQ4W56FSe8sTXOWdaJ0ldYj1CXUCgUAgFBaBC6Vms8Y4z6G7OCR1Ftch1AGSfQIdqught9s0XbdgOKTqcQ4ZOjc6gUAgEIoKM5tV2iPD0/RYjWorw1LbKYvbs2ud83Bjei4OTg4QzIhliRbcXCGiQ1y3Yb9KIBAIhF0R2hmzhzXdnDt15f1F+/Ac+jC59jrV7NUUPR+HLJ0l+8TbmE4gEAiEomLkPL5adbcnmMdzlAHOaC6m3bIEr7dlCc6ydQ4Wt1sgEAgEQnFhOVLSOgRczy1N0wGc+ZqQQ3e1PFWHWB87RzPKIYeeaMGhQ0wH3do6RAy4tpU0u5ZAIBAKjFguJoRZmBGd59XB3TOih7YPID57FyI6OHV3Czl0iytEdIjrNmiOLIFAIOzq0CmQkGjjOnP0iess0abp7pbXqkO8D0/J78yTi8ndek0tgUAgEIqKxGhnhicIGTqMgYcYtJ6abCQPn1kc8nGeykH3rJuzBGcBJxAIBEJhobJMzNRQwzlk6mDpxqJF2zTd1do5l8DScjRZYKGqccjmkM3BoXNLt/M1HZxAIBAIhUQsFxPCLMyIzvLq4O4Z0bNm4EJEh7T8y3QOTg518Vp7EggEAqHAsPMyueXmpeujye28TEjmaGbq2qsF7szvTOiKM1tnbr0aj0ZJCQQCgVBQ2B5fNU8QUnWXxzeCHmLMW7RrcHKLg4NDkrNUDrpnjPOR4AQCgUAoLJI5mnVxlsohyXkqt/M1h8HBmgPl4GBzyMVZwtWV1gAAEABJREFUTk4gEAiEoiJf3c1EviazZuAmOGgLNRIcaqu7qV3JBIe6eK09CQQCgVBgBHmWwhYNl3MrX3NYPJiTmo/zseE5ckDJhBIIBEKBMdqe4Ih4iDFv0VGDM8mtKUc1tTzJmZtzFuZrVucEAoFAKCocOZopnNfJIclZBocMDrl5DS0YDrk5pHICgUAgFBX56m4m8jW5NQM3wQEglpc5PA5OntXmn8lrWbkojysEAoFA2NWhHTN7iLM6507OkrmYgf84mjyZl1kvhyzO3DqjDE4CgUDYNTDanuBoeIiOGpxJXm/LcvNg3jHk4gQCgUAoKoKZrQw4j3CIcz3DND+vt+WpHIxSjdfVgoODk4PmzpZAIBAIhUS1HM3htODk4ODg5PW3kIeDUcDB4wqBsGti1apVTzzxBIwcVq9evXLlylq2gKeffnrTpk1AIIw7pFsYDETaPKtluXn9La+VQ5zzlPzLFD4iLYFAIBCKCpcnCFW9vzy8/raah1jmgaGH0PJlc70OkpnYFOoQVB3TfnXAbd3iAJDkfkof38rjJBAIBEJhwcXq6cJeeF4wK1ZxmYni69lAga5NlOKW9TF6mJXiyFlxt2BtlYMDWPvMr+vIpQ9x3TcRzbhNBGtbSwce0yHkBAKBQCgshK/keWgFPOaZHE3FPS9UlJUJ+/BIf3d+Z5pStYWUrWw9wi1baenqBJN9bD2bu191RT2TWxEIkwsvv/zyL37xi5i4aNGigYGBLVu2LFmyBEYC3d3d3/jGN4444ojFixfn3+rWW29dv379ddddx2gchzC+EN/zMsHDWt0dmOGh5xh6l3EOKdy9rd1aOjj80zo8UIuDS/f9RH8/5L4f62+39ra6Vf1lqzhNpCUQCITCQg7KBn5lkGfpRT07CHwoW/eMN2ePuwLEPEFweXnD9BDtGpzg4JDUWVyHQAd3jia3dXDruTkjO0ogEAhFRkq+Zh7Oasn15KkcdE+AcMZrUjccsnRu6Zyn1d0MZvMo1zvCWQ6danASCATCroia6m5a9i7wCXnoK4Y9U/S83K6kEtXBmmlr2z5bNxwiOjj1bJ7n1WydQJhEYBJPPvnkpz71KRbg1FNPffe73w0jhGXLlm3cuPGkk06qaasLL7zwlltuWb58ORAI4wtrWDPIv3RxnqFDFT3KmVu38y/DPjyig1MfRW7FMiGl7mZMJxAIBEJRUd0ThJo9QZbDExyOh1iWBx5aNXBashSdO3Ru5W5a830iuj1HKZn3yc3sWpWv6YfRWsGBQCAQCAWGzEcRxMx4hTCPM2Ip0trYXKF4H8ecWa/qPt2za7Nn3dptQgcrX9Ol8ww98M59SNOtyCuBQCAQCoowd1PmcTLLVgrd114VS9hQz2lPE5mXAE6Lmc8W19Sm5n0mZu9CmIUZ6QPhJFi7T6DQFFlCkTFv3rzLLrsMyW9+85uf//zniuMH5Ec/+tETTzzx9a9//dlnn/3Od76z22673X333T09PRgEnTp1KuqdnZ1XXnnla17zGuy/devWf//3f//tb3+LH6uzzz4bI6NtbW3mLVC8//77Fy1aNG3aNPzzscce++53v4vve9ddd1UqlQ996ENnnXUW9rn99tvxjV5++eXFixe/733vwz3PnTv3mGOO+dWvfvXJT34SCIRxhJz9KV0ma5Ug5kWdrrge5Vk5mike4ki1I+CBqszLJM/TJrcls0ogEAhFhfIWIVj/xvYK3esA8SwvEpIeZUzJswJQtofImAxwcke+JsuhW1ORnLmbaTrTGZkmuqn3w8JXGfOBR/swFen0yZASCARCgaGcJ7kmLYtwsFoWtmDpinu2nuhjK+ktT/CghQw9yiGm+zyZu5loXTpYOoRmOdT9uG7mCREIBAKhsLD9TE/bSk97T0GrY5mR+prWq1Z/j7lfBWsGrm37IMEhh+5uIU2HeB9Imb1rXZbkOrRkDQnFhieBpFwu49dCQ0OD0jdt2qRKZvb29t52222HHHLI1Vdffccdd7ztbW8799xzMQD5l7/85R3veMcLL7yAG37zm998+umnr7322paWlk984hN9fX1XXXWVeYvt27cvX74cQ5X4Kv6JUdJbbrnl2GOP/exnP4vBTtzVggULGhsbv/zlL7/rXe868cQTcZ+qp0okvfXWWynASRhnMJMaafIvbQUsHYwS5SzGmdXHpQQeaH16hCfyPiMRTR47uSq5mJmRy7CnB/aatHYfbAkEAoFQVCg/zkvOcLVHQRnL8Pg8OwfU4m4Fhu0h4juqaUzq8NM5z+DcySEvZ9V1rjgLOIFAIBAKi2BWrHLLQq5n1EJch6QuW0i0aToYqxdyluAsh64jlDVzyOYQ2ETDweJpuuEEAoFAKCRi82fBcODxebWQpwWnDhHd2D6jg6mkAhZP0zM5GA7D5o5Xwc0JhF0Bu+22G4YejzrqqE996lNTpkxB8upXv/qyyy7DUOWTTz753HPPrVix4i1vecv8+fNnzJhx4YUXYuxzy5YtZnPshjHOjo4OFUlFYETz4osvPu64497//vfjrn71q19hHwxq7rfffrh/jH1iNFT1xH2uW7fOp5AIYVwhR0K1y8ct9y9dHwmuPFBQs1QtnkfP5mGOZhVdcWbrzK2zWnI6CQQCgVBUuDy+fJ5gNQ8R8nmCeThEeZnpAw8nLalTiXKWxoMcF4jnaIKbc4urNfSSXB9OqDOrj47xEggEAqGYsLIzI3mcLMy81DpAXLe2jeRrKq7m9QT5nTyiQyqHWri2X27uR3UIOVTlvvJ+EzyI2vKUPmQxCQQCobAwOZomd1Nzu+5mbD2fKA/yO0MO2nJFVweK6nEOGRycHNwcDIdhc8er4OYEwq4ADFuq1WVLpdLs2bN333135Kjgx3zbtm2VSuXZZ5/9xje+ofpgMHLJkiWDg4P2HpiE+XO2hOIHHHDA6tWrDzrooFNPPfVLX/oSRjQxzPmGN7xh3333xU3wuwVbfAsTHCUQxh5BLqYHYS6m4kpnEM3pZJZbGN1WeaN2H9DbcivvM8KDuaf5OK+R6zVjh72tWXvWZHByyuAkEAiEXQ+2JxipTmJ5guFKP656nCwYpYxx1d9ze4sAtXCI8tQanDbPaDP7cGseUMir1ePUZ67Pk2pwEggEwq4EzuM1OPUsIT4Ba3Amec2tXrcWwDjF+Xm4rflloKKbQDU4CQQCofjIV4NT2ymvag3ORAvgtJgjVIPTrqqSi0No07WNs+px0pweAiETZhlbxTHMCcG0d/xMNTQ0zJ07973vfe8xxxyjxHK5bNfgRN7R0bF582aMU+JLqOyUUK9u3Lhx6tSpra2tV1xxxZve9KannnrqV7/61Zo1az7/+c/jhi+88AKGPM3CuQTC+EBnVXJTgzPg3HidQc4lT6nBme1RwghYxlSvM783muqZ1lCD04+P99pr1VINTgKBQCg2lI8JVu4mGI9yNGpwpnmIuTxH7SF66sDVhKQ0Xm/LcnNm5W6mch5wAoFAIBQV4WxZrme/MitHM8rBzSGH7mp5Lm7lZTp4XS04OOTmQctSOIFAIBCKicAmRn2/GK+hhUwezJxN57W1UCuHOKeMTAJhhLBo0aI999zzv//7v1988cX+/v4nn3zy/vvvtxMu29vb99lnn5UrV/b19Sll1apV//M///PMM8/cfvvtf/rTn17zmtfgtkjwpcMOO2zmzJldXV2qJ4rHHXccEAjjCxWU0wORNhcty83rb3kOPcIhhw7mVe7g4OQj0hIIBAKhqKjPE6zfK0zzEHN5jqB4Rg1OnqFzR59gv8k+kJezkHOW0FmgEwgEAqGwCGbOqq/+kEOSQ4xzSLRpOhjrFirM0rM5sznk0B0csnWwbB9k6kA1OAkEAmGXhLKJjlqbNq+hhUwO4QxcNQ81oYOl5+QKgQ5OvT6uFch6lUAgKEyfPv2KK66YNm3au9/97hNOOOHzn//8xo0b7Q6lUunoo49+/vnnTdYmxjt7enrOO+883PBd73rXKaecgrHPm2+++Y1vfOOpp566Zs2a97znPa2trZs3b77jjjvOPfdcIBDGFZyHvpTmXHEYHa6igJbOkjrwmF4fD3M3c3Hm4JBDj7QEAoFAKCrq8wR5zOPL5SFCDj3kkK6zgcGB+HkwyD8Flrum7sREFVdNclWNLMY510PWaidiTVpFEJLjf7v6u1HZa95iIBAIBEJR8MLaldi2NraIQj0SXqkkZ6EKaMMlDQiTNcZAGbNgEqnkanaqjnpCuPpBaNeYpzzPMF6oOps+tm5vG9ej3G7TdLPKuq3bJlMpXPvBEW5vG67WHrysZkv5nPPAYkoqLGbvoJhoTxaTQCAQigRlMZtKjWjURH07seZkSawmJLmANIp6HSGzslDgrxpu6m4iVE+zdbimUHQlWGPn0laItV3JuleOzeNjxhTDs0QWzgVOWsyBiqg4SBaTQHBicHDw8ssvf/3rX48hzPvvv/8rX/nK1VdfvXTp0uytrr/+egyL3nDDDUAgjBOUxSx7JVkOFv+Byk5WHJRZlPkULJhSag2kBpRLLzJUvZiLyOzpqIGuN852IxW1o4Ypehr3fZ7UlZWzdZ30wgJubcv1OrQ8sq2nFWyVFZWmUvBKxa/wCpDFJBAIhGJBWUxP+IV6VLYkfUwWDMsaT89jet04pXOdP8Ki/iaL+aEKZlsb1qBsPVB1zqI5mjxUam95kjM35458zTRdcW2QCQQCgVBYBPkoakZqPHeTV+GQ1FlcB4jka8b7sFi+ZpoecrtN04NYqeGQqsc5ZOjcqYd5nEAgEAiEwsLka4KVu2nZtWROJzg5QDhLF7L1XBycOgCMwKze6Nwk52VhZP0IhFFAQ0PDVVddNXv27Jq2OuCAAz73uc8BgTDuCKaFQphnaQ99cojkWUb68Bz6MDlz5GjG9XwcsnSW7BNv03RGGZwEAoGwa2A4Hl8+3e0J8gwPkVXxEMvqwE1aDEQWoq/e8rjCcnNTF9TiWhdH6QOP9VGKTzFOAoFAKC6YyryUOZqKg+YAsaqcikOi9Rg4a3a6FO7cQ2jdIivOJ3RItFn1OH1bAUcfiOkQznIyOlgKaPso9pzQOQDZSwKBQCgywhxNzlUupuJ2ZU2lp9XatPt7LN5HKWD1B8smJnn1FnLoEQ5x3bJszixPoBmxBMKoYU8JJHPnzj3zzDPzBDvPOOMMIBAmAlRmiNWyiAKWDkZhkZZZOnO+ymJb5am7CZl1N+2amil1N3lq3U1eNU7p+24eZHC6+2BLIBAIhKLC9gTVzNfAT7RGRy0FEm3Ei7S4W8njIfIqHmJGDU6b81QOumc8dxPycpbgLK5zS6canAQCgVBoqOwTMzXUcDObNdRlC4k2TXe1ds4lpOZoxutrpumB/aq1Bqfm4NDtHE13rc2q9TgJBAKBUEhEKmim1d106ODuGdFrmYGbmn+ZxsHJYUR5mkIgEIaPxYsXX3LJJXvssQcQCJMEdr5mMhfTpY8Et/My0+puQu76mm49naAAABAASURBVJk6Y7XW3cxTjxMog5NAIBB2NXCnx+f2EN0e3wh6iDk9R4/pAw8nLalTiXKWykH3jOVochhBzmKcQCAQCIWFlWGZh7NUDknOU3k8L7NODnquUw4uzjUHZ8PkBAKBQCgqdLaltn3MmkvLYvNqkxy0VRoJDtbs3SgHNwcnhxHlaQqBQCAQdkEEeZnCRuXl3MrjHBYP5p7m43xsOHfrOVsCgUAgFBUj5QmOiIeY03MManCGk5bqaHmSMzfXuZj63LL1dE4gEAiEoiKZu8nr5JDkLINDBofcvIYWDIfcHDI4d3ICgUAgFBXOGpyJ3E1wctD2a6Q4OHlWm39Wr2XNIjN2bR0IBAKBQEiHdtjsoc+QcydnyVzMwH8cTe7Iy6yTQxZnbj1nSyAQCISiYqQ8wdH1EDUHxT114GxYLcvN47mYpu5mWr4md3ECgUAgFBXSasRyNKE2Xm/LU7mVf1mF19WCg4OTg+aulqVwAoFAIBQTkXzNOltwcnBwcPL6W8jNLWsWmbFr60AgEAgEQjoyhzVZbl5/y2vlEOc8Ry4mrzkXs76WQCAQCEWFNc4ZaSE3r7+FWjkonlGDk6fqoJV47ibk5aw61/mazMUJBAKBUGSwWA1OiHGeredtIcazczR19FHPPMqvQ7yPQ4do/WkzCwnCXMwoh6ocQk4gEAiEQoKn1d2soQUnBwePzsC1Z87mmnULTh0iOjj1Gjhk2T2W7kbSSrYEAoFQbHDL/RtZzt06xF+1civr5Dq+mMjXZG7OauCQQ1e/OkyElUAgEAjFhDV6yXimJ5jlIebiACPkIQY1OCGcwKQGXKO1Nu0+wd6DPoZzWwe3nps7czrVPGIgEAgEQmFh5W6mcZaqQ7IP5/nqbqbphkOW7sjp1DrYfcDSo5zl0PNy0Eab1jwgEAiEIsNZdxPy1d1M0/NyiM3YZc7Ztbbts3WIxhSTfaA+Dll2LyOKyWiwlkAgEAqNIBdT2CVmuX8uHaCWepzMrQNz9eERHZz6KHJeve4mpNfjBGCcMjgJBAKh6Ih6fLV5gsztCY66h6gzOFWrTkLP+oHslid1lszpZBCto2n3sfV8XMc4CQQCgVBYqNxNaUdY7RySOrP0OIcMHRx94rqxaxDJ3bQViPQBS4equuKQoXMnB6rBSSAQCLsAnHU3LbuWVXczTa+Fg1OHiA6p+Z0RHeJ9LAsW6WOdPiMrRyAQCISc0M4bNy4ct4Y+eUSHmM5jOkvmZdZaXzNNh1gfl25HHGvUWbJPMorp1kOPlTI4CQQCodAYjifIc3iCuT3ENA6Q8Bx1BqdqweLVWpZDZ3arx2TdeoTzND1oCQQCgVBUhLNcXfmaUd3ikEN3tTyz7iY41p1P5mtClg7g7unSwdIhNMsZOsvBCQQCgVBMRKpp2nmcVVpw6hDRQ9tn62ApkOhTvYU0HeJ9LAsW6WOdPicrRyAQCISckC6iPXzJcnNWVeeOnnn11LqbYcsjOpjW1h3xSJ6aizn8lkAgEAhFhcsTrM6rtzAMHap4jjlrcCbzMgMOeTmrrut8TWZxp04gEAiEwsLMZg2miXJrymhUly0k2jQdjKVLy8XM4szmUB+HbA6BTTQcoN4anBYnEAgEQiERqaZZQz1OcOoQ0V0zc12za3nW7No0Dk4OI8rTFAKBQCDsgojma8IIcytX0ujcrUNcZ7XV3UzTFWe2ztz6iMQ4CQQCgVBUuDzBdD5CnuAwPcSgBqc1mUmdSrQGZzIvM+Dg5rweznJyAoFAIBQWVr5mHh7J1ww4z6i7mcahFg7WnKZqHEIO+Tirg0M6JxAIBEIhkafuZhoHba1q4XmqsKRXW7E4ODmMKE9TCAQCgbALgunBR2Gj8nJu5Wvm4sEcU+VjuvWQ8/HlkVzPmmOcBAKBQCgqavcQoRYOUAuHfLysDry+OTtbdu7oHxzAfTU3NU1vmSJ1bs0JCrnPw5nFPg+qabLgisQ5s3M37f4+GVICgUAoNIR98jw9YyhWPwx1y5qkts5tGduKNqsyiG/R0tjU0dJub+VV2ScEM16dPHcLsLW7q7+CdhNaGpo6WtulXQMdDQ36ZHHzy0ByX1enjutg1jwAAoFAIBQWYjUe5mn7GNg7T9pKYdf8iB30LBsa8mT2p2UBt/V09Q8NIm9pbO5oaQssZj5bbK+aC9X0CIfQdqPdxGMYHMRXm9F2N7epnkAgEAgEQk1Qsz+FDfKCnEvFecCZrbssGqTwUNnavQPtJogx0mZhs3LZSnDtraoHmuqNCn9zaAB/A+A4bUdzu9F9H5w82SZfVYrdkikmEAiEokL5mKBzNK2VfmxPELKsG1gjsTYPlcD7Q7s5IPxNaGluNr5eNQ/RoXvqwFld7cDgoMqt7O8fCPT0XE+eN0eTV+MEAoFAKCp0lmSQj6Jnv9bEU1r09BTvHeg3Orf6JHnQQibP3QIIb1Py3sH+anmccR60LDcni0kgEAhFRujj1dZCJg9mzqLdlDNZQdjNPlu3efUWcujp+Z19eAxS6xvoNz0JBAKBQKgNJocSeB5eX6v8TdxPH9rN2Ks8jefO++R2/mVqLqY8BnG+ff39Nc/HpQxOAoFAICQ8vvo9wWoeopjJKm0K2iyAnB6iQ/eitTbB4two0T7B9op7cvzUA2d9zTTOQs5ZQmeW7uQEAoFAKDLU6nnq615XEIlwns3jLYRc5bh4oc5YFmc2hxy6g0NiW9l6WgfL9oHVP6lDTRxCTiAQCIRCIjJ/toYWMjmEM21FK2fveqNVbQXycLWVl6M/ZIFlXkkgEAgEQnHBLbdwRLnec6h72s3jsT5s2DzM3czi4TF4oe6KU7La45pWVJVAIBAIxUXM48vyBFmtnmBC95QS9oFIf7ce41601iZYPJ5/Geqg9eaGRvDF+GlTqWEk6m46dHmkpo+aXwwEAoFAKCys3E3FPcupUno0d5OFOZcRHYBHame2lBu576Pe7DXYOgNrJmxSNxziuZsOPeAQcrD1ZjwG2bPJa7T7QKSmZpoe5xDVZePI6SQQCARCIcFMjDPIwvTEmGYtdTfTdMnR1+PcR46+XrxPvKoKqykvE6IxxQwu/E2pqGOo0h+yYL/KoqOzjAZrCQQCodAIcjSF7dJ+H1rMMHcz1KM5nS49woM5plJvbkSb5eOrzaVG5urDI/3d+jC5OAaxjCzazcZYH7tN0109lcMNKl7LKIOTQCAQCo2kx2f7mxDzBLM8RKcnGNGbGhq4L3hjuQFcXl5Oz7HModY5O2bmDpveNhXaeHCeoR7lorXqaDKrHmdwFWI1OIPaKro/hLoPPnmfBAKBUGAI+1S9BiewxDrvXrJ/lHe0TZlu5hxFLBG4anCC9S7OGa/5fEIA285Ob5sS0307AgrR/qHC03W7Bqf0wHUbZoISCAQCoZAQ6RlMxzVjdVCq1OB0VheDuDK9dYrL2uaowTmsupsRf9AcA0S9WQCgepwEAoFAyAudYckhUoNTO2lJH9PSnR5o0hsVSkfLFNbKqlvJiEeZ7YHW7JnKY8AQZ7zn8GtwAliczC+BQCAUFNEanEEmZcwTBMiwdGC9CjEvL7qt8PWkbvuqVT1Ea59q5FNlgYaZmvlblpszR76m0oVZdNXgtFuXTiAQCISiQs+odeVoxlurj5fWJ2h5qg6xPpy78zijbe4anODQAVz5nRDRwVJAr2fg0BOcJXQCgUAgFBORyprM4o76mlaWJ0v2Ac6deZzg5NVbyKGn5neGLVh6EmnRTUrHJBAIBEIcKihnDWuyBGcJ3fOY89V4y2vVId7HilBCWt1NO1/TzrBMmXcLvNpMXD3sXKWPsyUQCARCUcFye4KRPtE5qXV6iLw2DzEY+RQ1OM1ythCvtRnl3MkhL2cJzuI6t/QsTiAQCITCQs+oBTNNlKv5s4rbLQe37moZS9TjZBDTg5lE1fVwJlFtXMcvweIu3V1fs+56nAQCgUAoJCKVNe0sTEd9zTQ9MTMXrJm2ER10pRKl5OLg5DAmnEAgEAgEAzkSql1BbrmFI8OVZ6pno1o8j669WghyMavoLKlbnOXQ64toJiKjBAKBQCgmeG5PcAQ9xGF6jjqDUx1+vNZmlDMX12OyI8NZGg/yOKkGJ4FAIBQdVi6mzVkqhyTnqTyel1knB2tOUzUOIYd8nNXBIZ0TCAQCoZCI5m6Ck4O2Ssw5uzaar1mNA89RYUVvBRCbdRtyGBNOIBAIBIJBkJcp7FWccyuPk2foVXkwxzQf52PDU3JAc7aQxgkEAoFQUKR7gjASHKAWDvm4zuDM1zryOJmb65xLfQ7ZejaPtIxTPgqBQCAUGpF8zVwckpxlcMjgkJvX0ILhkJtDBudODg5OFpNAIBCKjGjuJjg5aPuVUg0FhsPByeNtjbN6FSIc3JxAIBAIhLxQsz91mC7KWSwXkwME/qPuOSrckZdZJ4csztx6zhbSOIFAIBAKilq9v1o51O4hBqOmFoeI51hTDU6Wm7tyMdN0gHitTZu7WgKBQCAUFdKauPMy47zelqdyiHGeyutqwcHBycHBg5bl5mQxCQQCochI1tdMb8HJwcHByetvoTauEOHg5gQCgUAg5IV085g1xJnN6295rRzinOfIxeQ152KObEsgEAiEAiPDKxwXD5EHRxVyiHiOXrTWJlg82CaZuwlVuM4f0fkoPJNn1dqkGpwEAoGwK8KVl+nQ87ZgOPNy5GtCyJmlsyo6xPs4dIjWn5YGkzGjg9UnycHJobpOIBAIhELCVV8zrQUnBwfXc2M9z+OxmbO5Zt2CU4eIDk69Kjd/xmbsQi1XzK3TYC2BQCAUGtxyC+vj3K2rmJ8Xvsoya23m4TqOWE/dTcOVeUzokNI/1vKqOoFAIBAKjGBUM+4hsmHX3fSYByPqISriRWttgsWDvSdyNLmtg1vPzZ05nTyWxxnTCQQCgVBYSLdJWgrOLB7VIdmH83x1N9N0wyFLd+R0ah3sPmDpUc5y6Hk5aKMd8BSdQCAQCIVEYO+y6m6m6Xk5xGbsMufsWtv22TpEY4fJPlAfB7ee44q5B2VripISCAQCYdKB6YFIYa+Y5eZl6VHO3DowVx8e0cGpjyLn1etuQno9TgBWVScQCARCUZHHE2RuT3DcPMSqNTh5UmfJnE4G0dqZdh9bz1l3k8VyN2M6gUAgEIqK2utuap1ZepxDhg6OPnHd2DWI5G7aCkT6gKVDVV1xyNC5o4+8WgmebAkEAoFQTAR2LavuZppeCwenDhEdUvM703QIW4XI7F3rNKnuJoFAIBCGCx2f48a149ZAp9J5TGfu2pl5OKuiQ6yPS7cjizXqLNknGa1066HHmqkTCAQCoajI4wnyHJ5g/R6i7RXm8xyr1uBkOXRmt3rs1a1HOE/TwdHHY57RCQQCgVBUSAsiZrcwi4Ozmmaa7mp5rrqbdgsJDlk6gLunSwdLDzk49KC18zLT9LDuJpMWE8hiEggEQqFhqmzanHNn3U3mzNG0bZ+tg6VAok/1FnJgfui7AAAQAElEQVToELYK0aoqIUa17iblbhIIBMIuAenyCR+ThdwMcbJE69a5o2dePbXuZtjyiA6mtXVH3JGPUT1Oz6MMTgKBQNgloEdNLV6Dh5jHE8z2EG2vMJ/nqDM4AdQUpWReZsAhL2fV9XhNzQzdyQkEAoFQZOSsu5mmAwT2Ky0XM4szm0N9HLI5BDaxKoeaOMQ5EAgEAqG4qKXuJnfmaHKAGnI0U2fXpnFwchhZDm6e5+o5OYFAIBCKB265iPVz5qjHyUMdLB3iOqut7maarjizdebWXXFKVntckzs5gUAgEAoMlszRdHl8PK8nOOoeos7gBABw52UGHNyc185FNdGU3E0Xt+txUg1OAoFAKDqk2yStBrc5i3CAlLqbDIJcyVCPcqiFQ5zzdA4hh3y8eq1NplcvCHXI4BDnQCAQCITiIrB98VqbNgdtrRxc7qFKnzqqrVgcnBxGlgexSRWdhRquXp2RUQKBQCBMOjA9KClsV5xzK18zhZthUO1Xujk4OR9f7sr1tHMxs1uw624yyuAkEAiE4qNWTzDGFaKe4Kh7iFVrcNqtI79T2MWAs1Cvve5mGrfrcUru0WQhAoFAKDZY3hqcrA4OcS5YzfmdjhYMBzf39OynrD6aW78MYhwcPLUli0kgEAhFhrJfiRqcNocg8jciXL0jQHxWLwAMr6oKQDTKKGbEmrOEsQAji0kgEAjFhZoHK0dCTV4mh7rqa+bkoN8x8EZTOeTm4OQqWpnah7l5zhYAkrFSzyOLSSAQCMUFgxSvEGrikNtDZMbHVO9fo+eIvGoNTrtluXnVvEzIqMcZ4a6WQCAQCEWFtCZhXmYWr9by3Dy97maeepyJFhwccvOgZbl5dksgEAiEYsJVdzOtBScHyw5m8+ot5NCzZ+9a+ZdRTiAQCATC8CDdP2YNcbJhtjXX3cyd92mvBMvTcjFri1OOeEsgEAiEAqNmT3BUPMQaPEcvmZcJhkNE5049k6fkZTp0FuOcq9xQluwDBAKBQCg0WLS+pjIbchpsRI+3EFNqz8sM1oatqjs4ZOsQ2D6Lu3Wote4m5yY31IwDy1fJYhIIBEKRkVZ9U84kZen1OF2zccHiLh3ycnDqYOkjwMGtV79iPnf25zRYSyAQCIUGt9xFm0vi0BNc74FbbmRCBx7T6+M6jpiXMweHHHpGK8dg/eRKtlSDk0AgEHYJODxBnWVZjycY1UMOOfSc3EvmX4LhENEN51AHZzl0wT1Rb4yn5HRyyuAkEAiEgkO6TSpux4KammDX4IRgNmvQBxx1NNN0SNUNV7HJbD3gEHJI06Oc5dDjHNL6sEimpva3Qe8ZyGISCARCoRHYO52XCcouBHNjTRSQ56jHGfhfTh0cfaKzbm3bZ+sQjR2OGAe3nnWtWOhjp71KIBAIhKJCzwSVriCL1dSUup5Py638zggP5phm6SHnOfQR4Nyt222antl63J21yThlcBIIBELREfMEFWwPUUUNq3qCKXrIIYeek1etwcmTnLm5naPJq+gQZmQqrmt5Gs/Zyt3UV83SdWYKGVUCgUAoCsxXurPWJrCwBiezczpZen3NvHoyp9Nu03TdguGQqufl1q+HmA7Repye8syjuuLaXY++CmQxCQQCoUAILWYQ0WTV6m7abTR3Mw+H1H2Co4+tJzjEdTCWKj36CPVHHzMil2kvkcUkEAiEwiD8StfxOQ7ReplJXRqrSJ86OHPkaKbV3cyuxwlZOkv2SUYl88Y1Tb4mQDJKymJ6/PISCAQCYZLD8jGre4JKV0jzBLM8RFbdQ4zqAOmeI5MZnGBlZyZblpvHczFN5mVavmakrUHX85ErfgUIBAKBUAior3Q1cRZi1TRZQonq6h8k6mtC7rqbkFpfs666m0ELMR0cuuJByzL0KGc59HBNCbKYBAKBUBiYr3RXfc3supsaSd3K3Qx59RZy6BEOcR3CsdG0cVK7zxiALCaBQCAUBuFXunT5WKJN04PJtFE9T91NSKuvabdunVu65naUkafkaOaLX45UC1YGJ1lMAoFAKAzUV7oejYz6d1U9RIUaPERe3UOM6gDpniOXGZzchEGd+ZrAoN66myGXUV2I5XHqmGzAbd3JvSBWrIK0lQqZUgKBQCgIhuRXusm2VP8U1/NeIdG69EjOpReuUsAS+Zosh66jkjVzK/8y4C49pb4mA6fOUnRI5HGCmL7EgrinaMhiEggEQmGgLKYXVtxkZkZttbqb8Rm4Rvc8D0JbpvtAXg5ODqPPU5M+U3Qbxis26/eSj0kgEAgFQ+BjAg+cTKhSazOTMzvbMqWOJlSvr5mmO/I4mZuzHDpzZWHm14PWjqqKtfd0dJZ8TAKBQCgWjMUEFcdjLJKLWZeHqH1MABhlz9GL191MydHUY7Ijw1keHuRu8iT3KB+FQCAQioUgg1M7WNJq8CiHJOepPJ6XWSdXscl8HEIO+Tirg0MGhzjH/5PFJBAIhILByuAEvT6tmV2bxqEWDhkcquVlhhzGhNeNpG+s/iaLSSAQCIWB/koPMiDDfE0d3OMuvSoP5pjm43xseI56nLxaXqaDR+puWnFTTj4mgUAgFAoxHxMyPcEcXCA/h+FxZw1ORx4nc3NehUNuDnHOzHVMcCYX1u0fHAACgUAgFAL9g/0AMudSuk3SBrH0epyaswwOGRxy8xpaMBxyc8jg3MnBwbNaspgEAoFQMCiLid/vge2zqqGkcRgpDobH2xpn9SpEq6e4+diBkcUkEAiEQsFYTJN/CWEuJodh19rMw1lqfc1aOWRx5tZztpDGIYUzdXnJYhIIBEJBEFhMx6o/kPAE83Co3UMMRk0tDrk8R2cNTpabBzmXaRzS8jITvJa2xEp4FD19vUAgEAiEQqBXfqV7ynXKqLtZS8tTOcQ4T+V1teDg4OTg4EHLcvOs1mNiRQiymAQCgVAYKIvJtD9Vte5mnENo6Ry8/hZq4wrR6iluPmZQax6QxSQQCITCwFjMMP8SuM3rb3mtHOKc58jF5DXnYo5VSxaTQCAQCgVlMWFcPUQ92mlzyOU5evE6mnbuZh4dTP5KhAcxW0jW3RTv6rHqdTdBR2Pj/THAKRfwxcCyz30gEAgEwiQHfpmr6Z+lcln8HeRiqn+CisxOPZMovYWYEsvLlHtz52sym0MO3cEhm4OxjwlubJzSIcq9cO6Sq4/SpZMZ+MYseFWcZYmRxSQQCITiILSYpZJdcROYtkqeXAuBuWtwps/AtWfOBoCYnjq7NtQhooNTHw63lez+TgivOBiW5VZ/5S17ZDEJBAKhQDAWU/uSZlhT/RPmwJPf91q3+yS4GvJN5mjKbiyz7mYaDyKFRme5625W46IVPqZLt15Ni54Gujw7Z381nZYsJoFAIBQDtsUEy0M0XqEn10Koz0M0Ogu8r5H1EEHX4FTvlMjR5Dn03NyZ02nX1wyuVPA/Hu0DhovZtZ4qUkrThQgEAqEAUF/mGMljvnaqpAWJ5nFK3dNr7mnHlEfrbnrBtsOqx2n2nKEHHEIO+Xi9dTchojO5MqHUWNhHe+xmq/BXBJDFJBAIhEJAfZmL73Vfz3WN5GhadTfRt+LW4Gus1qbq6a6qEtUhtHdpVVXCPhDRwakPn9uoWo/T+L2WT62uiaMPkMUkEAiEosB8mTNucjflTFDLzdM+o6d1Mzxq98HYXjT/MjMvE2qsnTnKdTchvR4ngDsmqgLAuk9Kf2NFyWISCARCARB8mXP0MbPrbqpZs2bDmIcYeqPZeZkj7SGaGpx2jiYEeS3gqsdp1860+9h6zrqb8TxOh67jneIV9NKZp3428LJcpbaruwsIBAKBMMmxo3sHiABnSc5m5V6pJOeFSg/KU3YqrMcZzGZ1ccjQwdEnrls5l2k6RPqApUNVXXHI0Lmjj2iS9Th5TFechRYTr5w6EK6SOMliEggEQgGgLCaTk4JA5nEmczdB26/662vaOkT0qAKOPnEdwlYhMpM3oSfhVocNO/Cp5s6KdYOkQhaTQCAQCoDAYjLlznleScqBj2m5eSZ6N1KcOepoZtfjhHp0luyTjGK69dBjzdSDqK22mcLBDCYLKSNKFpNAIBAKAGUxpQsoPEH0MdXXvfIxIdMTrN9DtL3CXJ4jxHQDU4PTztG0W5bgdi5mmh7hXOdlsrgO8T4OPdFKh94rl8Qyhr0DfX0DfUAgEAiESYve/t6+AVHLulwSJslkYbrzOKu1ptZmbD88kq9pt5DgkKUDuHu6dLD0kINDD1qdi6ln2yZ0i7MculpPwitLZ54sJoFAIEx2hBZTzlxROZqBtYrX44SIHto+WwczDzfUwz7VW8ihQ9gq5KmqYsOtBkgLi9YKYS+ZV2JkMQkEAqEIMBZThuTA5GjGWkgo2vdM0T3nfnieupthyyN6GEe0dUfccdj1OCHIyxxOK3ekptKKnyJkMQkEAmGyw1hME2uM+XesLk8wvh9I4wB5PUeI6QZe1fqaaZxV1x31NZN6rnqcTEdvTaWZkqdHbLds3wYEAoFAmLTYukN8jZdLZRxaBDvDMszdBHBU3NS5lTJp0Z2LCak5mrXW1xz5upsxDvm4ox6n5BDlwbRa/RvA8zyVxEkWk0AgECY1lMVEP0iN15r6miJ3M/CSnDmayn5BkHbBsnM0U2fXpnFwchhZDm6eBrNtxENOeMuqW7iWr178gCwmgUAgTG4oixnkG4Y1NUWlD8tddHM1BGlX3IzW3bR0iOs11t1M01mivqbdh9XAq7eJepxuDurCBDp6mMqoksUkEAiESQ1lMQU8Znt5HovU44QUr5AZH3PsPcSAe/EcTXBzXg9ntXCerLvJeHo9Ts4byw1MFrXGODMQCAQCYRKip69HFbIug5jtAkGtTTXcqLiou+nbNTWj9TXTONTCIc75eNfdtDnEOMR58H4s+OVg6dJuivUlyGISCATCZIaxmExO7eFpdTejtTnr4a5qKwA5Z92GHEaWp8Qpq8IRGeVmyDvQDRfjvB5ZTAKBQJjU0BZTuXvSr2KW+6d9Rk96nQk90sfNwcn5+HLu5jlbsGKiEa6qoLDAGzU6ch/k0Dcni0kgEAiTF8ZiCs+Luz1B5W9ORA8x4KYGp93yJGduXnvdzTTuqrtp6xCoJbUUgphey9RCtZs6t/hoWgkEAoEwqVDx/U3btyApMfyfSN9kqqyHzN2UlVE4WDU1tc7Sa3DaHDI4VOWMQVoLhsOwOcQ4d3IAntEyBk6FBRZTLrunC4yRxSQQCITJCGMxPdDf5yIO53mq7qZVGUXnZZqczpiem4OTZ7Wps3ohzpMRR81HHXZQ01bkTw9dWExOVRYiWUwCgUCYjDAWUzpEyj4Kk6nqbuoMTrsuZlCPM6bXylkVDrk51MOZm+dsIcGNzTS6SdEplTztuMtrDGQxCQQCYXLCWEzlUWqfSPqYoD3KiFdYtR4n5PUQR9JzZFYNTrtluXlNOZrAYrU2ba56MsZS6m5ar6qop4hxNpTK2A5VhtZv2QAEAoFAmFRYhOmVAAAAEABJREFUv2V9pVLBsdoGmV+oZ5uCaD1P526Cq9Zmmq7nFqXz9LqbeepxJlqowiGTu1qWyeP1NTN0+1WQXn3ZK6NKFpNAIBAmI5TFZGJ9WlGkI8jgZDprM2gDKxbOsVU6WDpYNjHJ62/zz97V/03y0UIyrmnrsVfxTzE9iCwmgUAgTE4oi4lEpkWoWJ0eylQVNL2UepzV62vmqruZO++Tp+VfuuOOY9Mqq5imx1/19KKAZDEJBAJhMkJbTDWUKRF6iCprM1GP034VnN5fLg9xJD1HrmtwKjWZuwm5uJzG48jLdOos4BDW1IzoKTyS32lnyDaVGlHpG+jfuG0TEAgEAmGSAL+0+wcHmIhuNur4nJoDC8FM2PS6m06deVk5msHMo1BXkcg0neWqu5lRj9OutQmGmxlH2r8NOEvRIVgVSCoRXV3GiA5G5xaXulyxsKFUJotJIBAIkw7KYoKIbpZDb4g5W3ByMFzahORsXHvmrJmZCzGd2To4+4ClD5NL2+fWIR3Zr6aueWvr0mKqkyWLSSAQCJMLxmIykHmZXLuO3HIjMznwqB7kd0Z07auazMtETc00PcJ1pDAvZw5uRx9Z/mhl8CqkvMpzcvDBWF2ymAQCgTC5oC0m1zkjjixMSOMAbm/R3UdB+5gpOiT02jzHAWn7nTBjslW5XZMsQ+ec23187gc5msi51Uf43j4Po5u+jv3iFvInCjIfw8toTJEI9A31Y4fpUzrwHxAIBAJhYmNbVyf+Q9LkNYjlgkoYnGRmMQRQq+3poU2mRyD14uUqKmlEac4MD/Zv91FWhgVRwZidStNjLehDyNJzch5U9EzqkWsU/Tsy9hrwJJE+sLKYwj4aomyrNJh80B8EspgEAoEwSWAsZpmVQK49DhCupwoqp1MPUzKTo8nMyjfG8wzsXIxbfWzTypJ1Lm2TOzaIW8YUPePP4VhM/E+FixwgspgEAoEwKWAspicWdJer7XG58rg0mkL3SjqwZ0+gCf5iwdTUYHJpnNt9zNbMOVRq6SaaWD8PI52pemDR4tFKtGa2osxgwCMxS9Mz+CEhFPXjgHmSqwFbOSwbmE7xh7KYavEgspgEAoEwKWAsporJKR9TjcqKFYBAr1irIpY6k1Fxieic1OSgbPU/q+o1wdTgtHM3Ich9gbx1N9N0xc0MWQZRncXyNW3dYyxSg9OqzWm4J41t2Ss1lhpA3huaMUQgEAgTHPhFrexog1dmOqKp626CWgMhUWszSH7MW3fT87yEDrm5owXDIVXPywPLmNQjuZjMVqrU45TzpCKK2rlRWGAx8VdLWS5vSBaTQCAQJj6MxSwxXRNFRTfVSjaQrLUpdQWer+6ms5KK3QcgnJlr97H1BIe47h4MjsDuUxNq8oq1xXftgYMdGxZzkMUQOVlMAoFAmAzY1LlFWczAHgU+ZuDmMb1me6R2pvYxJbd1J3fU73TkaKbV3cyuxwlZOkv2ydIZy7UCLUBaH83VjOGYHm2Zp+da6eFvspgEAoEw8WF8TGW8jI8JmR4iMJbfQ4ysCZTpIebxHK0R0UCPeo5ZGZzZsCcnmfxLpx6OCEeValz9T84bkoqaJqTyPiu+rzM6RSVr5GywMjjoD+GbNjU27T5jNzu/lUAgEAgTAb7vr9uyXq+zB6KOspq4omcGecwsf8eihlN6VpGJQspe2GOaSd22PpCYXGvrtlJHqw8gUzcwuSNpulOpyjWx8lEU1GVXXBBpWYcqQxUQ2SpkMQkEAmFiwraYHg+zT1S+pjSYTM/4VN6mMqjSe/KCGF6YxwmhvQt090xbSI8Xjsjs2pqQM4MTRtNiVkRKi3iJLCaBQCBMTOAX94atG3r7+9Qfcikgy8dk4aBtxMdUpiDqY2puDZym6ZFX7WFQHvRjDj2Zi+nQo5FLVk13Zmpm6LaSwQNnVWZ8evpVPxiWRV6p+IoLmylkuUqfqGNKFpNAIBAmKGwfk1d8CJxIZTHVjFqoyWLm4GlKtl4TvGjupjRf+TirzqvU19Q5mql9wlqbqqfy4lWebEn+ZFG+vfLvG0sNjV4D9ugf6F+98eWuni4gEAgEwoTBju6uVRtfVna0zMrlkkjfFHOFSiWQRlRMs1WjtJ4m0pNz1+Nk0XqcyirH9GAmUXVdO4w189BpZcn8zlCP19TM1p1czJ915HFC4FIHXOf0cDUQrnhJbqyusdLx4pdkVgpZTAKBQJiAsC2mJ+a/emq4tlSS0U39bc4U13NpdXwzPos2Wo8zdFb1ACzEZ+Dm5gC1O7fD4TnBE1ulxjv9aJaqbM0guBVRFiscAllMAoFAmJDoG+hbveFlE92Uw7OeHKstGQcI9AxYj6mUTeETajeSWy4lt9xFa0pqSh1NqF5fM01nuetxshw6q5a1mdEKE5dWX9PWfdWTe3JYVvFSSV1npl15xtBiiuFyThaTQCAQJiJsH9OX0U3l8pTE+u26ZJjK0wzWpw38zBxeIQt8sKS3OAaeYzyDMznBKCeP1ddM02O5nhC8GuZrWrU55euS6wm2XOdugsneVDNtK1IBWVysMuAPKd+1odwwa9rMlqZmIBAIBML4AR3Ozdu3DA6J0o8iugZlYTdxlFZ+q+vBWTmqyIKJLGpD4YT6iqlQXYSbWCNAhOu/A8qDSteQsF8xPWer32EY3B5hTdMTf0F2UTFIpKSAnJyldJWSohRpbsU8W/xfhftqThJZTAKBQJgIiFlMYRJljI2rmZ1BLE5EOiWU6dQr1vJo0onF1QzRJK9aj9PwOmKNI4LRKMMJtVlMndbpB0vbksUkEAiEiQAczNzW1dnd1yP+4DogF8xT8eQMT5mVUtJ1N4WPKYmwaL58jQWTRS2uchCTHKrV47TWcWXcytEcYR5GOiN6sCSBI4oZ051VOcHsTEdeefBqwIPXmMzdBL3+ga9qcwobiifta4vJSvrgyGISCATCRIDtY4rxwIrwG5WPqdM3Qc+dVf4mC1LwvWBGjmtQNmtmavafVfVawTBsG8zKsWfuxHi1FpiISgZczxR26krJzdX/cA+2Ilal1QO0XHH1qop5VngFLeoQhjnlGaJBbW9pa2tpayw3AIFAIBDGCuhzosO5s7dbG1Gxtg1TBSDVyKydLYGKnBPqga6gacZY1VxRSzEjudW5ntkqFTPL1anX1UKQr1mVQyS/U3iVocJ1zo01v8foZs324VhM7bgG84J4YDFljFO4p+I1eYfIYhIIBMK4IGExxZe4mu4zVhYzVYnrUV+vKtenY3O9km6cO5EzwAkpQU3IDnaycPYt59pGAqhZs9LfVH8aC8p4MCOXLCaBQCCMG3r7ezt3btdZmyojX34zo33UDp6aAITtOFhMJUe8zhp5ne2Ir1IbiY96EUXGNXmwqDuXihj7VTOCBPfC2mpkMQkEAmFcEPcxg5gajLiPqebNurg1g9b2FsP4aDA6anmItXuOI1ODU5k8WzetlaPpUKrycGyXheO8arRWWVJ5b7iccsvNiK0arR30dY0xhXKp3NbSipYVCf5rKJXHayYygUAgFA/49TtUqQxVhvAf2s7u3m7807zqcbFkjRqr9UqeSRhR3AACywpmSqzhUWLzWC5mMl+T2evKWq2Xog+n1ceWyUd3uBbcKSkGSoEgTwXkoMAQr3AW7pMsJoFAIIwesi0mui9yfT1VlaMEeu1ZbqpvylZ8ZaMS1tfkdq3NeC5mkiskv9vTvu3HywpMOIsp5wuBF14NspgEAoEwelDfuoiK7/cP9mNoE+Oa9pc54+H4rPn6NdU3h+NjQjRH0+byveP5nal6Ss5lRLd43W3ODM6YUpWbepwqxgnWsKz6r4p36kFzsZ5tYDHl/0w2J5DFJBAIhNFEto/JK76ZqVlSdcEkSkHFkxGwmC6epmTrtYLhT4SgXgvwWO6mrVfjYoZOfN6uW4/ldAJAksdzU5iVmyKV4C8wGZxB/glU/IroIw1qhYvl9zDM6WdODSYQCATCaECsdSBsgaeXogVtN8W4LfflKrVgzw8yffT8IN85P0h4XGb2kDWTCNLyNd2zaIOjSeocMriVl5nFs+ymr9/Rpds5naEN1Y4k8HD/yu3UNjGYHytXB7LyOdVSQTIHRc39Ab2cu05YqeDPHcZCHWT2CrmZBAKBMPaQX9PSrYxbTPyeL9VpMSPzbQWXcVOWnpcJWbNr3XmZtq209eFzsCKRabrisVftDvZMXJVforn0N0GbVL0HbuxrEOA0Fwctpukjra20uzQySyAQCGMPmeygEKxFq5Zx1xZTfD0HFlPY1sBiKq4sptqK8wgPalJq66lcxDSPEhJeZ7Y+CtxumbRx4Mrg9K2RXh2ztEeAE3FNmWFi9dE8sKhqnwAmm1NwlbupBs8rFd/0QdkD+evBI4tJIBAIYwoZORNf0+pPJmfKOnxMNYM26WOyaB5ndAat9jGlHnDHzFrlWzEz+pqiB0dYJxcZnPZko+hVsCchVeex+pox3Zq6pB1O1/p76vgiOoSZqCHXI7Z6pq2KdEp3VE4iqnDf9AlGfjFQrcKc6j04BTwJBAJh5MH1DFcPglKa0rjpqUDSnEoCsni1tnxeyQMe9gFrtg0EXiIEhcK4HlEMeJpuDokxp21Sum2b7D6xVm8xctwP11uITMDhCT1jPDfJuSslJRiuVcsHhbkpKvApZgGBGdXVsVJpRpWlBmBpPxMIBAKBUD+4WvFUMs8rae+EBdFNaRWFryg9SRbmdHrcmlcLqqZm8IWvfEsAbWuV55SHg54pwwy3bRMb1zAeT/HbkvrIWcx4NmdgMaOi2Y+8PJxB4M4TCAQCYeSgTCXor2LjBLJglFb6nmpKrVaE0wkqQgmmgDWosV1tecM8y8CbzMuVi6i9TisvM00fAc7BmQNqtwrOVWpVVmUi6mlGh60czaRu3pDrC2G4cjA5h2C1Ay5jnDoMWgnMqHFCg821rVRjBEAgEAiEEUIw3gcQpNgrXXh8xj4GM4LMykDKbCkf0/TRcUrz5W2cHOYcak3laUq2XgfKXM8tiuZuskh9zWifUN/SvX1gaAh5c1PT9JZ2Kx8lWn8FTD5KOLs2VKpyteKSinqCzuzEe1DhIlOzs7erv1/EaBsbGqY1tzKZ61lmJfmqh1t6vhwXAA//V+Lh/tWCCqp/mO3CI0qYS2rr0euAl2Zbz47BwSF8tamxaVpTq9Eh6A/OaVQj2nb2dIl7IY6hsaOpLfaqnnHGzQw1x2wvPuwV/7f17BwcGsQ3wWOY1tSW2d9+3tL06POWpYfttp6uwaH4vRjjNucxWFEcx4Vw6OYnZ4YecPU8IG9sbOpoanXEa+z+I9zqryn8bOpnsqGpo7nV6JERszBukqZHYevJN0/onT07ByqDeKLB52IUTrdaGxyDeB7G8Rj6K4OQdgwA1T/e2rZFn1KzArt8lpCLFdshzKpUmwleKnXu7Brw8ZlkLfj90NquraPcg1rnXYc2zWcEwOwn/Ox4KZ+7iG5/p6k5R1rfurOrX96LFqwpLtUAABAASURBVLwOLe1efd+B+qs0U0/ehEDf2t3VP4Q2izeXmzrwOsR7JmtzRnM6q1lM3SPYh2V5fXm9hZu6vaerb3Cw4lea8bPZ0lZiZd+vqDEC3/fU+5fEDQ1PTzilnMsV+bR7zc2HLeIoc+cn0fbMpdctvifVZ7NZfUeN03e1OYYRtRfxJ9Clh3Yzegy5rO1ItOo/sWNA291qdO7YLE0fgd8w/ZWh4DuqNfLrJbBZyV+hoZ5dBdBu03T1e1LaTbRZ4vekq89ot6nHkP4rNF1PPoeOJzD5HdjZu7N/CO1F6m85yP1jJLPVT5RT366PQf+OynhyQhuUrtf3Wda/YdDHaWyaan0/AEDVbZ19goyQwEZwNbPHvFqK2US0fdt7uvE6oC/T0tA0vW2KF7OY9rtYlneY32BeVNnavUMcA+etTS1oL5jrk+j8ZOnfdlpXt9ddVcVG9LegBn5X9w70I8F7gf4mjATU45Y8DHNe+nbIRRGE7d65Q/6OArSbU5qbtbX1g/5qy+BeqFm34peJ8QStPZvPbJBPk/VZttc0Cp/JJvlMjtN31K52DJFfU7Hv6uAYkl9k9rYj3erPyvbgGJqa5Pdk5DMU6en6VGXoNQDtxcCQ/P3QJOwFjCTyuoLBMYjv6v/P3psoW27r2IKATjqd9q3oqv7fF/3JXR0dHV3OTHvjbREDQRKkqGEPx9fMe+F1lqCJBAGCkjb/89u/nM4wRbxUrjaZ5oLSNfz+oLOcugY/EN/LB1lhzK/94qfYpIzl1rJx5RzM2hzTDy/W2PSx+K3rXotGz9Vbyoon/72OJ3/eA9lvv36724OLmGjXLNFqkGPO4P44/x43f/zF/uHbf3371+Toa5qfkpxvrjHr3hbf/uPEIN1fg4RH1GxuHcks+Ndfq06qzFtmFvjv/2+df7iH0V9/+fp/fPvdmtSWR+G2IJ6DdXWbOms7rrtt2lJbY//Nc2LiJ//VjlR7o9bp0ey2/H/0Gr7+muZhIOgWZAl0n5fRY+XXSr6n+d//k+YneVx9t8ln+iZ/DTZnPn8No3Rhi2+wXIPag0twnf6DZZorTvOTa9zc0Te9ZfoeyjfQWKzn65tMNrmOab/+Wj07eFRFtPkaXwPXA19DkE/R8TxuRpZt8a8HnWX+GmZ8NQfNJo7WhpIcshBrBpp0fI7JEZMzuPs46uft3i/g929r3EQtVb7pfwFo6WWC4wzRZ4Vl5vh/////7/ef6/qgKWYV/kEcWzdzzNnlvXzBNNhbszT2nhmLFF8Z8fdRFB/xj+8/8Df+5pL1/b73p5KZT962ZHIGUGB9lun01xZaAyfz/C3t3UNxu/34+fPj9w++hvvl3p9s3vPL9f2s5aZr0iw2D5yed97WJ6B043e7eKswoMz6JPWDcebRy7Vu/vxrXUD7ft67aS6/sz7HlzRTTNIgD5U///oTU7b98+fPe1tUW5G9Vf6Yym0kyB9ZZQwB9jLi/1yvYaXv17D8JkdLPQo8lj425B3GEZ/mFDzzZ/q5xWX9NPl+DUulz/fucY9Jklt5zFf2sMqf6zXc/y0/fv7Ab/8R6qCrOKwrt89Dq+ksTXC2hzv/c72GfxlfSMSYv0BCYZN//kD0SS96mEdjXd777nL0Zgw2OknePTWkjOcePu/9otZvpFXMgA8rkvqV8SNdw72sw4jfck+sNYlkPSfMTZ2k5xMupNPpy5/01+qiluXuo/D3pdbR0NdK7h6tjvEorkTyTGRI8mUJZ6dplU24P0FJbYH30LUkh8mReEkS0/2lLiU41SklINI0wWJqw3MlOewlpCeL69b7VOl9kpQ1VZLDQwkBDxUPOR4bz/iPP3nda/yfn9//C/7DdFRKhFZsDErcTtbGPJ+j0dEoKhFTeozh+wH++DP1i+XjPm2t3uzeUrf0m4ikQ4dFBsTJyNK7XEBJh/0PG5+MmEE90oc8H02aqH6J7UTwknT+vNtk+oL3518/8OM/LOZKjMaehAkevOScuWFWbP7hbhj42+/Gm04he3wgYYKX2MdP/e8d5fvPH7Bew9qjTaLDG5K90JhXT0VsSMqvszDJMNZh5bfMR+MNt++l8sdffyUzvcdNvQYXc9WG63YveHBbWwzb/HoNyZH9kJgV7QswwUMje3wt17ZIcXO1Sfw9b0WoMW7yMGTaRhB+fdKcgvfqH36LGw1wm3fRLYx6ZTTMeOX1GtZ4gRI3VeZ90bmiWmKDd8j0iwI/b+uPkd6ZH+vYftGtEg0Zu70IOQJq7seM+h+QnJA1eYyImZds01bchPRWJvfN9F7tvS34G02NfcnywWGC/GwsRbRF80DSXxZijI5nTRjKP35yzLrHzT/uDzgDHWgwSLxyPIR8W0LWruGP+2POPQ84fTJcJcbYnLjN5Blxo7M93Il73/xP+F2ydI2YHEcZr62waFtkPwYFk86fomHCJe/3+sD0tS6P7e8PRFPgvE+VfvyW3rAmPbLqhFglLbD0+Dm8+sn13nD54+fP//q2GL/AYjacGY7sWzxj/qaKZY/nzOg7ryS0LH/8+PGf9zyr1ZF5MdjiGXsZ89Dwq49arwHTNfwLSP2Sk4jDlAOnE4+AXy02vQ2z8t9//ECeNGdfWqQongm6CJwr6W3aNH748RN/PXu0ssxcM/I1pMrGZJNV+An0HyF//PlXsg++hmVLn3qp4ARPPkX0/Pc//2K/cneY/5XmHwpNXKJ95/jxjMQaswT/SHNiaRx1j90fzqO3Z+FJI9c6Opjg2JiOCXKEFDWTepohWfL8TFplU3bm9PTH7ScvvHmPF//n7zwPwwMK4GPK+NGPjtIbSMZkXPJev4PlLOsQLl30H9//wDVuQq1DFluEJ8doahXzM/L+AJGfbqZr+I6c8ya+1XSMxEmP19DmvvsU/ZvklcIvSPL1pzTox8dyfwJ6z3HSBC+u/uE3blMST7vqkhhCGh3539gXe7BxnfAffPD8tKbpX/U85zofdeMfY7xPXK8+SocjZlwVhgl+r7z7h3RBy4/VV+sYpj3XFh/7NdpgWP5M14BrnvVjWf3DlR5w0nOtT1g5x3HXEHmfUuIJvsFyDSjXoMZV6mejK7CXPX5G/rA8657jfMNd+0LAY8UXeVajw7xdw4/1GpZKX3Ep9/JbIyKZf1jgx490DfV4TJxLyGPNe6YdE3b5n+4all+XeDyp49sRz9jLDv+RnjvKU4wk0/OLNdTcfdTyLT25WL1cLUFT26rXgD550uZfOGLmyl7yuWSVE9Dslef77tPUaUy7xs3vP/hFMQSXqaUcU/4LTS6JGPJev8FQ8/e4mZ5u3ss9ZsG3f4kO5NLPHAv+i76NyJFsJ07PYNYnf4s+OQRqn9AuWK+76Y6z6twifK99W79zKd9gFZmeUpom+/KFn4zyW1/p2837E0o+e3piuugscOJvt/sMbzryIveSeA7mnFmldnK8PGHlWV1+DsrjrQ9IZ0kuSnjWQTSMju8MInDH4IVHFewjkBdUJx7hL8ZnnaXQj/kIi2OpZMSnT5xlrMNXoQ9EyONlgt+B0fAq11/v4rX90tDWeJNik837d0vwRl7vLfilwVmmJwT3jR8kTwvQeHA6GetT8104T3uDNkaB04+boTy/T9hmwegU1ncE2IlqrwesMNtAag9ap2PYaatFOR3ieZMtPj/CU9zhSXy3Ym4BWnu6/OJbq5OtCFFte4MXD1bzobVwt+B6YNzRXBZyM6ekpy/5hHUdkVqn4AucXNTH+iHCh3tmOZAA6FccUZ7St5gFfyPNOuQ/5N+xXU/1Ify9V3x8WROjD6kVst925/dno+9OAMxf5TePdGgUYR4xmO+SixKcNSXSK09krrSDk+Y23o6b1pcluWt07s1VrbupPQv0a4AAp6v1K17Lbw9w3Eewmky+EWQCHjUkrA7wZvFOfseWG3W9Lmmd2+rZbukZZ7pSbcF1P96XgwfJ10grTl+oZB7RjcfWd675iSmgBRIgw6GP7fnent9W3740DMeIRfxDchaVTiHZuoS5DKdwka7hA1L4YvsEmS9QfZyRmKMqugjLvDzpYYwOL+yqVz+Z8LKhP8J7Ri9lfFntaFmtiwN3qbM0eJngdVw3jVOo4mtY8nhG5+KdxIZp+XK8Kj0rP/PoYRnDaMyKdOpYOYe3NbVB0ghyWb/G5kpQngcXmziykCXmg3Bu4T9dx+qKPniIK7zEBcNLhQnsmeJO3Mr1xB9pxu1D0socpwqJOYrZ+6261b4dEf5GXKUam1b+/kRTfek9PH4ID/qLCBzBF8mMUlQV31uf0R2zjJjFe7WFzppvo8/d+NqIcl7G/plzPTBbamKljAuvwu5tXBsJSLgtC0bv89qdhozdO0TZeHVk28rJ3i39ehAnnqTP4dLHJxJTKBVrHflGE2WmwN4Vqvv1Iv5B9Dv+QVon9U1CqHJtZw81Xko7Cfk5vGjcTPP+CMbbXReM6wtjvu1ZPV4y3o/Umz4WTjd6fXPA6ziZsR97T/Hrv+Qf0pgWI/1ZLLadp1fJHgD1+HQXaaKKnwqkHNx45/Q9Iz7/NNYBPgePZUG9BshTEQN5Yt6pgzX3pzSQgEuPT5U/7GE//6DXUOoUMhonjPnsDWysXvOpc37Iu/to81F+zupxWOa4UuJnY3tnKM5obK4s85TzXJltSPcoOSZPK1mOuXzkHFN+Xpbj4wdo30zDjpuMJjVTyONPOyNHG+G9z68wOKbAqQ9EPK0/87fmvEt334dhV9k8jnJzdynHJLHwfHcZ23eZWH6jaet3Zgx5X07d0swq2k/S8vPm9EkK3j54qL/uC0t+qirVn/glPRNNQzy9Bhk9QmMnOn5rH9g2cq2Khdsi5aATTmpD+uFvjy/xWhU5v4BN/SN4SxN1fjI5bdh95KHEAe/9w5pk2jwtGA8yQtvEMj48gy3f52sQN9DRhwbDBL9ZYZLvp7iZhviT1bxfLl1+4XNX17A0+y4bvPM2oGFhFmMaR3Gul0J5q4OdfQveM+xPGtnlUcdy62+XpfQz1FwmeJ093uZlLkjcWMqykj2sARAzL1s5/3BdM8ul9EIuYgLIjOjHkjPED5lz0xyTONNHnifk33JfeBVrt6ZmmCHmLKnA4HGbIYa5W4HtXZmBzhb+ItcEqY6g+F5zE3/75esf92f+gL9+/IL6naXTCTFhMW+b2j7PAcl3mYzB6Qsm5NqSPDB94b6+h4L45csvPDO7fpvJb33Kt5s8c0YfwE8605ea6ZWhdab+LulDroWDs+Xz8n2n4Mxj8Y3mXefXX35JH7MuX798yEDL6Xcx9vCsTOMJeTHmm1wDfv3yZVky73WOYdRXOjwmeQhS4Ls9fP/55yLXsDgd6clg/XyMkWf5gezthiGWPpyO8OuXrz/+vF/D8svHF347rPPtJrkZIs/swKg+osJ8DXeb+arXgLn6xMYKDC3etiIY4nQNa9/8+vGLt+q545srjTA432Teo8JJ/xtfA67XoG9XohrXAQwTGF2YW/H9Gvhb6SI6AAAQAElEQVS7B74G4zXZZ++/B3NMinkM8bdffuXv5H5dfsnvnBL1MFyINfKt1/DTXQNR90tNllz8N5r6e7OZZ6/+8ZF10nkXqSCO12mnpP+v+zX89ed9OPnbGi9WU8lrcGq2mSJLmjW7JY/MmGqsXYp5/tlUw6bPcUpzpIR/+/L1f9aXauHb8kuhY8OGLl7POoFxE3/78usf6Rq+Ll9bHaiw9S2J3tL7yPVNkgzE9iow2wJp67BH+vb11z9+fr83wK93H8VPLuV9IZLeszo7TL8FtEh6ufqHdeadE3duB/4ykt/9Sld+kyeXNtRd3+H9ADf8VB367Zdv3//8fsf38cOyLB0PyfcYYZLIXmGSr4djTPpElhm+htVHLV9LTavbCqtv2cLZV0gf7OLffkn2gPjreg1Y62Dumq7z6UDAuX/FOMDQwclH/Uj+4SvKc82RfhfvGr2ohTD+9uXb97/SNUjMCnT24uJXN+w9IfmGKcC/rdeQ7OHj66KWxmkg6Fj0AOa39EIs7QtoMeW3u3+418NyH1d/XTDzXqeIX9PYMz5Se8x/rPbw1w9I16CTh7kBM85jRTg8zuyF89+STfI1SEyZOiZ2sfYsh4soiYzZchLma9C2kPcpRQdBIx2QeSHESEctLXnS+wys6lDy0muGmeIdh0R9niSe834NX//4a43d377IOMrW15TMk2PczWGqcapcaHk3My4RJvUINMx7pVxv/YDy3jdBoo/pZwzXYij4+zXIT9R++QpbRYesAYk2ux0po8xrUaXJdf7b1/s1/Ljj5KPQGoJ3lOdVABlkXwe2CTRyg7ZI1kw4PdWWDgFpre7FYr30i5+rTa72sChP12B9/roor3HN8ekX/v9I1/Dt48ui6/SA6kxgedKwhTkOxny6hh/pGn7xfDgqGGB7ZnkAr9fwc43d92so4+YRDC6ezmCJF1/TPExwDdnpIx6K5t0oD1DGgt/v/uFPuYb8JV0j1SUDnsoEY/z7L7/+z5rr8TUsY30qM8EejiLvCPNY7n72X79I3s1fP3NMEQwncB7VdLH0ixQv9EnhYKQ0mIWYwWwENV5t8s+fsF7DF5sTc2ONBbJvL4awlY74xpRBYDY4l2Oi+diF+bR55XhMe9/w25dfOE9JNy0pH+eYjNkveYz2wEOeXlh8130VY067BXv+29d1/uF+5HUchbHOWUwxlonu23oNf/z4Ydfgt6YBiD3dzA+hJAPNmos9N/V8xpJGyxl15o2xxIt77L7zv62+mvdKueH6Ip/NmPPT0PTbFWk5MU5c6/zlZolQ9plpFiIbDkU695x3/TCIc95wWvMAhgne4TwX9KW8BhhgKh7gdLHvWQ3j++YvX+Ua1nqIdSqcqlY84nHsjvNbihcL18OizwjSXU9j8c+bGNSnVJj75t1VfP3yCyyxznls06Oh5GvgsRwsff0cwK7H6zXc+4Vdw9Hj4GG8jqPyNdgbq7OG73AZTHZgArmGlPt/QXu3u9R5ECZ3Dfex3GLXAH7Iabbt5OLtRHpcqpOP/GYq5Jx0ydEfcj6rDB8q+Yf1xzjv/SKFlNWWZdbipthliGjfUaRjWFaIHrunj6xjZwyzv/szNf6Ic7VJOJ5Frl9np1ils8AxdvkwjLB9c9nlVVZfZII+s9zG5dechmH96uTGjGhSwa9zt7zu5uY1YJX5b7xRa1KGCYpJ11YpBhTPkmRvkCnm2dLx216vkGPbi+zw08rKQgZ4Q7Kvm8F9SZDftxrjE5LPN4Ozlz+O/+4WuNtOSok8rDi9l/yGDFGxBqcoZry4N4YW99a8j6lex+5UonL1hcoEro4jPnAlAr/X8ENpY4vDOJLpFwssxoHhkt8RMVNkL3GKmHxsiY869uC1TDguytmYv8mvy8q6m6jeQPk0iuKddKvjOfaBtUiOR13MMliN7O8gC6sb4ifLwr+xM3X4Gp9zTI6sRWMc4/GINMZvKLmGx/wYb9vblRZ4dNDxkHA+spZzsokmR/e6bUert4mY3buu+W4vyzmtH+lpBu0xWFbq8aBw2JnhK8b/GWKOo3wpHH+5cORlTc0xU3SVu143WIZIvO4mxpkj+Jh+Rez7m0bMd5fj+Ojxs2Qw9JQ+WzMtBjfEg2df+IkRS4HlWeMm7vsuL3v830xqwx/Hjbwqx5TnWETFGpyVJsj7QwUuI2aaJJZ4x/vSsyPmeMTl8UPk7UaTfMVwbOxg6X2Cy+9BDa/RM2FZa5PyrLdFLi69iMYnkBha1fDEV5utPLbXM2Q0pGYvNIPr+vk38F1+ZDWHdSw6xk/voQ8wnBi/odSQso3/rtJPmu7ZaxQxe7EJnpxjql8CzfvMO63/gpEYx2zB5zNH/PFT1iRri+cncepJLS+ZIzp+jWmgo0+wZ5C86Tbmk8UHfAqUgvlHa/kd+XWWVs8lP2Zrz2/s+ahWSF6/GoM6TBG3V7dn8J5yYYPtwblfhbz3Snt50kNWfbjiHeYy5htsYzLjPTOFi6rhwLhdfZXtQ8fZy3UN+cfhB5bnGOwDa9k3dY/vm4PjfTfwOm33OIHlllp+S8rt6bAOoo5EgnODqs7KOX35JVuHeWfj1zimX4umfaVa5dh2IuxgdwHeVyy6xSo4jXEDyzF+UsrZLsWcwrX9kKjumBXj/9zGaJhAZ1pZwfgUJYGbgbHnm31zjWrEZFHXdKl/uqbZ0QdxGRADHc8z1rFauNXqbbpLOb7wA16WvA0uRpjvrcP7iunxDw8Re/lcwr54Ofayxyf7BJ0pKDBrXIbTkTP2VdXjH4fPFl+pPf75eKbBhR933ZqXDK3SKXnGKB5QnyuYRfG+CAWvIYxA/NKHvXVrv2Ka/PaHff1mUv4BleFSWJjH+QiFBfro6q0Iw4Z/amkjY4+/KGIWvIuYMmnLtcnY873LqM5S8GJ6jX7X8Mnass9PYJkH5LYe8VYLmVfseOLqO8RLd9rL+3Sx5n2KuJcfYGvB7GF6/IRTfhw+Ex728lqoNu2Afz72sseHlTdRba53dPlT2F91j7+6JvDKGoowP3+sefkriEKVvq6CsQr+PTbJMeXXa3myFIujkQVih2EH5mNRORumX6nWOcLS4c9icYFNPlLNnolDqh9G23VXvGSjmnfYipusuoEx5vX55YolYqbKV5x5a1gyTwvS+GRJ6BIZVKFPhe/Zx7+nT+rxg56I5/smG/6Yn8b+Hvbyo/ufudtTtXAI+9Ljt0tpsDH/efFLDL/kCSCaTCr4x+F9w0+rEoRg0of/KuKljIE5LbWY+iGfxmfMf3KOyfr8Zafua8e2UTV0Jl9rHlxpM8deLnltjjn4gtO/CdLjaxx/wcn1m/55XhjVCb/LjDEWvD8OuO81hadCR97A9e/V+iO4Nz5uVN5L9VaIvm3E5onujTZ83bucVL+h6aXn212f/JZKa2+wYYefVnpL6PFtBQU8+7K2Qj3fOvKS9/O5XrbzvF72+I7k4455PXeeVOzxW7h8lhDzn9kCd9vJUZnCZ2er+r1Wh4jsLVpyb/2wJHuXZ3E4bQ3f/ZG9buSPMIndcbJPK9+9LXwdX+aoSvw4o8fPjUsinqMMGS4lpDwviqFNZAT3pk7Mo2DpH+norJNS0MQzDdILWWfdS77FFB3pGKDdjO+GW9++2lx6san4stPLQufvIAtLG+IXSnGara/z/NMuyFtCzWssq+u5M9o8yD9Z8l0c41t74xg6ssMrLXDPoKMK2z2+Pc1sOPeW80zfUkWf2jL7OuEXIS+NmA1T5T62b8QT6cit6VmWtWadYkoh60wWCVNzmyrG/0kS4TR3a3lExcLmuKg6Oce0eKnfpuhKK9JnIcXaqt6yztK1sX++0XyyZK8y5sfYyx5/hQyGp+lqC94zDoMbvgnvD+91Xi39HFSPb3wveJ0+/4lGC9eNLriBR3xrBOUc17ahdPhxjjnQwTLH9CGTt7IXzVgjpu31mIi5Hr6NoeXtBnzb44b8Kdn7gtNC2YDx+9rqmzEPhU46Dhm2KMYbki1lHYmYvW83w2jYj5jv+41maPPNnB7Xz5hvPVLMf1Lftd+n9fl+ZpT5svfV/MN76EWGU/MTedlrpA8RPX46pPzNJUxETHhJjgnpXxslSz4fx2WI/AxV9YvMkf8dzhy9zvrnj7SwyqDwcce8N9RbeTUDvvp1vhRY9fpWrONRcL8xazOz2OEV83yu8osc0b7OTFura2wZx7tahai24yzd7/vqsrchx/yb+KwgxUsdP5VWx/O+CnQc9piquUbKtQ/5tvT4NyrHDPOtavnsjQm2gFad3vNtN3A6Q8khaEcHu1X7Bp0t3592Nv7H1bQmoguv37j+zQumiDr/tLzsihmsbj3iXbE/qf1eE7Hqn54pem+Hv8Ry2jKwHCKa5CvG/9nblHns8AXJEZObcOV1E8fBjF1krEzZ8xRFzA3Zi8Jn+qiaKpVMgS/tat3hKGzx7W3hfE6yu2KG/GvKvNMsenOHPyvz3EGROYtl93iHr5RcPkcztuXahu3xF8jc1XMsK3nfdTlPE/7mumvK8byOz/0yDzmjkwxT358lXhlRt0pOKBiLC6TiCPWFQxXAi2ao/gyZMf/88k4RU0JkEzGDU8DklXequdeB/K/pznUU6kRlz7czjNN8NNu4am3xjH1o7PFR6ijGPZsiFnxbcT3+YdKanrac/rFg8O7hYS09C+9b8oh/suQy04D+zmTua/uOP0dN+DgzVUPZ7+0IO4mSY2Iq6baLP6s9a5L6PEb7ugouLijx1b4x79wVNA0Vu7Qtfkcqf8Wv1PI/G+DY950SATmhR17/MrWH8bovb1UeWaeOmGVXKcJxyEPHawxKJwqHqp2jv3tP3NEHD3uviP8U9TV/tzO18F5lpgF6/BjPNFiPf1vJJeIJAMf8GHs54OvT9y+IeRcxIWd5xZyDO67wfv5rnZRN+WMbMZkHVSsAdfhGf7ypx4z5wwW///wuWcpadXQIF++J3A8a8hh937k+oezsW+D0r8bY8JYROcwB1WYHumuilPuySYqO4uB7Tax1duBpSfE7mBdjngWm7bfMBlKeFL4Iv4UEy8wrnHzRBj+N8zBziGVO7QAO5nbFY7S48bBqOVditbENzL14J36FBXbt5FK8z8/oyprqE5BDI2PPr2cpV9+k5jtO25crevn4aPel9nfbbx2exBf1sJ6w8F0cvr1OsvDVWtq3irYwWPI1xLtjKA80Qp12hU5dQZPPSDzacbh4y4d7EI+shIeIL3F6yJneCpLWdN9u8pEpp92yq2J0POq+BQ+BLW3it5GFdT0dT8rCL7FzfCJuvMqgZc/HqQi3I8992MseD3NvGT8KH42hnoksTSuyh2cGHdvWMhnO1Vr24if6llvNgEWNRna/lWz25Xv50IhJ45VObhM6hos3Z9O/sheAjeWa3uH3tXT0sdhl9r6YwniT3XVv6zaGKX3+0/qpRG3ps6LBWCNoNV4lt++t7u8w7R/+kfslO6ZX4UgGw8p0tcfw80ge6AAAEABJREFU+SMEeHT586OUnePkp2Dv93r8HH6QpClvALh/Puox2OcOK77VPMccvv4qRp/MMcO9Vnzr8BmjjYg8xiijhCbr7O37MLwtAboux3+XybXnV9PUfacxTOnztOw6ooiuAQD89di+EPnSm36vmXl4lg9/zlzcXnw+SzqZAZ3zXXP4cTONR7HvlTU/KX2utCOfejTu5Gj/yKfIW8NckmOm7CbIMVNvrfGtwxO1s6nVzCrkQaicFxENQ5nx8b4tfxjXa3Cex1p3gU6KUTp25OyRzB+vvHw/ojrpUEOMEzqKeT1OSsGVW6i5XvI5tfJSYy3OES7UwdG+u4uv0B7/RKwdrYObYe0+DG2KN8JcJrCNlgy3TIDFs7d4uk/sl3LtD8ZPKs830gfWbN8cJsxk3G0egGfiZZb8b9SROGJt8msEK77dXEy/xFZNCd+kwhblBxj5al0Fc37lLaFdjzNjxDfphxaV29JuqpjBnw47iB2VCKPGR90mNcfxtK3RDp/l8OtMaZUdNcdGILHY2nMD6zjPGLvn6S4FnQF/ifkKpUPgBOZ7G/MNfp6ZwpnQEVjLE3Fjh/W7O2oPavOX4O7bPyWGYTW/prnmy2sbtocDeazrMsxY38/IWGNQzRuWmVNw73Zofuh51PgFKamRbzQ58+xgPovNQwFsYOC47KzOvhYFqyqsvbAVND/46vL4iOkwTugoRo2D45N6fsOQg2ya/VXC2OHPYJ2nxgnMOwwxcQ0exdwR92EbFQTYp449/gDm8mgnfgxfFTaOhhP6LCEiktDc+gQmN/tzCr9TTeypoeHwlGPdoBY10GzwaZo0/Tab/LlYj9YVMXUvvekV3xymDQzs0l2F2VqbXr+XL4CLmcdyjRk8Iwe/UquTzjnvAB/90r6GK/0Yw4ROxusOEjF9FwKKu1aHN1wepxnRQdl474Uv7Imj/nUAE3eEa/Ar6+X5+JryngZ7Ad6Tl/UwHzQ7Nc9chdWaDuJUBvg21KmeCBbzBkGW1+NR19fkP332V+L87GrJz0EaHuwyrTm3/wyZmU3HymANTo/773o0GNK/8A0Ov5qmyUp/x0qcoFmQO0IP216Q2ru4EnLHid4ZaXnOjjKO3u5J7nx6AHJC6kyHYfYgAX7K5Qzk2MYie/vbyZ61tDjwkj1+jPuyM88b4J1SxjQd3JfzQa0MZzjb1T6NBe62k2lpb7bu3avxMwVPzVtC/HU+Y9u68ZUJFEeYx9R5WxbAbqL2gao/XQ3iSk9gsHhUYEhRs+EPRkw+RhenKMbBSfpNiKWVbyl4gGHQ2Me4F+OMD20mxLrTW/S+o7K1tB5+oSx8HTvQDn623LQQkROj0P0x69WSpG8ex9t2eNYCrxh0HA7z+6wltpxDMlph6/heyxtFzO6VhD0uWJuzizn2iVeHKPeGE8UOO7mpIv1vupZYMsQCY7E79WMn6veXqS9E32KKftBn4VDsO7bXP3JHDfModwK/WgZDT3cvflgH7zQnsFfyHUWYx88Zb/qozzxaODO6KHk2iBncjv97jXQ4x5znOVBxxGQs8YuGvw9ED42YcmmGq18YmsCPkhyswq3hs89Kv1xxk6z3xThl1ukI0kM7mPdKYx6OmNFq070YNx/7vK/m3d7Uh0dDarbYGZz79b+hT5vFOhvZ9r6aL5zNe8dK/k9rRJ4XfCDP+kc+QeJnzzHV83hMzS8GOZ2cIXrs39/lhKuXOfJeLa7K9hqcvnCn8DiUqT/FW/srccrcbvqX53n9b/SVeOeMLT+t4RlbrZNqq9fp3V+xHmdcw4PafnrxDdbjx/iQ5G47g6+UQYoH2k1KPGqhB1fNNbK9j3e1wJ3lzWv5yhvbwCSOyvDTRyccxHqdLf2rOxuKcxU/uf7pqi9cdzPjwSaHrZKQY2GkKjxir2V1DbN36YcWzmc2VczgzxjjnJrEO9I9ULfWJjsRMR/dL3f30R3d6zFdjS+5hx9igtc7tUeXead5peQRZoNZo8Bpa4ufZ+ufoxnb8pqGPSD3uAPgkChYcjmPzU5cvmc55A1uElTdPE647mbGJFbHgdZhsQp0GMq3blWxKC0zs+kl5S0jZv4T1Y7D6xxc/OZW0dndgfQJ0Igf48tmIdejzuGLU8Ed+KUS1OoO489f9lv4Z2+o+Tt+w5o4WHM+vWtrKAw6RlKkM04e7QwbanqC6nvNfBC0C8Veg7Tfembs3NsMvibjgO6DvMFKnNoU5POUm66y6fF6tfYdUvqYVgIZjrBe1jqYkRry4c/r9MtMxNxT/k16Ipcz+O9QR7vv9hMVX+k9/lM2Xi8vG2/dMylT8kE218H+Sd7p9wwk7HgMNjcRzTn4TDDzknvCLdnyICs8GzG3/gyZmU2Hi3yXmu4bNjFmzG892NNXw7QXL4iOt/bzbSw5z4JF5g+M068D234Zk+BVU992YZyu/5am58GOY/a9pIFJy8sx1/VZkXUYOx1oMNTYyx6fpITsIb+NcYOnSqfgvcSGMUktj44fYzyLnYQYQ4sh40biNM4Sehgm+Gmch70AjgcoMRUYdmBoeah5wez3Sh2qeWr5LYwF9hMOWEw+FJhGPLU6szw0GAI8J/nQDvd4xVhj7GGsMEzwgeayrC2xJM+WsG0tEiPRQceD8al7pHUikV0j+41U1plcsasVQ4nZZtIuYnuCwTTB3u5Z98oYUE5hblJ0PIYJPsAw5sHFPhjysAtDzYPndbzCFoKSYkufMz7FMgxwsj0+OOsbtrqEHO/EKPWJ9Rr1yAUMkphoPBqvHizZlUZMvQ+nQzGmLg9DPCURa4xdDBkXEs5gGGLIeEuyhfCFKu7xMYbzuJb6nt2IpwEvGKcxekwHsJPoeMw8tBgNk8Ne0lkMGcMYwzbmCq63QsVTxcMcpjEGz6PjS0wVj45Xhjb4bUwTPOXYF2OLmCKRe7HYleE7v7CO41F5Pub6dBPl+ajlQetWy31SlCywZdcS+zwGiRH6TBR4dRPHS+ZizATmkqNPxF+AAUK+KuoBGp7I6dTH8XPihaZi9O8OG45PVVynGrhEZ1one2+yTY9T6CC0PO9obQTorpy3mo5jcMirxIZp+TE+JDHAMI2PSnDjXhjzHQyPwWDMiE/NLwMoMB5avosBnNOvmBkMLU8TvEq16hFPXT5XxhTGs3j/XJZKcDxM8iV2EnlkLniOh0IHIZqzej6GkOdMYa3hhRPCwtSc+QLrrEBG6Wp2aa/U/Gk1K/Q6yVkups+aICP5hClr+r3A5hxUX47AGSvza69Ew54/gjHnAjMYAwwT/EDSmE+/b8QzEuaQBHue0i8ngY7o0uRBwun5KA8yUrvXOO0leQrjVPG8FfJxZIC7HrngQXjGqFvX3Vk2Onsw27DDDQ9jHqSCfG7S46/H/a1U8OB4AJfdTPMiUXuN4Dm+n/XACX43hmkMLfZyL0/mUDb5oxi3ecBt3mESnN28Z7Kkx+IgL4OG6eC+hC6P0xhDfFCmzJHzx9Vnao4J4HXY37FOzCcTvAGJG9atyQ9LLgmQs9SMif0t+myRHblp+gyRVwRTHpyu188YrsUQ8NevwZl6AZW8zf6kwUnOTYVP1qd4/etmGBp9v05nxqld019ynPSHm5/qrLvJbp7jk1415RpTrPo1vxf7pLrUiYqvxB7/REw61omx+LshP8DaHszEvMNcOphQx5R93vmgaGvaLeJ91TgdMJcfVF8l5bqG/OOwL1sWuLO81mAfWMu+qXt8gX038Bc67kIXYZXynLLhu1Jur+5saClO06kkmRD/SKG+11n/LNbdTG+ckJwqhyjF5CIi68i+LrJRtNam6EPRCCYr/Zf0z6KUgWFzY8VEf+a791v1e0oW5RaHAWyel5yqtlJHx+EcYSt+tqa1sfUUFqPB5ZMxP8akeXW01fMF1rtqsJd6o2LsGPkHz1edqcc3+CHmuNdkt0OHb/0e/zjsJbMyA1hZGrGzYXvOOp7fgfM8aZ+38Wx5NTV/Hvuy3VxtmWnAHv98XDd41V29jLp02iHFo5qXZ057cLPuZtZh56s58I0vv/r1Vyitol53c90f7Vkd6nMyzkLNisr1NYvQWp1F9XFgIT6TfIcyDJjHImb8Z8bY3zT80yfebVz0m/oGTpj9WI8XTJpNBzo2Not47SIdXjFvGPJpywY/wBwHY96nhT2+xn40u5fvj4qV976l4d8BPyJsbIWT0MIBLnDzM9jLHj+Q/hanq5DcnFWPn8L+qnv8pTUxqKHtmtCVL4+Zpj8O9nTSJsE2g1fp+wCXdlmkt4JGLgo0i71o43tNtDEDq5A8b/M6zGv6i/MpexeLC2zyET9L1uGpTu6J+nkH+ECHmpQ7fXv2afXl9f06nRlzci+Dk4ytkatj2lSvtIvqdLscUMRT4XtivpyscTd1qJedwZM9ca+vOtsf9To2+Gns763HH6mX3v3vvttLsS89PpfSYPfxb42b/GsHv4X5ZPF0TK3ps7C8V8lHeD3QFq+WPM2jz+YKHekdea4A0ScRFW/PF32Wl7NCxfpkrc74mmwxj14kcyQ+JliM8Rj0INUx261jZn7rsYLff37XupYZZCL/7CfXzojXuSHKzxQh5HH/umLV1q4mTmvq+6TGLLAYD2YT9gQe5Ck98HHKX4o3nqJhRda5VJK+RTXgqXlLq8c/UpKN8/p8a109/lNKbwk9vhyKonrhPj/GXpY8xfO8Bd/22Y70HrnHN2eq+PlJyF4I+7tY4G47GfInpQSz2rdk7H+rPTeGi745Bjtm8hfeqf+78KXmetroF+dZJfZ15cooQxm42IZvLbzmfWyNeIA2WnmdzYgJ7g0ev7U4tvXu202CQZJ5ZCWDKcEg8+9F8JB9iXQGQY/Qt5O1FdJeAf93kNJdhnzQvWYt8BrZ9YHsTB0unGyHPyu9JdS8xqy6Pvv8YBTa5d9E8l2M+dbqYl5j66wdzlrg/GBkKMWiTob5keW82re0sa+SVcTs7fXgiBlsja/E9aBCv+1ZfEeao1Y9zvNB/ul09pbwgL1NnJG2OlQ8F7S5N7I6AV2P099pELWTvqyi4mpVskXOMckdYdjHw9XI/pHPkTrCGfGtQ+zxV8iZYaj3fsUwlPLwTbb6w7jh3ssl12HE+/FzzFPju7zO3Kigx39S6T1MyXPDj/i2Gfr8YQNqc8y6T7nVN6nMMdvjiMemeg1OHqCYP786YvrRlNdHx8MQF7fS4a+RHPTCrXMrcd58D3VbJbpaT8zxq16P08W+4phB7FswipgdGczKvpUPj4bR7G3G/Bj7/hvzn9Sn9X1Xny8zoB6fpefL5urxr5Cd/EsutNHxfL4ZCPj6hh9xA+aTB3zgVzv8PxLeKsf062t6zdQrg4jJGlh7JE6y9LxAZVZo/r8qk5nj9hqcbPwee9nj27U2+1vX+4zW5pTvOH0m6f7KZ6b+epx+q3Riqq/XMwhLR1Nrtb6bzIfN8ILiG6bHj/FMAzeS3deYv96FdlI/LoWOby2nI7fHXmOB724AABAASURBVH67yg5VzTVSrn3If8rytrXcln21PN8T/QhD+GbkUfCXSZ9Dbg21Ug0si3UqyTkbXsdb6KsMsagL+Y4zd9Vyq/szefVcYX4T88wUNoM4aOXx1lf1w3H4aLduMv7P7iasthKAjSekttKfhcnORcxtuaVvlzhd0xwMoK0Z14FmupTTuVBqv8i47C8xf6piZkzzsMk+pBSW1vbdDn9W5jmCskITKnTE7SXeYS97/Is9zJOKb6geP8bPaHAou3qPD1wDLkWX5hyvzskdj24dzXQrZX7o7Kr4jhMwWx5vZf1o3U0K38DVYhHTLKeKtiEzv/VV5T0i5vafFYOue+zKGZP1UMh3OgrZuVp+DnvZ8NFs46q1xY9xMTrt8FFKCRL9Ryli6wf28qelGsE1Tn+ef6ew8WlCxMMbar4mZu74yTUxW0P6ledszVUpXsiHTPwnbStjmR4EJwKsGiofPKx4fwzHj/OOnqu7SoZPMdutfLWt/nptpY6fipVoZnfRX49TVF3jF3EQnb5VfsTPlGn9T+2TjvfNvvfa8Gok7RLy714v87XgS49/rzJjyD1+vsF6/APl3nytZSLenF0zWeMzu5hvn833earfM5Ae1Iy0V77NDUv9uhpUX52rts+CWFdYCj9myVWkkyxS95+KmNGfk8z81sMlfcHJ2cvaNHQI11k94/UJZcRLnh/q+4wo/TNmaiulN4Z4m8uy7C1ay8qyvuMBwOnoGp8yc3EzDL333fbiaZmuR8zzcTid6uR7K9yaj8ZvIcEy8EmcvMoZHHhkxdyDrsTlnK/MqSWPUXhbtpba85b8cRyFpACTPQPbwO9kgbvt5xCe8y0bWMKP8tYAZG/IDvVRGbv3+beEyq3rIcvvL3lr7bsqnVpfI326hhaDJV9DfCxW9nH7Tg/Y1ZJLD9UzpKhnmESlG7PkKBqDbvodJ98777seTfc1zDzHUPEG0i7rboZRv1AZ6Gc8YXtvKQOLegCelF0fxc7xwXiPh3lcnFLcG4UewSclt8U1+Lp4miPmyAK3BhoVPmhFg3CufmAGz8avMX6ErCIa5B469/XkZRGz2QrpX2P5xdu4RY9Ix1JssdKS0ofizcKaVDzJE0ypcG1Y0aiU9zVs57W9qiPkfXFjX4nmknUWY1HQY66zEmV/b7PULv5H7pfsgN4J7xhuprs4hi84ghsG7hqfiM8vxrrrkSP+XXDoAz/HKIIb6R1wbDQ9A7JMB3NcPpBjMmU6WH672W4dHK36/pJDIGPjB99ohvqPxDtk9IxTeiUHp6KHrl9G0kCn/KaTN0f7Ltv7NuciF1VNZ/G+lPSrTXi0r+4/BZkfLrNneAY+nxk9SO73aYjXZUCPxjt7Yhgr039ehgd5mcfec74P/neTUGZ5u3PMJhOUvUi8AQAMMkS372oUxfeXWM+ycqLEOmHGZ8lUxR/HIM8ZH7IGJ8h8qvlaHUc6nHqV4ryHYObT5Wad+bU5Se6U9D4x58IuBmh1MAOGPY9yTyMdz+/Be8pjGmkX1qHgBJ4Y4nI1cHbR42Wgq5jLTmwjsxCPt0bVwV5+u8ompVzvi/ADy3MM8wW1XJrAhDnMd5sTWF1ag7ek3F7GmhnWPPExhzotL9Gr0rG3OzlUuipOo9vsB9a/nU+YWWuz1Qn136p/ykXSqGO2WzcZ/VPunuOp1Upej3O9Gr9rrF8evsunbzq9DvXi72xNe4NwOJnwbqyjPWPsHqa7VIn5qsTA8QTme+7gp5rjvMnOlrAvPg3Xsnl3R+2BHdJFuHjjJ+N5u78Sny2vbcC9OJD7urTkeHNYZmQafn39QzCh5ofc7Tt543qAKlfUTB5yzrb+jZb9zK216fWxshCfYbZlvPW15WERc+JPPHL8lqf0pNOwN2SIM5Dgae4RLDOJbAMuQ/f8FuYDDTFxTR3FYP2rxeGoYANXKeVezKXLw/WO+zx+ZdhYC0277UfgScllJ/bzVz3+FH5FTVxaQx0cfdMpF7qp0/IaoXJPX39lwSc3gL4ydq212eqzziB3sLU56dp0X1xjjSelVg8N8g6OSkXe4SJYqEP6dCfU92tzEgTH99O4Eop4W2M4npfmHOrI4Z/hY67CF/bQuN9tYu4QD8aPqpfdd/sUvK+8p2FegJs8q8cfwHyy7Ow8U+NdmZ3D6ykncLq0/bjO+BpcPB102RxfIYMqExzwmhXmoyz5eUdqNG0guxJwZfznJDO/9UxZ0tWnOkJuS6mvs1gHFe4Nji4Gpw+ORwSvY9/hhvppXlv3TS1o3/kyzwwUDC78ThC3KSBj5tFZSZoLBnl2TVxnqrPKGKdddXAR4D0Su1jscgLLyY9inMcYYqox9HgeM4lFGYYjGIcYZzT5mJDnqiK+xlnCCAOMMZzGUGAqMFT4hIQKYxertTgPG/BjTBrg5iQIpmlMXYxdDDHGAximsZttCXEhV7+U0q8sV2dXYNDxx/2CbutP0qx9kPhOVYcoW6lgx5NY4HpManVuXgcNryoLxyNUF4uGJcaDYJlrM30wdzjC6ft+HSDNSTAM0xgGmEIMEu/Q8IxEjYDgGPA62Q/kNsn6aE+j2ctC1tdEtNCBQEejoV38+l1pyjTX1PZmX4LKqGnpy9U4OPnmk2eMMcZDuGGgh3EOg2Fx3jMYAgwjDJdhglkcONCM90nsYRpgKDAdwBrvKokxhmsxxriWAGpRk5g2MbTYyeMNCA2GI3h/mI8wNZgMBxJ3YMhvxd7/t35BkmJHD5v+PfG43SdWJW4SpbdiQeKUHTNnmMtSrmKyhsclP0lSHfEeSZNLewRgfZ2uZR05e63vdTIOpRwBHN/FYAwEGEJ8suxNjFmfSsog5blyEP/D+mxdYNEEKG+3DJH/LnX0pNk+TdPVG0fMFCtZ6qjSWsG3iERMwXZMBNyHbfZEeWz5LQzbGM9hGGA4gHEfhgpDl2fm8RjmsY6XcudsMY3xFRKPYOpimMQ6e9BiCHhw/DTGCf4UhqswGVNjmMQ0a0BrzEwBEt2cWIVNn1ZXcUtSHFOrA5oLME/+vOmYtc6aY6rlcwj3Y/s1wgrmi4WcWUA6Pgz0Mx/g9ZIX0YeKLzFM8A3GGE9KcA4M5vMOwIpPAxDQ+TFIX7KS0/fHoTS1kOdJEL0+pQELmE5qfdEBp+N5lD5+Sw2eJNxYB7zOOlGxtgVijSHPv0GF4TkYAl7n5bYxdTFAnenAXozPwLAPkzC1pBpDxjCFaYDhKrxPThuOw9Ri2Ifp8VjzKcM9PvmKfRgMt0yN8SDGOQwHMHCelbK/HpYMMZkv55g6LqLk2bDKBC1bbDNElxVC1iFwOuiOk/VB9dEFhjZD9BmK54NsUfTzVi79zNH/NVXiNTjJHXeMx3LPSpwsJXNkzP4rdQZSrwf6HWe0B3cU0qtLLVitwRkyY17dCeiRrebpTNU/o8w3ZA9PSxtFhfhKyQce8lx6+ESVPVnKtU/gT1YeYIDvXcvdmyRJCAyrG2vwo2TKE+KtslJmv4Nlr1dWWfaHynNwXd+rbXYNmd6f5KJjUKmIg7Yeb73Eck4WGjqpcGtLVsz4z4KQiMl/59o9FDHLWNzIdOgH9tG2Y7Vbn9DV+NJm8MOd14NM9oLSdY4NfoYknR80rPOhMIevlFzeq7nmy3zD9vCT5Ngd1K6BV9/Q6GnvG+kzRcX2PMZj/ufsSu2t4YXRI+h6KtnS+t9usodFqKyoibk9cnLrO5RXREzH4NQBN/nuqV2HABfE9ncge8fiMB5KeSpf8Oveyo/x1amjdIAJ/FJpJnQ5/jxlvyW/keSys0HKPv03qYmNGiJL/Joa0hDTrbleDOqmkLSlMPfn/Tjtt5vp4nDQOPka+i7tSle3X06uxFnkJkCGmed/ppPeWs41L5OyWl/rXxzXrDqJqgbPa3aWZW/E9OXorCxN98Qe/kx9cwKXldrwn7pejtXC5yjXGnKPf6Ccz8vava6crJFnhJvYS5/9bUgJHR7fn2KGfJgJVhZricImz88qzYOejZjwdjnmx//6v/6XZDKrkdA0LvOZDpa3dbo6MGMT4DJ/yN9xrlieCWec9YGyfqGTfhUKUN5+5fYV/fVVH30r1vGAdhYwHcNJB0yf7NmAPqWv+Cx7vM6baI99IJbRSZY9HjZ5HGI8i52EHj+NRxIHWFoNnQ03fIFhgp/GfATDM3yMYZ5nP4h+uKrvtmSeWn4LY4HVliLeBTLCbb7B3op6/F4L7PIbkk9fYpzGOImPSdRvTTBJxuYrUDseY37tJwcnefu14IlleqcVpfXB3gkir9MwfCyNOLYVnA6fBCt+cccs9EU94DMDY76Kg8Bh2XiQq9qDoeGx4QGsdzuc/u/jVNax4YLFtSKWcYuV+4o+O3R+4xV01jJdlf4mAXsJx0PEG04tqbFSNCF7mxzpCuulKyR2sGdKKdUz5B+HvezxEPAaDQHVGsso6fkYwzz2ssez9yaxqD7vME7jImbRBD+LnUTHz8zjz/KzOMfBPj+HvS3luFlr2iCCckX2eJjjA6yn38C0gWmC38aNxGmcPUN+x1Yjpvv+0vkQ9erV95TCY8DbW7F2BBcfyUVMjRfpOIYJyrd0NfrVEtxVeR2Ja+K/jQflvU7F78AQ8770eJBRHLY6xgOAG7VGWx0e6/CfI/300VF7VU0f7/EZ+3ZcbaO4ErVYzp3VMse8SjyNP59kBzTmH4e99B418+ZGtTt5TBN8F4PhlpnBqeeUPDl+S2pWOOLlmOj4McZHYZrgSwwn+Dwv2fBke2GXLz0GW9GYfxzmADzmMybNLnnezHKHokdAzh1WF6g5puSe0OOrHJPP5fdiRsc/7GOxPAL6rapjl4a5Q8txGl6OGfAnMJzgzXsXvH5DiZEOVftCD8udCm/H5BorpNMHp1/pMNMcJ2WjBS8SMgbTMcz7ct6B6m2mcZF3wBYPLV/mI8/G48wItjOgLt+R1vfNd/X4ucwILsuArsLSy0Le3FuHVwk+4Lte5nmH6Tk4yQ2+yqF6/AMwjjHVvGf2S+hinMReUsPsluBzTJNVJmgS9btPy9oGvMsxu5mg/+UYmZMVDKE+6Onc4BErCY73+hV/BAMEx790DU6d/3U8re3vecG6B7R8tdYmVutrdnXkaxLm19M6j3/nVMdqQzuxjrodnzHJqXGgswf70uPBqqdotJB/AM5DzZAXv5Z1dvCkh+zz2Xmyx+eaGvINlhHbkHc+KNpaVA2Hr+3qq2w/5Cur6PGPww8szzHYB9ayb+o5vmMmvht4nbZ7nMDqwBr+qJTbi3Fv3U3GElFKHnMN+OMUVckBkiD7AUAsfIIeqdaBuoIlojc8Y33vCTalXtpr+iER7d3aksX6moVOrpVSxx+DQJql1mHsYitUx4QcT8/VdNHYmedMo9XxfIPtysCyFMcUuNulHF/4BC9Lni95A/O9dXhfMT3+4aa5l8+FKguM+MfhWhLk9wAcNlu/Bud50gJ7abMhT23GI+W1DbgXeyn8uOvWPGftrtUyAAAQAElEQVSMIz7GalEN31t3k21Av/VkN8Y8xz60rxlE0/LYpJ/Co7ei/KzQ+EYHzKMVfI6igeX4re9cLoqYu5laAeO9gh3LjkVx1uFxfg+pz09gIsQiE+/xekGOV+z5Dk57bPDSVfbyPl2seZ8i7uUHGLRxs4eZ5t8Bz4SHvbwWessQQW0oaPiwkiYq1c9f9fhT2F91j7+6JvDKGjqBe+tuMtboXPASo8p0R37h1oXFqgJkN1cxPZ1qNgyH62vyDNIgv9iNxQU2+YiTPb7KL7zUgUQn73Dxynh7cmN8sb7mnI4c1xoQ093dAp8pU8MNLyGqOk6BqTSFkH9Pn9TjJ3siHuunbOxjfhr7e9jLP6peHod96fHbpTTYmP+U2OdZPX5+qmWG38rs/F6ZX3fYyuwGmINSl+fMzukEfMZ+3kAzPujzvXU30a6k5gE09nl+wWJUA03q5yZlM9PqQFPGWeSjc0zOwCWYpLoDfpOl5OdwboPM88CB/PtoCQPnV+LtCr5aa5Oq9TW7OovXQf7OkmQmC9clcVYdzvwzn2q44cEw+vU1dc3OFJZFp8UwwjDBq8QuL+adcY/Xk2Tc4zPGMY+1zpCngrfbKnhnb/auomKY4BuME7w93Yy38r6Q56oivsQgzIi3gfCIh0on4iVcdHkKdSRfKjBN8B0JFYMBDxZuIHvwkN/CJBgHvJMgmBxPFV9itRbGczyEOmwzgQ4OMExjNwsTdcXDEtg/EE+zVmtzUqNDkL/1pIiH9H6Q8SDHAdZJR0PIs7cgOoplTIAdHTB/Imc07HnGS7H6psdqS44Bx8Mm3/axmqcQQ4AlclWMSehtlfgoOolZMnY62aGXOtIYXofWH5HH6keaJNiAfotZ8OLi01bTcStrmiYqA12MMY8Y6+AIg+cbpsA4wSNHfJ3L6PENhgDDiIdWB4KwMIHJhQjq8dlpQuFA9/FZYo+nWMdG21mHHF9jGPPoeLQRZoPhWowhJqh4cLxggJg3uxIMXb7GXiJsNlenAcEx1t1dQ8V8g/vhfMTXmBpMhrHlg/d8xSoiHjf5GLtMslibM1h3k/i7T5RvPV1cY3717uvynXw0lKOZDmrJZ0w6hpmPdLDSgeYNXIm2KouVVLxkCxScJRQ8mAS1WHhYaZNkarZSweVd8gwC+rErZw2qo75FI0s+FprnSRGz2MvsEMDaSI5cbc11rm1R6iCgwz1+Arsjj/lUZSWPAd/BOMFbrNzHQ6CjPAY6s7zDUGFuHR0gYh28h/w1GFqeap4xeJ5xwECWfi/P05hXiRP8NKYuD5VONGcFmceW91J1YIJvME7wpzBM8AWmLg/C9Pkx9kYABDEPMT+BOSHEFXXX3Uw9S7MJAsCC53vyK27ycTSCs4kjuPF86kEIOYPY0ClyAbcep/Ju/I9LyCuGCb7BGPM4wWcX0vA8HBCdRt9L46u1Nsl9hWl8tb4m6XeZpoPV+pqw5phpgoGvJO+L6WgtD+44awvJ+prumHJLWZ8xFHzG8BwM2PI0wVt+AbDBV/lOs7WLcYKfxnCCd5iEGfNllgReByjzXmfIQ6BT8wWGCX5b4oiH2KAIGh2oeXMNmYd9/EmMPi/r8Njma15nkK9F/HYGB/0MbsgPMIx5rHUCPmOoeXA8uLU5sbPuJsjKnfUvAymPefys2aLlmKwv4cEYsIwy6yAfp2JEH4wv1+MEf0zbCgUPJkF7KEQlZls1W4OTOvt4Xv3rPrm1EudNvRWQn3tq+PIbTdGpjheuCsY9CJwP7GlatTRbrVapU9vCW8r6snKsIXv8tCQXyv1YaszPSj5ANLYDCHQ831aEjS+fVDX7pFz7kG9Lj3+j8jgP87RaPn5jBU+SNNQ37Pm2GzidK6R8kbm/syGEVSY6EvjKT+URm4pIE7M1hzFTVCRi2D9bvtAZbj1sOW25pB+Og0hva8v3mVxzpY7wiaQmYvp9a7m5HmdP1tH5RB8lsnZu+eIOH9rV1OZHfHtbPf4y53WJaV5WZpxm0I87/Fmpzx0zzvOkfd7hqrfQmavh8jmasS3XNmyPv0D6rt7jc7ck+eYy4LHE8pTI8fwv24/Xsa2OIfcGp7OofByuFWUKy8HGA1pU7fFhGW99t/L4iLlxtJrErub4ODDRgYhorqOQy6B7fGF1+3iZlyk0V60tnnExFu3wUerIxPSoteBbP9DjHybNPGjL6Z8JBu8dJK4NEU+WXGYa0N+ZztRv3vEnqontGrLVK7ZrqORd9An0ZStFJGyQeV+MdBIfHMrznYbywdjnF756xnlHzwU+Qg5W4lyvIdqarpmqPIWq7zixXo/T65Q1Wr50hHL8ge86PLk6seO1PqnHv1Hf3OG9Iv7a+nr53R6shReWmQbo8WP8YgOfz8t6uMfEzi5naj1+jMvMrsdX+Z3eVq0Zra85mnPgEmaC4HAVMUVzV8TcyYz5ma2XFPz+87tkLwjaBj1cZ+/zeH2K2de53W5tS8teIeMzKJkfLTKu9V+ps56l2jc/8xeehxgtTlZBY50RpnyucX/j0QOb3nMwzwg7PCnlGeGL8FvItmU3cPIqezH44WQfc286goO5XfEMLQ68LVvOlXgykOl7LrvwKyxwt52cxlsepssM8KJPQ3s6Eq44ujd8VSd5rbKYEb8EAJWPSgcrdEa8i+KGPd/BYEnWENN03JzDFsUS1rd5hK+wvv2jHkNjTRvL7rHVsPEcH0GDgeZ/go0n3VfadBG8xmvPN5g0/u6yMXwjWVjX0/GkLPwSO8cn4lk/Q4dj0x58ZnTayUC2JNf/Y/F1sZUKX6qV18Mzg45ta5kM52ote/Fb+5Y2xlUyR0bo8DsiZnRMe7c3svYeLz0Lg/gImpRej8E/tc35+WSxGjDsecPh1pbX6FYcgVKpjwb1OJP3zfxS8d3+HmasXfyP3C/ZMb0KR3JjiJmu/Dw+Pz9wUl49Tn4sjv3hBaOFvXLeG5yZm7oOV7lDD/M1hzH6ZI5Z6WNzNNSI6XhoM0eAYqS0yfeO8wB8uieuR8tYn3HWPGOJWRN8eByA+rwcRTf2XWT0SHKWrl/l4z3Jhz9nLu4qfD4zerrv6uPrMqArM6kePyuP5VOPxp0czUs4nH9dhf+RJqdyTAhyB4iyPzma4xdcnA70ZlNT6Ct02D2j8mH2Z+nbQOc41izy2jU4Pdaxo8ynmt8teMYpVNVravb4dj1OPYPfl8dAxSywdFmXmVoFMyYq+SHWqpzRv6I8ppE2sQ4gO3h2WNvBGylejbnsxDa6CnHBiAdv8ZHqm5RyvQ/GLyjPMdIH1mzfHCbMZNxtHoBnpe9acYcZr7VZ4TVQMabxcaRak37R94HHi1D4hEXX6fS8j4q+snu8WcLM6pvlZT4KzxcL1XsVlM81Mb+OZrtveR7lMdTfkBp5ueypOfIxmlv7MN7TpeS6NzBfIY7ylhLzvY35Bj/VTI+ZLFfEM7x+D9eyeXdHLWHVuAx33/4pMQyr+TXNNV9e27A9HLmZQ123xvIUcA7LjIx26THGfPl1TujX2jTeWsBbUbvyis9ajbfqqizQPF3Pcvx5P0s5HTE3NE+RWEfBCQN3OW3JW7uewjKTKFc1xrzDEKc9NvgBButH87gYMlbYj3V7/AGsrXmNs34O3hs2joaTOat+gxARSWhufQJTOGd1AL9TTVxaQx08XmuzwikYIXvEQod4JRTSW1R9cA96tAKqpTbksE0lSeDr8IN8YRmuzXkNFpdZ40mpNZ/zDnCRKsw77MnNJt+uxykX3jQsmUd1vOh5fhnpN1hGbs1xru1BV+En9MR5zQKzsV+E37FeHoevKe9psBfgPXlZD/NBcTgFgyczu/XQJ3C6tD6uMr4e5oseZ3wDnNJMtAyifxxBaHNkjteM0vFRVthLFTdTyOfkmPzbu6kmkNtYamUWQ4+3+R3CPOSoecYQranZ43W1TPQ8SN6W3yJx+6LopKfTWKzNmfa7rSt03i+I19rsrccJqYIMo1+bcz3sACPve0rKc7geBo+pxnAY4xhjiGkWs83IuzDbGI5gHOKCgR6G3RiE2cSQh6uGe/wYQxeLl5vAJyRUGAsMBabTmDTAxTJ5hilMXYy7MWSMkxim8UZXHMq8mia4lTUhr6/pMVC2QGowQV53M23C9PszSF4f85qdyrPLRMMay93amcovbp1OdPuiHY15Nt7Mg+d5J6pX3+xKgDxwOos1MrYYAhxLxC0d9iTSM1o+97m0ejRUfVFGLy54iL0pNp7ruAgMt3RPN5mv1/U4dbSXNQsMoom2NucA275iCYrxLFaLgm2MXQweQz5yiyHAMME3GHZj6mGosXOdLd4ncS+mBpNhmMb2TlspMcZwLcY5DKBWdBKbNUrFFxhivE9CizHGMML7w3mEaYCxwBJx5jF0sa6judbiJiYdTwLGGN2aKADmT/RJUuqc1VqbxpuULFo0yfPtaiuSIzX7okZS5cuzgBzfsOcjDDWW/9b4CQUxPp2LZBYFyW2lzEvUk9rL+zLP43synwPkns95HrTOM7/mmGCrqy7ujGg6Nc71vKDHS4hRIqbsu41tVmUCwzbGCX6A4QCGAcYJ3mGYxGwG9ZDxmRhaTDEGHTslnJkIwwS/JfFKTF0MFd6Yp8IWRxKOYLwKw1WYujwIs40hxBsGRBPzYBCutRlirw+UckwSHR7PcyZLtq+O85MjxGz5oDmmYpDx+VLppF6GXqfl0c2qeSwZa8P3MRzBGONJKW5Dx28upHR0gnU3qcfz5IHXcVLnRhIu18sUHut1NNcck+MIr7U5WI8TdL4O9Dhra8nanOsfLUZRAq0IeioGbDFNYx6LZBzzkeYEvjQzgr04ljSLIWMoME3wNYa9+Bo5NpwYU4shxvQ6jC5f28BT+VrMb2d2uIHxHIYxRod5RUxbUxOa9TUBN9barLJC05fsEgqd6DiAWkiDAeocrNeBMCvUUvPgeXB8xj6jsV4JWkoMIZ4seQ1OX8gdS/3rBRJ0DOJmfwq8tR5ncbzUd+rzTK3BuaWffa/UKmnqa66lwu9a2obs4UOSXJge4yslH7jBXGbwzmp6oZRrn8CfrLx5LV95YxuYJBUwrE6rwS+R69XqU0/tbLewg0EOS01VaiJV8Gg3DgHpK8mrtvygZWe+3XznfkhExxRCvkPOft85ETFxJuY+oAXCGog7Vss8tKtJD+rggxXwDqZ5ZaFpp3mlpPweQA+bZRMG+Hn2/TmasS2vadgDcuwOStcAmlV2MNW/7YPuWRFSnt2Wf54x64rW4ATg3LWyQM0SvbVAFFsB4pi7S+HNy1Mi5iy5sQknDntZB4oz7ggfkvqs1+P1qHO4Dpw9fjIV3IFfKs0MDuPPX66z8LduwEN3/Ilq4mwN1XEnqrhAbWvTFJkuNtD0fL9B2m9DM3ZubAa/RALQOE+x9TgLnndrGlNfBir4vAan4yn9a3m9oKhU7bYV67cK1UcM+L9BT7S6O4x318sb1tfuu/1E5bwh9/CL5XxeBzGopwAAEABJREFU1u51ZLJmnNlVWR62+KCUUDOBsywzRKDAxabG1LjWWvjxiNknB/y8woVFvldd/49gGDP2776Bw7Qbe4noGBzy619rW8oT6SyR5wc8n2YWWh7lu0zhodFf7J0y5fl9sfXLzps8/87fazqcqg2l+jz2sscnKXY55I9j99aY4Yb3EhvGJLU8On6M8Sx2EmIM07iROMRZQsP4JyytTsFPY8jYP8EBKDEVGHZgaHmoeX3CTw4LTzVPLb+FscB+wgGLyYcC04inVmeWhwZDgOckH9rhHq8Ya4w9jBWGCR70HaKprZC/7FSc3pNN32jCLbXgTTRtX341KDWd8WJX/JUnf6PZ8mJ7IoF5Y1B5PkXWaTB6DBN8gGHMg4t9MORhF4aaB8dnrI7b8TTmxTuVOnwi0VR+qRJ04hYA/S5TeEuC3XeWBQ/2nvXNZuMXO469kU0uhFAjezxfVB8HErHGCDGjGDIuJJzBMMSQsZcRzxaiji/mxxjO41rqFMWIpwEvGKcxekwHsJPoeIQQg8tDQObuMw+Dt4n3YsgYxhjmMRU8VIxi34ATmMY8eB10fImp4tHxI0y7ME3wxZu/2zjntMlL2nec+RvNvJbJrXy6ae/borxva4xJe5NXGfC805Q4Vbxpy1aE8gatYM/PYS7KQ8hfgAFCvirU44lCnZKn0V4ltmsYPwGl5mp1ShfzEQr94o1pz6//bkmSXGnRamwnbGl8hf6YhpXfkjiND8noWT5M41r2+FrCGMM2hsdgMGbEp2aWARQYDy3fxbCJN7a2PE3wKqVHHOKtN81iPIuvn8sCx0PFl9hJtnDFczwUOuj4V2IIeS+TAenYnk0ceA7N5QUrXl+bpJRjrnlENhqSvdB+2cXzqWfpr780fKqozECTFwifLgpkeBLMmB3HmHOBGRzlETDBDyRN8DwjsROD/+YSeKSHNvQoefu+0/Mo32UKzy2QtpL7YamC58rNTYX6Zad8oyk46/t9A4xyzD4PiCMepFJ8btLjH4ep4msGnCaAy26meZE4wDTBz2ZDMMHvxjCNocVe7uUpO5ct/ijGbR5wm3eYwHql+CjPZEmPxUEu1uODTG2vdJndJsYQH5QwwIDu+04ndbyt1ptcGGomiKpZ8eC/EAXw2Z99/el4gPgXfQDtyGz57NYd7vEXYIh5X4y/dg1Om/2BUmb+1llr03AaDFGos7VOp5yNceqn0bXIKQRLjZVYU9yRjlVkR8eXHh9VYo9/IuZxT5cXf5d1An6AQYaUzMS8w1w6POloNes0/BjzRQRbi6pxOo1F9fiBlOt9MPZlywIvKs8x0gfWsm/qHl9g3w38hbbd4wG46EIdvu5CrXSdipwmjPDmOp0SKHNVCk9ufc2iirF0OVs8+d9561hIve/QQh7XP3050A97861b29e70W11DYW8O86Uvq+zZt9+jWLJF40Nm7yO5HZhu0PQ8ahnCqz302Av9UbFqDHyD56vOkePb/BDzPF6k/VW0eMfh4sen1jCyAITEsbpeH4HzvOkfV79aXU1NX8e+3LAw0w1YI9/Pq4bvOquhVsKujQfKOLlWdQuDNKlIx3Pu9xVnpHbMx52dSleKTZ/aprQ8Hb7pUX1eH8WpI6N9NLFz1W2IuZIoRtNI37zOIMOBHGmQZj9mCKs+Ansn9c2vHaRDq+YNwz5tGWDH2DuiDHvh3o9vsZ+NLuX30o1S9/S8O+Mz4SNrXAysPDXhIKGH0h/i+OqctjPTfX4Keyvusc/q4ZmamK6hsaYZvXjdTrdrSQXF/CyL/did9PiEpvK6PEgMRcwqmDmeV86n9aLC2zykbkUvye1Nkb8el77RtPzDpMk9YGOPStted+w/jhhg1f6geHU+1ZN7njfYIiR/vPxZE+8yldt9y/D3AnG/DT299bjj9TL3vt/Dvalx+dSGuw+/v1x0JBNXhbwW5hPMMcT5Swsb03OY5jNrYfYzODkRvfzRZbX4euMz/OUea/T4nB9Ta+DNi8W7BuMaqp8sMcXOlsp5JNzzMXeTQNp14QRYp4x9Hhrm0pmvrfWpmFECHnYXqcTHb9Wo3xnqbzKvNYm8FZ5Jw5stgL1G82F3y8Dm5jMOmwwuhoZ2Lee4N5EU9njVUKXT++1Qa1T8ozTW28w5icxjnmodRKmgoeQT5h79Y1lh3cYRjy2Og0/xgidrUAO1zwGOmIVgQ7UGJhZW9Nwjx9j6vIkW0udkqdZCRN8CjHCMC75W6hT8mZRQ74jqWLA8SWmLg+hTskXmFfw1RUjYr7GMMEzhjHvZY/3niqWbusK9am/w+s2+6YT2/U1M2YdzvzYlZoO5jePPA+SJhojcb3iwfOkK5ZlPmORzb6BBCgHYBFfYxjwFPJgfNahioeAt+iGhiHQyTOZXkd8jqXOE7zWmXkkyL6L3+zCxfP6XrbbFyBcj5OzY8EpGqoEx8AMj3AAg+cbpsDYwxKthAfHZ8z+RDSh0KGKh4BvMOzG1OOhxkn2eGp1BhIneKwth7wVAU3wNSbM0vHo+SzB8xjzOzBO8Lyyu1hRny/wbZOHlocc79DHPs9DzKud6LhxzDMGGGCa4C1adXkKdJSHQkdWgHZbncQAU5fHA1hin70tB4b9N51Yr6+Z3/wF9y6t1wG3qgqUPL88lJ96wjZPxbeeTn/tmYLRvH/JNxhqXrjMt8XrPLqgy9WtEJDXAIt8RF7HnqXZE8oBD+5+lVfb4BbUmYtiXyJfh+V6nOh1BN+SV1Frn8Iw4nHMK4ZtHmGbH2AY8BDo1HyNYR8PUOpQwMvwEXKeHvPXYJjnqebFKD2f8/eKoUbu5VXiBN9g6vK0yRe9A6nSYUYlNEzJQ7i15BuME/wUhgl+Ct+6PAjT5xn7eao+DyG/F7PFkutBiqt1OinS0VTDvs4kyS/kSaTbFy3vkL285ibPRyPSrFOGpVlHH69CpdPHMOKx1alljx9IgG0eiNfU9DxVOjw0KHnG1Fmnk6rvO5lHWyMz6aSzu682+e3nkjds++p6nOnSm+Ogqyz11ZCr2HgK+AswBTznCGN+jFdIG7xaZpH1zGCc4KcxTPAOF5lRl48zqTpLgomMyWb8hvw0hgm+yqd28pIfFblYh4ea386zrsI+L/OzkeN8DXo52ly+1vIYbt3O5nCCT1Z3iMdaJ+Bt/ClH8HyQzdUZInbW12RsOhVP6ZeBdF+o9s35IGzwJvVbT4BOhuj2Bc+bvmAAh09ljnkNTnLHZexlj98jU8slfLNn1yWvWMaxzFdnDtfjBDf6Dc/fXTms3mo1XOl4Xq+JYv5JhSBu+rbBevhQA9uoaMDTznHYtgQZ3FIz5gModXxrOZ1hxV1UNddIufYZC/xc5W1ruS37anm+J6qjAvPmYso9/tkS7eb3dDYOor2qHISoaj7UKqzHM65W1mwrGBBf1Q8f1D+J6LBCtEnqKW2iMEhMR8wdsrMXlz01zfbZ8EUHGne4pttN8XOSTzyDLzPBF5rmwRJbHXT79DWSR5hthRI7KqeTpOfbI3qdI5LLHrt/p+Ibai/fVkePf6Dc4wJAs0rimdP8hi/wXBtVloP5KWbEQ7afwtLEPhEifsXlm7by1G3FZX5YWU7vueO8wqcrV0fMU5tg4nqypu8Qbq9+RyEbYrX8HPay4e2pfKUZ8eveNPUdp+9xPT5KKUGi/yhFbPv7Xv605HLG6c8Eg3cPEnFpLbmHXxgiuMw0lC8d3t/BuCZm7vjJNXGxiXdCzYYpjyPUYGu8idzamSXPFVzv1VQ8//OZhb/dNuMo+I6re7LkqzXmFq616RqQg1GQv3Cc6nSP9FgDooZxa3OWfD7m/rK113xP7OE37InH+uYY+3vr8e9eL/O14MuGJ3qTMmPIPX6+wXr8A6XPv3r8zJRNyVTOrpPZxXyYwe3K+AIpPWvIayPk+cx6zoFLaOGoe7WFjwmd0o3QR0PwpMIjCn7/+V2ymrXJaIjL9juB+d/YAkY6KYYFWVbC8iu4DS9HLHkebnjMOi1/HE9LefspVfrjMD/I6OBJya35aPx2EiwbH+DkYa7C0Btyam86i8s5X/ae7Bla3HhYtZyzOApJG5jQnnK1+J0scMpmTuM9HqbL7ML8HWfFV3JRnVZywOvshQMfpceEbR1xeziBwRK0IabpWNnHFrkiXsYeGTdv/PRjTRrK7I5ra+++3TKW1hGcun/Az+pM2NJbynGUvApPyq6PYof4YLzHt1wbmyJ84Sj0rOS2uAZfG09rXCZ3NTOBD1rRZDhXn9DDp+LU+/iZQTSc0RlGzGYvZ+3yCzc46hHyzlATH2X892A8Wah4kuew1o/HlIrxoWaPD4/g8e12Q4zHnwCDMep29lpgL3v8P7KU7IDeCe8YYqa7uBbv0HRDwl3jEx2Z+DHteuSIfxe84Q/feRTBjfRueNuAduYFaw+Kcsx5HQ6Zw73yiMjjcQY6r3M1PinLXtlgjnhndAC659Knp1PHhMaXSrzGB/vqcqCc5Z7hMnuGV+HsW57gu67MjB6bAV2Jr+iJ6T8vwzunXKd89dPwP3Igx5kg47x+Z+MZAAB3ZoiM2xnXNstjHZjOCqdwusKWt3J+DU4dO05g3oNxupSArzD11+yUf24W2IbzVaZpN2tYt9Z8iIloU2eI95RzjXEJluHoDO4Ma2cxjNM9MHOdwDZa2oULRjx7i0dVNinlel+EH1ieY5gvqOXd5jDfbU5gdW8NPyflJjtMH6/Bb1qfI2XJ5ypGXYOT+3iFEbFXwYA4Yy3V2pxv1T/PlDZ4tyoAFuODGuKY2zVfgpCf2beq0eH3nVwiHBqEGPhVeEf3qjBflRg1nsB8zx38VHO83mTHFvJo3NghaP5fYNa4DHff/sn4XZurLa9twL04kHty+HUnzp+vwmppGgI7s0vs3ur8kO+syNmazLPVKVde8Tpg3m1sIS6u/q3KRMTcUBsfYdfWDUN2+ary7K+uwdpFHObcZw7z/Qxx2uM45vgY43BUsIEHKeUM5tLlL3LWz8HPCBtroXcLBXsklw728049/hR+WE0cqKFhTTwSpzA0q48WzaNqkBxzsBXiypNQ2NnX8gWeNZpM2XdjcY1NbjKZ4iP7z315B2OSZH9D3570tDrg4l6b18i2XjcDmjccMs/Mu17Zgx6NT8p+pWS8ocnG/mD8qHqZuf/n433l/Y30IPZ5Vo8/ivlkI3w+s1tPOYHTpe3HYfbXYr6lXsZnOKWZGzpgTSFZZGy9/peB2jLIECeTx1flmJ01OOdxnsfZxuDw2jIRX+HBmp2AvI5mfnMEnES3FdjzUsbI62sm+/C8YBLMHXRxawN4nHWSsfXxHold7CauN7Cc/CjGeYwhplnMtkRiUSGGWYyHcMFAD8MAxxJqDDDGcBoXIcWe9zOGCp+QUGHsYrUW50kDfoxJA9ycBME0jamLsYshxngAwzR2sy1RV5yUbDMNQ4qrtTYNmw45/QqjW2+s0WGPz+t3AuS3gTJOblXXKgOnA7qvYLZvghUAAA4HSURBVHB8jcu1OXdIMAzTGAaYQgwBnpV8kca0mM+G2Sc4nqwWdR1Nx4PWQd630dGoB2J19iQ1YzTMK3G2Mm0F068xxhivxGp1EGPsY8hHgGkMAYYRhsswwSwOHGjG+yT2MA0wFJgOYI13lcQYw7UYtzHYCFNsaQbTJoYWQ4z3NSAMMcximsY0wDTAgcQdWMeBZzAvB2ZrbRpm+8zjzAKLX1ryutT6FFM1GQPGa2fKM9Rg5RW/LzoeMl9KOz6Ylc5gkFBgvGDPw4sLX5h6iVzcNKq2I2PKmjYVqxFEj+MwaJ1n3klwNUM6tuxhaQvfLhIxWQed/hGMLcYdGLYxnsMwwHAA4z4MFYYuz8zjMcxjijG4QRkQDPEVEo9g6mKYxDpjMI8jCSOME/wpDFdhMoZx5sHxI+yNozCjy3C11qZhAMsjoIdzNkFq7Wo0gsHlmLJvtLXkSXofhrxhn0Fo7gCHMIwwxvykhB6GbcxDhpKnFvfW3bStUM/OcaRYld3anJlnjHl9Tejp8NgPdM3ONInLK8wJlhxW9GMMz8EQ8Dovt42piwFgE29o4jMw7MMkTC2pxpAxTGEaYLgK75PThuMwtRj2YXo8lvyIeYr5PTmax7CJz2d2OIfhGMY5DIw1m6vW2oRiTc04+yv3RZdFgtMBl0Vm3kt0+3Kf8hgtxyx5hwGqtTnlv2A60PIOnyyjNTg9vlrK7E+yX8XpbA1OHrO/7qZ0Xxpd6XiryfTdidYwUITftYwbbwYfkjaKgj0jsLOST9hgLh5PVNDDqua4lPv4ZBbYKQ82wCtr9ppa7t4kgXlzMWVxTg1+iZzuVGWV5VA0rEofydoSbi16qdMYtG+1Nuffsk8STZ02UivNkWJ+f8R8cR9tO1YPF2e6ugPxoWfwwyvmHcw0Ll3n2FrgEyTp/GCJWQN19nOAn2f3717mG7aHnyTHkbd2DZJtVhg0e3RYnh5VOJL8r7fVrMve7DSr49qys8DQWsYBd6/apy4nIuYOhZNnua4D2XsVh/FQ2tN6x697Kz/Gdbro8YWj1gC/VHJ5BP48Zb8lv5HkclGDfOqaeJyJd8slsWy0Nd2EKGw1Dto4wfPepTF9uat7sOS7YMz/NvIXADLvKlVcY3tJKNS5Ki6fKFuNvY3/vfrmp66X3Xf7icq1htzjHyjbCZqW387Xzk/WtJnd+YyvyuzO4SkLtzg0tvDjEXNOYZfag4r8uhEBG0yL978f18Neor6/lrP99WwRXvdYs33/bhpU76mlt3jStykVzxjle01gHpyOx5heAcrfaKb3gVSH94UaU5eHTT5JCd8nMW5gvokRvy2pxdhgPItpm4cYQ/vWWJbYwfFWKHh0fAfDBD+L2T1lTAUPjt/CMM+D4xWTGpry1PJbGAsMA94FNcJtvsG0zcMU9hIaZkvmm6ww1hh7GCcxTPCg7xC1uGQgxlDg9I0muu87UewH7R3YjIn1EfM3nY10W8HxfAmCQd5UKnhpZXkLacXyFlLDl/pQ6wQ85PEEWt/LfIthE0PNQ8tb79EImHUo8zpaoIqvsHitgi8DAID5HHI8u/jUMoue33RqbO9TF/rU0acYlxKmsUjEWZzfBjWmkHAGwyz2EiHmzXs4RsICuRBBPT7GMI+97PEp7qvFDniHcRqjxzTBz2In0fH5XTqJTTbvj+4ZQMXD4C3jCQyeB8e3GMaYAh4qvmwovzXiLXKNecU50nETbWOqMFaYJvht3Mj594X1WU6LIcAYYiB739ak39rK/E0nuLd6Ib+ZC8U3nWA82xJItMSs7/gKLx0dLspDyO/AEPO+DHLg7hNBx6v3aHgOAO7g7VbDptbTAa3nWAfzibyO5NGCwbej0+eRqmii23eeV4mn8VBiwIPjxxgG+IgEN+6FIQ/PxWBMDt6Uu5PHNMF3MWzija0tTzUP1JVi1UOexwB8c9YLRhgfhWmCj+eswPEw5CckW77iEY8QzlN1+Mdh2OYhY4KKpwme1FxSHoH2fWdSrnVC/a5OvZWHITk7SD1UhzPFzFiNJadodcTZZB5b3uEoj4ATPMevw3zONRijuM+aBx3psUtz32IWvGFMUwWRDm8F/QwJbECJrZRvNFeJ9n1nqX8Usw2D3diYhzJPEfvP/MtwnR/VWQ8UGCb4GotE6zWM+/yBDKjDX4ZhBqcrAcfnxjfZ4zckgWMg5o9i3MYw5rM7NxfW8Mo8AOOYp1onztdmJXQxTmPsZHxDCadxKVOvsZwR5ftOtGyONcHpJ78tz7nAtqo+Y7SvNtnaGx0GyoPnKyy/ZjTU2Y0BQh4i/tganDbLM+BJPSDAFp86VcC3WP6lIxV8vhbTsdoot/IOBFDrzOK5fX3p8VBc/ph/AObxzZgPsPi7IW/Os89n54nibGGLbzD7lzE/xmXVcIYJm9UX2X7H0rb4x2FftixwZ3mOwT6wln1Tz/EdM/HdwOuMu9BOLLfU8nNSbmZiq8NoSclWJ+zv66sezW9KyiDR1/kEcBXpdTzfwX/XdTd7xU2wbvRFjq3jWjyhMyX1aqMa8kbg+GSegY7nG2yVM+C3upTjC59Q7ut5wAnM99bhfcX0+Ieb5l4+lw0LfDCuJenMYIlZ4zKc50kL7KXNhjy1GY+U1zbgXuyl8L7rQhDOyy4tzwsH/D4slrbmcopRn+s4HXZj+jxJMV9o8b2m470V9dfa9DroLAQpshE7C/w7ld6D0mOakzr7Oxb7q3pf42cxkY2dxrx2FMcr9nwHpz02eOkqe3k/NKx5nyLu5QeYS+Fhpvn3xz1mzG+VviW/KBQ0fFUZPb7Bfn6px5/C/qp7/NU1gVfW0GmsMSjS8b245tPf1b7RrQ/W2jTsl93ASMd4njvChr8GiwvsZCtbqb/U0Ti55zqZTuj19aBtfXDxsJu/+JjZ63JAe4zIN6Tflw71oEfjyR7qb/JMDw22JnaDn8b+Hvbyj6qXx2Ffevx2KQx2J//WuMm/An5rqqWH+WRjXjFRzs781ipTwyO8WnKf95ndIOPTSsJBxtflUx32sr/+nIPfd2ThrU5b5jPHd8gxD63BmdugzyuGCR4RQr7F8q/lvZTVN6F+300zPX4HaNHvNUWHRB9UJ+BJ9m3XD2gwhnyqKqwlYo8X8650Sp6xXGDGPT5jnOADjCFPBW+3VfAJs82QvvmoGCb4BuMEP8bI+4J6q4xhgDHkwfE2KB7xUOlEvISL3TzJVsYE5dtYXmdCQsVgwIMFIMgePOS3MGkgG/BOgmAa8CVWa2E8x0OowzYT6OAAwwRfdDnsdMUtuXoe/dpSsJPQbsW87iZblL61tI3B7as8tPoo7lPX2lQdNE3ly/U4IdBRvr/uJtYMFDrgeNjk6/7W8hRiCPBBCYp15GD3VOuYQy9HLJkvdFKTtLyM5PQ4GsvQ8QWmDg8c+/gsFV5iXr9SstV0+Gg25gsxTPAqe1tLDHkv6PENhoCHigdqQwSM+DlMLhRQj8/OEQpHuY/PEns8xTo2Cs865PhZnOOa8WgjzAbDtRhDTFDx4HjBADFvdrXBQ4O9RNhsrk4DgmMa11LowAjTNKYBpgaTYWx5/z5vHmeWPLrxZ5df67xYU3MGy9eZgzd8XVzLb+MC5FVVRNPpAOPE43CtTcPVSipeBwq+v+6mlwC1jnBQ60AuWPz1suImSh0qGZFE9V6Yea8jnodER6MMFNLruG9kPa8j1RBjuy/oepyTWGwsj2DzdbZ86u8ljwHfwTjBW6zcx0OgozwGOrO8w1DxXJM6QMQqGI/5azC0PNU8tLzD0PIE9VZmCtnjtyQewdTlodKhgIfMY8t7qTowwTcYJ/hTGCb4AlOXB2H6/Bh7I+jyraFw3eNwHmyE+TjUnosAsOBzHrFU32tSkmrtilnTMyH2OtjTwVqW+tBgOMJjq1PLHl/lDj0eAp5qHcenccdAP8+8MRPwpY6tzQkdHdQ1ONt1OiHQ51vK+8r3nW49zmJtzj6Gaih8BkPAkzjuEV/O0Y146vKlTrMVJ/hpDCd4h4uMqcuX2RB4HaDMe50hD4FOzXcT3x6/LXHEQ8wTNDpQ8+YaMg/7+JMYfV7W4bHN17wO9TBM8IqxsxVzFlbo7OFzdtbjsdYJ+ORx0P2ij8x0Vetrdnk+zlYmaGeM9oVKB0wTAx2w3pfwYD1OhyFrQt7KxetkVvm2xOx0Ga3B6WWP3yNtJihjPqrg1S7ynBSUuJKTq39xn4q2Wu3VvI6lKKyuDv+KQp3GP9aQPb6RNlqCcETV4WclH2DMO8zFY18RNo6cq6DpKrhGyrUP+ba8kwV2yjHDfKtaPn5jBU9gXrt0S45vu4HTeazsdDapGq/jq0x0kLOKPQbbi2FVRbLapIt65rqbndt6WSHavIRcc6Vyt0ad1mxtnV6Jk8uOFkim2uMLXHSmtmOd62p8aWO+va0ef5nzei+TnXGak339AqnPHTPO86R93mEve/zfx8OMyrUN2+MvkL6r9/jcLSVL7PJFLo2eLywn58DG8L9aJ7C04ggQWRoXzY/qwDq2nM0o/DcuExFzt/KuY/pdrutAPrPu8a3VTfP2tN5prlpbPGMfGnt8lDoycSZF9LLHP0xyOca35XMGiess/AWSy86G8vNa4zv+RDVxaQ3t4Q+EqnqXjglyMA5K1Dh5POB5567G/Lare5Hkqx1PAPA/3zhB/qJ1SjdTGhmCvSQ077sOBNnekWC24Wd6Yo9/eU9smYN9k7izxPxnqpcx3qiFF5YZg+3xY/xiA5/Py3p4z1RO19k1GVwPV3nZRMY3yuwKfoy9xfZ4wbsyQYh2Oal2QPmh5X8DAAD//7TYSdsAAAAGSURBVAMAWCYUlSrQxu8AAAAASUVORK5CYII="
    }
   },
   "cell_type": "markdown",
   "id": "314f8f3e",
   "metadata": {},
   "source": [
    "# Quick Start - Part 2: Active Devices\n",
    "\n",
    "<img class=\"align-center\" src=\"attachment:quick_start_part2_cover.png\" width=\"750\">\n",
    "\n",
    "In [Part 1](quick-start.html) we built a passive Mach-Zehnder interferometer from a GDS layout and simulated it.\n",
    "Now we turn an MZI into a Mach-Zehnder *modulator* and run a complete 50 Gb/s transmitter link:\n",
    "\n",
    "1. **Load ready-made active components** from a shared PhotonForge library.\n",
    "2. **Assemble the transmitter**, letting the automatic router draw the waveguides.\n",
    "3. **Trim the interferometer** with a thermal phase shifter and find its quadrature point.\n",
    "4. **Characterize the electro-optic modulator** and measure its switching voltage.\n",
    "5. **Run a time-domain simulation** of the full link and plot the eye diagram.\n",
    "\n",
    "Everything here runs on your machine: the library's components ship with their FDTD results already computed, and waveguide modes are solved locally."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e35fd33",
   "metadata": {},
   "source": [
    "## Setup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1d9835f5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:34.899323Z",
     "iopub.status.busy": "2026-08-11T14:00:34.899162Z",
     "iopub.status.idle": "2026-08-11T14:00:40.827240Z",
     "shell.execute_reply": "2026-08-11T14:00:40.826407Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LiveViewer started at http://localhost:65264\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import photonforge as pf\n",
    "import photonforge.abstract as pfa  # laser, sources, photodiode: models with no layout\n",
    "import photonforge.pda as pda  # projects: load and share components\n",
    "from matplotlib import pyplot as plt\n",
    "from photonforge.live_viewer import LiveViewer\n",
    "\n",
    "viewer = LiveViewer()  # interactive layout viewer, used to display each component"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3d3c79ec",
   "metadata": {},
   "source": [
    "## Loading components from a shared library\n",
    "\n",
    "Building a modulator from scratch means drawing doped rib waveguides, coplanar electrodes, and vias, and attaching a compact model to each.\n",
    "That is worth doing once; it is not worth doing on your first day.\n",
    "\n",
    "PhotonForge projects can be shared, so the components can simply be handed to you.\n",
    "`photonforge-quickstart-library` is such a project, and it carries a Python module alongside its components.\n",
    "Importing that module gives you the parametric *functions* that generate them, so you can build each component at whatever parameters your design needs:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "abde9ff2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:40.829891Z",
     "iopub.status.busy": "2026-08-11T14:00:40.829302Z",
     "iopub.status.idle": "2026-08-11T14:00:52.964758Z",
     "shell.execute_reply": "2026-08-11T14:00:52.963639Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Library module: photonforgequickstartlibrary\n"
     ]
    }
   ],
   "source": [
    "# Load the shared project. Nothing is copied into your account: you get a\n",
    "# read-only view of its contents.\n",
    "library = pda.load_project(\"photonforge-quickstart-library\")\n",
    "\n",
    "# A project can carry a Python module alongside its components. Importing it\n",
    "# gives us the functions that generate those components, so we can build them at\n",
    "# any parameters we like instead of being stuck with one fixed version.\n",
    "modules = library.import_module(globals())\n",
    "\n",
    "print(\"Library module:\", library.module_name)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fdb026c3",
   "metadata": {},
   "source": [
    "Passing `globals()` imports the module into this notebook exactly as `import photonforgequickstartlibrary` would, so we can give it a short alias and look inside:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "610be9c3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:52.966630Z",
     "iopub.status.busy": "2026-08-11T14:00:52.966465Z",
     "iopub.status.idle": "2026-08-11T14:00:52.971992Z",
     "shell.execute_reply": "2026-08-11T14:00:52.971113Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Module contents: cpw_modulator, gap_center, mzm_components, mzm_transmitter, pda_components, pda_technologies, thermal_phase_shifter, y_splitter\n"
     ]
    }
   ],
   "source": [
    "qs = photonforgequickstartlibrary\n",
    "\n",
    "print(\"Module contents:\", \", \".join(n for n in dir(qs) if not n.startswith(\"_\")))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f31a50ce",
   "metadata": {},
   "source": [
    "Three of those names are the parametric functions we care about:\n",
    "\n",
    "| function | what it builds |\n",
    "|---|---|\n",
    "| `qs.cpw_modulator(length, v_pil, f_3db)` | two doped rib phase shifters driven by a coplanar waveguide electrode |\n",
    "| `qs.thermal_phase_shifter(length, temperature)` | a strip waveguide with a heater on top, carrying a thermo-optic model |\n",
    "| `qs.mzm_transmitter(...)` | the whole transmitter, ready made |\n",
    "\n",
    "We will use the first two and assemble the transmitter ourselves, so that the routing step is visible rather than hidden inside a function.\n",
    "\n",
    "The rest are supporting values: `qs.gap_center` is the offset of each optical arm from the electrode center line, and `qs.y_splitter` is the Y splitter from Part 1, stored in the project as a fixed component rather than a function.\n",
    "It arrives with its FDTD S parameters already computed and stored as a [DataModel](https://docs.flexcompute.com/projects/photonforge/en/latest/guides/Data_Model.html), which is why nothing in this notebook needs the cloud:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "7970614b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:52.974140Z",
     "iopub.status.busy": "2026-08-11T14:00:52.973957Z",
     "iopub.status.idle": "2026-08-11T14:00:52.985097Z",
     "shell.execute_reply": "2026-08-11T14:00:52.983895Z"
    }
   },
   "outputs": [
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       "Component(name=\"y_splitter\", technology=Technology(name=\"SiEPIC EBeam Si\", version=\"1.2.2\", layers={\"ANT Reserved\": LayerSpec(layer=(31, 0), description=\"SiEPIC/ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 1\": LayerSpec(layer=(33, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 2\": LayerSpec(layer=(102, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 3\": LayerSpec(layer=(110, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"Custom Dicing\": LayerSpec(layer=(189, 0), description=\"\", color=\"#00000018\", pattern=\"hollow\"), \"Deep Trench\": LayerSpec(layer=(201, 0), description=\"\", color=\"#00ff0018\", pattern=\".\"), \"Deep Trench Design Area\": LayerSpec(layer=(401, 0), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"xx\"), \"Deep Trench Handling Exclusion\": LayerSpec(layer=(202, 0), description=\"\", color=\"#00760018\", pattern=\":\"), \"DevRec\": LayerSpec(layer=(68, 0), description=\"SiEPIC\", color=\"#00800018\", pattern=\".\"), \"Direct Metal\": LayerSpec(layer=(5, 0), description=\"Dedicated Run Layers\", color=\"#80a8ff18\", pattern=\"||\"), \"Dream Photonics Black Box-Not Fabricated\": LayerSpec(layer=(998, 0), description=\"\", color=\"#00000018\", pattern=\"hollow\"), \"Error: Al spacing is less than design rule\": LayerSpec(layer=(312, 1), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"//\"), \"Error: Al width is less than design rule\": LayerSpec(layer=(312, 0), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"|\"), \"Error: Deep trench handling area missing. Please add handling area of size shown by polygons\": LayerSpec(layer=(402, 0), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"+\"), \"Error: Deep trench width is less than 260 microns\": LayerSpec(layer=(401, 4), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"||\"), \"Error: Dicing lane width is less than 100 microns\": LayerSpec(layer=(389, 0), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"++\"), \"Error: Features inside deep trench handling area\": LayerSpec(layer=(402, 1), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"xx\"), \"Error: Features outside design area. Verify design size and centering.\": LayerSpec(layer=(350, 1), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\":\"), \"Error: Metal, SEM, or handling region overlap with deep trenches. Verify design centering\": LayerSpec(layer=(401, 1), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"x\"), \"Error: Oxide window is not placed over Al\": LayerSpec(layer=(313, 2), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"//\"), \"Error: Oxide window spacing is less than 10 microns\": LayerSpec(layer=(313, 1), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"|\"), \"Error: Oxide window width is less than 10 microns\": LayerSpec(layer=(313, 0), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"||\"), \"Error: SEM width is less than 500 nm\": LayerSpec(layer=(400, 0), description=\"DRC Errors\", color=\"#ff9d9d18\", pattern=\"x\"), \"Error: Spacing between TiW and Al is less than 5 microns\": LayerSpec(layer=(312, 3), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"\\\\\"), \"Error: Spacing between dicing lane and devices is less than 50 microns\": LayerSpec(layer=(389, 1), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"+\"), \"Error: Spacing between metal and deep trench is less than 30 microns\": LayerSpec(layer=(401, 3), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"-\"), \"Error: Spacing between thermal isolation and metal is less than design rule\": LayerSpec(layer=(403, 2), description=\"DRC Errors\", color=\"#50008018\", pattern=\"xx\"), \"Error: Thermal isolation and device layer overlap, or spacing is less than design rule\": LayerSpec(layer=(403, 3), description=\"DRC Errors\", color=\"#50008018\", pattern=\"x\"), \"Error: Thermal isolation spacing is less than design rule\": LayerSpec(layer=(403, 1), description=\"DRC Errors\", color=\"#50008018\", pattern=\"+\"), \"Error: Thermal isolation width is less than design rule\": LayerSpec(layer=(403, 0), description=\"DRC Errors\", color=\"#50008018\", pattern=\"++\"), \"Error: TiW spacing is less than 3 microns\": LayerSpec(layer=(311, 1), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"/\"), \"Error: TiW width is less than 3 microns\": LayerSpec(layer=(311, 0), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"//\"), \"Error: device layer spacing is less than design rule\": LayerSpec(layer=(301, 1), description=\"DRC Errors\", color=\"#80005718\", pattern=\"-\"), \"Error: device layer width is less than design rule\": LayerSpec(layer=(301, 0), description=\"DRC Errors\", color=\"#80005718\", pattern=\"=\"), \"Error: direct metal spacing is less than 10 microns\": LayerSpec(layer=(305, 1), description=\"DRC Errors\", color=\"#80808018\", pattern=\"+\"), \"Error: direct metal width is less than 5 microns\": LayerSpec(layer=(305, 0), description=\"DRC Errors\", color=\"#80808018\", pattern=\"++\"), \"Errors\": LayerSpec(layer=(999, 0), description=\"SiEPIC\", color=\"#0000ff18\", pattern=\"||\"), \"FbrTgt\": LayerSpec(layer=(81, 0), description=\"SiEPIC/Dedicated Run Layers\", color=\"#80808018\", pattern=\"++\"), \"Floor Plan-Not Fabricated\": LayerSpec(layer=(290, 0), description=\"\", color=\"#c080ff18\", pattern=\"hollow\"), \"Laser Integration Shelf\": LayerSpec(layer=(205, 0), description=\"Dedicated Run Layers\", color=\"#69ff0518\", pattern=\"xx\"), \"M1_heater\": LayerSpec(layer=(11, 0), description=\"TiW Heater\", color=\"#0000ff18\", pattern=\"\\\\\"), \"M2_router\": LayerSpec(layer=(12, 0), description=\"TiW/Au Routing Bilayer\", color=\"#ffbf0018\", pattern=\"//\"), \"M_Open\": LayerSpec(layer=(13, 0), description=\"Bond Pad Open\", color=\"#80005718\", pattern=\"\\\\\"), \"Oxide open to BOX\": LayerSpec(layer=(6, 0), description=\"Dedicated Run Layers\", color=\"#ff000018\", pattern=\"-\"), \"PinRec\": LayerSpec(layer=(1, 10), description=\"SiEPIC\", color=\"#ff80a818\", pattern=\"xx\"), \"PinRecM\": LayerSpec(layer=(1, 11), description=\"SiEPIC\", color=\"#80000018\", pattern=\"+\"), \"SEM Imaging\": LayerSpec(layer=(200, 0), description=\"\", color=\"#ff000018\", pattern=\"x\"), \"Si\": LayerSpec(layer=(1, 0), description=\"SiEPIC - Waveguide\", color=\"#ff80a818\", pattern=\"\\\\\"), \"Si Slab\": LayerSpec(layer=(2, 0), description=\"Dedicated Run Layers - Device Layer Partial Etch\", color=\"#c080ff18\", pattern=\"/\"), \"Si n\": LayerSpec(layer=(20, 0), description=\"Dedicated Run Layers\", color=\"#afff8018\", pattern=\"-\"), \"Si n+\": LayerSpec(layer=(22, 0), description=\"Dedicated Run Layers\", color=\"#ff800018\", pattern=\"x\"), \"Si n++\": LayerSpec(layer=(24, 0), description=\"Dedicated Run Layers\", color=\"#00ffff18\", pattern=\"+\"), \"Si p\": LayerSpec(layer=(21, 0), description=\"Dedicated Run Layers\", color=\"#ffd9df18\", pattern=\"=\"), \"Si p+\": LayerSpec(layer=(23, 0), description=\"Dedicated Run Layers\", color=\"#ddff0018\", pattern=\"xx\"), \"Si p++\": LayerSpec(layer=(25, 0), description=\"Dedicated Run Layers\", color=\"#00800018\", pattern=\"++\"), \"Standard Design Area\": LayerSpec(layer=(350, 0), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\"\\\"), \"Text\": LayerSpec(layer=(10, 0), description=\"Text-Not Fabricated\", color=\"#00000018\", pattern=\"hollow\"), \"Thermal Isolation Trenches\": LayerSpec(layer=(203, 0), description=\"\", color=\"#00800018\", pattern=\"\\\"), \"Via to silicon\": LayerSpec(layer=(40, 0), description=\"Dedicated Run Layers\", color=\"#0000ff18\", pattern=\".\"), \"Warning: Silicon features outside deep trench design area. Verify accuracy before submission\": LayerSpec(layer=(401, 2), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"=\"), \"Warning: polygons/paths on PinRec layer (1/10) will NOT be fabricated\": LayerSpec(layer=(301, 2), description=\"DRC Errors\", color=\"#80005718\", pattern=\"||\")}, extrusion_specs=[ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(-2e+07, 0), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(-2, 2.5), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 2.7), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0)), medium={\"optical\": W_Werner2009, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=1.6, fit_param={'max_num_poles': 16})}, limits=(2.2, 2.4), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0)), medium={\"optical\": Au_Olmon2012evaporated, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=17.0, fit_param={'max_num_poles': 16})}, limits=(2.4, 3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((13, 0)), medium=Medium(), limits=(3, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((6, 0)), medium=Medium(), limits=(0, 2e+07), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((1, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.22), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((2, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.09), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[MaskSpec((201, 0)), MaskSpec((203, 0))], operand2=[], operation='+'), medium=Medium(), limits=(-2e+07, 2e+07), sidewall_angle=0, reference=\"top\")], ports={\"MM_TE_1550_2000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=2000 nm\", width=6, limits=(-2, 2.22), num_modes=10, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(2, 0, (1, 0))]), \"MM_TE_1550_3000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=3000 nm\", width=6, limits=(-2, 2.22), num_modes=15, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(3, 0, (1, 0))]), \"Rib_TE_1310_350\": PortSpec(description=\"Rib (90 nm slab) TE 1310 nm, w=350 nm\", width=2.35, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (3, 0, (2, 0))]), \"Rib_TE_1550_500\": PortSpec(description=\"Rib (90 nm slab) TE 1550 nm, w=500 nm\", width=2.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0)), (3, 0, (2, 0))]), \"Slot_TE_1550_500\": PortSpec(description=\"Slot TE 1550 nm, w=500 nm, gap=100nm\", width=3, limits=(-1, 1.22), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.2, -0.15, (1, 0)), (0.2, 0.15, (1, 0))]), \"TE-TM_1550_450\": PortSpec(description=\"Strip TE-TM 1550, w=450 nm\", width=2.2, limits=(-1, 1.22), num_modes=2, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.45, 0, (1, 0))]), \"TE_1310_350\": PortSpec(description=\"Strip TE 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TE_1310_410\": PortSpec(description=\"Strip TE 1310 nm, w=410 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.41, 0, (1, 0))]), \"TE_1550_500\": PortSpec(description=\"Strip TE 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"TM_1310_350\": PortSpec(description=\"Strip TM 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TM_1550_500\": PortSpec(description=\"Strip TM 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"eskid_TE_1550\": PortSpec(description=\"eskid TE 1550\", width=2, limits=(-0.7, 0.92), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (0.06, 0.265, (1, 0)), (0.06, -0.265, (1, 0)), (0.06, 0.385, (1, 0)), (0.06, -0.385, (1, 0)), (0.06, 0.505, (1, 0)), (0.06, -0.505, (1, 0)), (0.06, 0.625, (1, 0)), (0.06, -0.625, (1, 0))])}, connections={}, background_medium=Medium()))"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# The Part 1 Y splitter is available as a module component\n",
    "viewer(qs.y_splitter)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f98fe4e",
   "metadata": {},
   "source": [
    "## The electro-optic modulator\n",
    "\n",
    "For high-speed modulation the library provides a push-pull depletion-mode modulator: a reverse-biased PN junction across a **rib** waveguide in each arm, driven through a coplanar waveguide (CPW) electrode.\n",
    "\n",
    "Both arms are active and identical, with the junction of the lower arm mirrored so that both p-sides face the central signal electrode.\n",
    "Each arm carries the electro-optic term `v_piL` (the modulation efficiency you would take from foundry documentation or extract from a charge simulation) plus a [PhaseModTimeStepper](https://docs.flexcompute.com/projects/photonforge/en/latest/_autosummary/photonforge.PhaseModTimeStepper.html) for the time domain, including a first-order electrical bandwidth:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2aca52bb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:52.986920Z",
     "iopub.status.busy": "2026-08-11T14:00:52.986716Z",
     "iopub.status.idle": "2026-08-11T14:00:53.017217Z",
     "shell.execute_reply": "2026-08-11T14:00:53.015782Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "Component(name=\"modulator\", technology=Technology(name=\"SiEPIC EBeam Si\", version=\"1.2.2\", layers={\"ANT Reserved\": LayerSpec(layer=(31, 0), description=\"SiEPIC/ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 1\": LayerSpec(layer=(33, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 2\": LayerSpec(layer=(102, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 3\": LayerSpec(layer=(110, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"Custom Dicing\": LayerSpec(layer=(189, 0), description=\"\", color=\"#00000018\", pattern=\"hollow\"), \"Deep Trench\": LayerSpec(layer=(201, 0), description=\"\", color=\"#00ff0018\", pattern=\".\"), \"Deep Trench Design Area\": LayerSpec(layer=(401, 0), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"xx\"), \"Deep Trench Handling Exclusion\": LayerSpec(layer=(202, 0), description=\"\", color=\"#00760018\", pattern=\":\"), \"DevRec\": LayerSpec(layer=(68, 0), description=\"SiEPIC\", color=\"#00800018\", pattern=\".\"), \"Direct Metal\": LayerSpec(layer=(5, 0), description=\"Dedicated Run Layers\", color=\"#80a8ff18\", pattern=\"||\"), \"Dream Photonics Black Box-Not Fabricated\": LayerSpec(layer=(998, 0), description=\"\", color=\"#00000018\", pattern=\"hollow\"), \"Error: Al spacing is less than design rule\": LayerSpec(layer=(312, 1), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"//\"), \"Error: Al width is less than design rule\": LayerSpec(layer=(312, 0), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"|\"), \"Error: Deep trench handling area missing. Please add handling area of size shown by polygons\": LayerSpec(layer=(402, 0), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"+\"), \"Error: Deep trench width is less than 260 microns\": LayerSpec(layer=(401, 4), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"||\"), \"Error: Dicing lane width is less than 100 microns\": LayerSpec(layer=(389, 0), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"++\"), \"Error: Features inside deep trench handling area\": LayerSpec(layer=(402, 1), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"xx\"), \"Error: Features outside design area. Verify design size and centering.\": LayerSpec(layer=(350, 1), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\":\"), \"Error: Metal, SEM, or handling region overlap with deep trenches. Verify design centering\": LayerSpec(layer=(401, 1), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"x\"), \"Error: Oxide window is not placed over Al\": LayerSpec(layer=(313, 2), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"//\"), \"Error: Oxide window spacing is less than 10 microns\": LayerSpec(layer=(313, 1), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"|\"), \"Error: Oxide window width is less than 10 microns\": LayerSpec(layer=(313, 0), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"||\"), \"Error: SEM width is less than 500 nm\": LayerSpec(layer=(400, 0), description=\"DRC Errors\", color=\"#ff9d9d18\", pattern=\"x\"), \"Error: Spacing between TiW and Al is less than 5 microns\": LayerSpec(layer=(312, 3), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"\\\\\"), \"Error: Spacing between dicing lane and devices is less than 50 microns\": LayerSpec(layer=(389, 1), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"+\"), \"Error: Spacing between metal and deep trench is less than 30 microns\": LayerSpec(layer=(401, 3), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"-\"), \"Error: Spacing between thermal isolation and metal is less than design rule\": LayerSpec(layer=(403, 2), description=\"DRC Errors\", color=\"#50008018\", pattern=\"xx\"), \"Error: Thermal isolation and device layer overlap, or spacing is less than design rule\": LayerSpec(layer=(403, 3), description=\"DRC Errors\", color=\"#50008018\", pattern=\"x\"), \"Error: Thermal isolation spacing is less than design rule\": LayerSpec(layer=(403, 1), description=\"DRC Errors\", color=\"#50008018\", pattern=\"+\"), \"Error: Thermal isolation width is less than design rule\": LayerSpec(layer=(403, 0), description=\"DRC Errors\", color=\"#50008018\", pattern=\"++\"), \"Error: TiW spacing is less than 3 microns\": LayerSpec(layer=(311, 1), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"/\"), \"Error: TiW width is less than 3 microns\": LayerSpec(layer=(311, 0), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"//\"), \"Error: device layer spacing is less than design rule\": LayerSpec(layer=(301, 1), description=\"DRC Errors\", color=\"#80005718\", pattern=\"-\"), \"Error: device layer width is less than design rule\": LayerSpec(layer=(301, 0), description=\"DRC Errors\", color=\"#80005718\", pattern=\"=\"), \"Error: direct metal spacing is less than 10 microns\": LayerSpec(layer=(305, 1), description=\"DRC Errors\", color=\"#80808018\", pattern=\"+\"), \"Error: direct metal width is less than 5 microns\": LayerSpec(layer=(305, 0), description=\"DRC Errors\", color=\"#80808018\", pattern=\"++\"), \"Errors\": LayerSpec(layer=(999, 0), description=\"SiEPIC\", color=\"#0000ff18\", pattern=\"||\"), \"FbrTgt\": LayerSpec(layer=(81, 0), description=\"SiEPIC/Dedicated Run Layers\", color=\"#80808018\", pattern=\"++\"), \"Floor Plan-Not Fabricated\": LayerSpec(layer=(290, 0), description=\"\", color=\"#c080ff18\", pattern=\"hollow\"), \"Laser Integration Shelf\": LayerSpec(layer=(205, 0), description=\"Dedicated Run Layers\", color=\"#69ff0518\", pattern=\"xx\"), \"M1_heater\": LayerSpec(layer=(11, 0), description=\"TiW Heater\", color=\"#0000ff18\", pattern=\"\\\\\"), \"M2_router\": LayerSpec(layer=(12, 0), description=\"TiW/Au Routing Bilayer\", color=\"#ffbf0018\", pattern=\"//\"), \"M_Open\": LayerSpec(layer=(13, 0), description=\"Bond Pad Open\", color=\"#80005718\", pattern=\"\\\\\"), \"Oxide open to BOX\": LayerSpec(layer=(6, 0), description=\"Dedicated Run Layers\", color=\"#ff000018\", pattern=\"-\"), \"PinRec\": LayerSpec(layer=(1, 10), description=\"SiEPIC\", color=\"#ff80a818\", pattern=\"xx\"), \"PinRecM\": LayerSpec(layer=(1, 11), description=\"SiEPIC\", color=\"#80000018\", pattern=\"+\"), \"SEM Imaging\": LayerSpec(layer=(200, 0), description=\"\", color=\"#ff000018\", pattern=\"x\"), \"Si\": LayerSpec(layer=(1, 0), description=\"SiEPIC - Waveguide\", color=\"#ff80a818\", pattern=\"\\\\\"), \"Si Slab\": LayerSpec(layer=(2, 0), description=\"Dedicated Run Layers - Device Layer Partial Etch\", color=\"#c080ff18\", pattern=\"/\"), \"Si n\": LayerSpec(layer=(20, 0), description=\"Dedicated Run Layers\", color=\"#afff8018\", pattern=\"-\"), \"Si n+\": LayerSpec(layer=(22, 0), description=\"Dedicated Run Layers\", color=\"#ff800018\", pattern=\"x\"), \"Si n++\": LayerSpec(layer=(24, 0), description=\"Dedicated Run Layers\", color=\"#00ffff18\", pattern=\"+\"), \"Si p\": LayerSpec(layer=(21, 0), description=\"Dedicated Run Layers\", color=\"#ffd9df18\", pattern=\"=\"), \"Si p+\": LayerSpec(layer=(23, 0), description=\"Dedicated Run Layers\", color=\"#ddff0018\", pattern=\"xx\"), \"Si p++\": LayerSpec(layer=(25, 0), description=\"Dedicated Run Layers\", color=\"#00800018\", pattern=\"++\"), \"Standard Design Area\": LayerSpec(layer=(350, 0), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\"\\\"), \"Text\": LayerSpec(layer=(10, 0), description=\"Text-Not Fabricated\", color=\"#00000018\", pattern=\"hollow\"), \"Thermal Isolation Trenches\": LayerSpec(layer=(203, 0), description=\"\", color=\"#00800018\", pattern=\"\\\"), \"Via to silicon\": LayerSpec(layer=(40, 0), description=\"Dedicated Run Layers\", color=\"#0000ff18\", pattern=\".\"), \"Warning: Silicon features outside deep trench design area. Verify accuracy before submission\": LayerSpec(layer=(401, 2), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"=\"), \"Warning: polygons/paths on PinRec layer (1/10) will NOT be fabricated\": LayerSpec(layer=(301, 2), description=\"DRC Errors\", color=\"#80005718\", pattern=\"||\")}, extrusion_specs=[ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(-2e+07, 0), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(-2, 2.5), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 2.7), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0)), medium={\"optical\": W_Werner2009, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=1.6, fit_param={'max_num_poles': 16})}, limits=(2.2, 2.4), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0)), medium={\"optical\": Au_Olmon2012evaporated, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=17.0, fit_param={'max_num_poles': 16})}, limits=(2.4, 3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((13, 0)), medium=Medium(), limits=(3, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((6, 0)), medium=Medium(), limits=(0, 2e+07), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((1, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.22), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((2, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.09), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[MaskSpec((201, 0)), MaskSpec((203, 0))], operand2=[], operation='+'), medium=Medium(), limits=(-2e+07, 2e+07), sidewall_angle=0, reference=\"top\")], ports={\"MM_TE_1550_2000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=2000 nm\", width=6, limits=(-2, 2.22), num_modes=10, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(2, 0, (1, 0))]), \"MM_TE_1550_3000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=3000 nm\", width=6, limits=(-2, 2.22), num_modes=15, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(3, 0, (1, 0))]), \"Rib_TE_1310_350\": PortSpec(description=\"Rib (90 nm slab) TE 1310 nm, w=350 nm\", width=2.35, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (3, 0, (2, 0))]), \"Rib_TE_1550_500\": PortSpec(description=\"Rib (90 nm slab) TE 1550 nm, w=500 nm\", width=2.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0)), (3, 0, (2, 0))]), \"Slot_TE_1550_500\": PortSpec(description=\"Slot TE 1550 nm, w=500 nm, gap=100nm\", width=3, limits=(-1, 1.22), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.2, -0.15, (1, 0)), (0.2, 0.15, (1, 0))]), \"TE-TM_1550_450\": PortSpec(description=\"Strip TE-TM 1550, w=450 nm\", width=2.2, limits=(-1, 1.22), num_modes=2, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.45, 0, (1, 0))]), \"TE_1310_350\": PortSpec(description=\"Strip TE 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TE_1310_410\": PortSpec(description=\"Strip TE 1310 nm, w=410 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.41, 0, (1, 0))]), \"TE_1550_500\": PortSpec(description=\"Strip TE 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"TM_1310_350\": PortSpec(description=\"Strip TM 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TM_1550_500\": PortSpec(description=\"Strip TM 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"eskid_TE_1550\": PortSpec(description=\"eskid TE 1550\", width=2, limits=(-0.7, 0.92), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (0.06, 0.265, (1, 0)), (0.06, -0.265, (1, 0)), (0.06, 0.385, (1, 0)), (0.06, -0.385, (1, 0)), (0.06, 0.505, (1, 0)), (0.06, -0.505, (1, 0)), (0.06, 0.625, (1, 0)), (0.06, -0.625, (1, 0))])}, connections={}, background_medium=Medium()))"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# The modulator is a parametric component (function).\n",
    "# Default: 500 um long arms, VpiL = 2000 V.um, and a 40 GHz electrical bandwidth\n",
    "modulator = qs.cpw_modulator()\n",
    "\n",
    "viewer(modulator)  # CPW electrode down the middle, one doped rib arm on each side"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3b90e70",
   "metadata": {},
   "source": [
    "## The thermal phase shifter\n",
    "\n",
    "A resistive heater over a waveguide changes the silicon refractive index through the thermo-optic effect, which shifts the optical phase.\n",
    "It is far slower than an electro-optic modulator, which makes it the natural way to trim a bias point rather than to carry data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "61c69466",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:53.019560Z",
     "iopub.status.busy": "2026-08-11T14:00:53.019296Z",
     "iopub.status.idle": "2026-08-11T14:00:53.031325Z",
     "shell.execute_reply": "2026-08-11T14:00:53.030578Z"
    }
   },
   "outputs": [
    {
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Please add handling area of size shown by polygons\": LayerSpec(layer=(402, 0), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"+\"), \"Error: Deep trench width is less than 260 microns\": LayerSpec(layer=(401, 4), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"||\"), \"Error: Dicing lane width is less than 100 microns\": LayerSpec(layer=(389, 0), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"++\"), \"Error: Features inside deep trench handling area\": LayerSpec(layer=(402, 1), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"xx\"), \"Error: Features outside design area. Verify design size and centering.\": LayerSpec(layer=(350, 1), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\":\"), \"Error: Metal, SEM, or handling region overlap with deep trenches. Verify design centering\": LayerSpec(layer=(401, 1), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"x\"), \"Error: Oxide window is not placed over Al\": LayerSpec(layer=(313, 2), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"//\"), \"Error: Oxide window spacing is less than 10 microns\": LayerSpec(layer=(313, 1), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"|\"), \"Error: Oxide window width is less than 10 microns\": LayerSpec(layer=(313, 0), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"||\"), \"Error: SEM width is less than 500 nm\": LayerSpec(layer=(400, 0), description=\"DRC Errors\", color=\"#ff9d9d18\", pattern=\"x\"), \"Error: Spacing between TiW and Al is less than 5 microns\": LayerSpec(layer=(312, 3), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"\\\\\"), \"Error: Spacing between dicing lane and devices is less than 50 microns\": LayerSpec(layer=(389, 1), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"+\"), \"Error: Spacing between metal and deep trench is less than 30 microns\": LayerSpec(layer=(401, 3), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"-\"), \"Error: Spacing between thermal isolation and metal is less than design rule\": LayerSpec(layer=(403, 2), description=\"DRC Errors\", color=\"#50008018\", pattern=\"xx\"), \"Error: Thermal isolation and device layer overlap, or spacing is less than design rule\": LayerSpec(layer=(403, 3), description=\"DRC Errors\", color=\"#50008018\", pattern=\"x\"), \"Error: Thermal isolation spacing is less than design rule\": LayerSpec(layer=(403, 1), description=\"DRC Errors\", color=\"#50008018\", pattern=\"+\"), \"Error: Thermal isolation width is less than design rule\": LayerSpec(layer=(403, 0), description=\"DRC Errors\", color=\"#50008018\", pattern=\"++\"), \"Error: TiW spacing is less than 3 microns\": LayerSpec(layer=(311, 1), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"/\"), \"Error: TiW width is less than 3 microns\": LayerSpec(layer=(311, 0), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"//\"), \"Error: device layer spacing is less than design rule\": LayerSpec(layer=(301, 1), description=\"DRC Errors\", color=\"#80005718\", pattern=\"-\"), \"Error: device layer width is less than design rule\": LayerSpec(layer=(301, 0), description=\"DRC Errors\", color=\"#80005718\", pattern=\"=\"), \"Error: direct metal spacing is less than 10 microns\": LayerSpec(layer=(305, 1), description=\"DRC Errors\", color=\"#80808018\", pattern=\"+\"), \"Error: direct metal width is less than 5 microns\": LayerSpec(layer=(305, 0), description=\"DRC Errors\", color=\"#80808018\", pattern=\"++\"), \"Errors\": LayerSpec(layer=(999, 0), description=\"SiEPIC\", color=\"#0000ff18\", pattern=\"||\"), \"FbrTgt\": LayerSpec(layer=(81, 0), description=\"SiEPIC/Dedicated Run Layers\", color=\"#80808018\", pattern=\"++\"), \"Floor Plan-Not Fabricated\": LayerSpec(layer=(290, 0), description=\"\", color=\"#c080ff18\", pattern=\"hollow\"), \"Laser Integration Shelf\": LayerSpec(layer=(205, 0), description=\"Dedicated Run Layers\", color=\"#69ff0518\", pattern=\"xx\"), \"M1_heater\": LayerSpec(layer=(11, 0), description=\"TiW Heater\", color=\"#0000ff18\", pattern=\"\\\\\"), \"M2_router\": LayerSpec(layer=(12, 0), description=\"TiW/Au Routing Bilayer\", color=\"#ffbf0018\", pattern=\"//\"), \"M_Open\": LayerSpec(layer=(13, 0), description=\"Bond Pad Open\", color=\"#80005718\", pattern=\"\\\\\"), \"Oxide open to BOX\": LayerSpec(layer=(6, 0), description=\"Dedicated Run Layers\", color=\"#ff000018\", pattern=\"-\"), \"PinRec\": LayerSpec(layer=(1, 10), description=\"SiEPIC\", color=\"#ff80a818\", pattern=\"xx\"), \"PinRecM\": LayerSpec(layer=(1, 11), description=\"SiEPIC\", color=\"#80000018\", pattern=\"+\"), \"SEM Imaging\": LayerSpec(layer=(200, 0), description=\"\", color=\"#ff000018\", pattern=\"x\"), \"Si\": LayerSpec(layer=(1, 0), description=\"SiEPIC - Waveguide\", color=\"#ff80a818\", pattern=\"\\\\\"), \"Si Slab\": LayerSpec(layer=(2, 0), description=\"Dedicated Run Layers - Device Layer Partial Etch\", color=\"#c080ff18\", pattern=\"/\"), \"Si n\": LayerSpec(layer=(20, 0), description=\"Dedicated Run Layers\", color=\"#afff8018\", pattern=\"-\"), \"Si n+\": LayerSpec(layer=(22, 0), description=\"Dedicated Run Layers\", color=\"#ff800018\", pattern=\"x\"), \"Si n++\": LayerSpec(layer=(24, 0), description=\"Dedicated Run Layers\", color=\"#00ffff18\", pattern=\"+\"), \"Si p\": LayerSpec(layer=(21, 0), description=\"Dedicated Run Layers\", color=\"#ffd9df18\", pattern=\"=\"), \"Si p+\": LayerSpec(layer=(23, 0), description=\"Dedicated Run Layers\", color=\"#ddff0018\", pattern=\"xx\"), \"Si p++\": LayerSpec(layer=(25, 0), description=\"Dedicated Run Layers\", color=\"#00800018\", pattern=\"++\"), \"Standard Design Area\": LayerSpec(layer=(350, 0), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\"\\\"), \"Text\": LayerSpec(layer=(10, 0), description=\"Text-Not Fabricated\", color=\"#00000018\", pattern=\"hollow\"), \"Thermal Isolation Trenches\": LayerSpec(layer=(203, 0), description=\"\", color=\"#00800018\", pattern=\"\\\"), \"Via to silicon\": LayerSpec(layer=(40, 0), description=\"Dedicated Run Layers\", color=\"#0000ff18\", pattern=\".\"), \"Warning: Silicon features outside deep trench design area. Verify accuracy before submission\": LayerSpec(layer=(401, 2), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"=\"), \"Warning: polygons/paths on PinRec layer (1/10) will NOT be fabricated\": LayerSpec(layer=(301, 2), description=\"DRC Errors\", color=\"#80005718\", pattern=\"||\")}, extrusion_specs=[ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(-2e+07, 0), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(-2, 2.5), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 2.7), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0)), medium={\"optical\": W_Werner2009, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=1.6, fit_param={'max_num_poles': 16})}, limits=(2.2, 2.4), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0)), medium={\"optical\": Au_Olmon2012evaporated, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=17.0, fit_param={'max_num_poles': 16})}, limits=(2.4, 3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((13, 0)), medium=Medium(), limits=(3, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((6, 0)), medium=Medium(), limits=(0, 2e+07), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((1, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.22), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((2, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.09), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[MaskSpec((201, 0)), MaskSpec((203, 0))], operand2=[], operation='+'), medium=Medium(), limits=(-2e+07, 2e+07), sidewall_angle=0, reference=\"top\")], ports={\"MM_TE_1550_2000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=2000 nm\", width=6, limits=(-2, 2.22), num_modes=10, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(2, 0, (1, 0))]), \"MM_TE_1550_3000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=3000 nm\", width=6, limits=(-2, 2.22), num_modes=15, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(3, 0, (1, 0))]), \"Rib_TE_1310_350\": PortSpec(description=\"Rib (90 nm slab) TE 1310 nm, w=350 nm\", width=2.35, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (3, 0, (2, 0))]), \"Rib_TE_1550_500\": PortSpec(description=\"Rib (90 nm slab) TE 1550 nm, w=500 nm\", width=2.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0)), (3, 0, (2, 0))]), \"Slot_TE_1550_500\": PortSpec(description=\"Slot TE 1550 nm, w=500 nm, gap=100nm\", width=3, limits=(-1, 1.22), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.2, -0.15, (1, 0)), (0.2, 0.15, (1, 0))]), \"TE-TM_1550_450\": PortSpec(description=\"Strip TE-TM 1550, w=450 nm\", width=2.2, limits=(-1, 1.22), num_modes=2, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.45, 0, (1, 0))]), \"TE_1310_350\": PortSpec(description=\"Strip TE 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TE_1310_410\": PortSpec(description=\"Strip TE 1310 nm, w=410 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.41, 0, (1, 0))]), \"TE_1550_500\": PortSpec(description=\"Strip TE 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"TM_1310_350\": PortSpec(description=\"Strip TM 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TM_1550_500\": PortSpec(description=\"Strip TM 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"eskid_TE_1550\": PortSpec(description=\"eskid TE 1550\", width=2, limits=(-0.7, 0.92), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (0.06, 0.265, (1, 0)), (0.06, -0.265, (1, 0)), (0.06, 0.385, (1, 0)), (0.06, -0.385, (1, 0)), (0.06, 0.505, (1, 0)), (0.06, -0.505, (1, 0)), (0.06, 0.625, (1, 0)), (0.06, -0.625, (1, 0))])}, connections={}, background_medium=Medium()))"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Default length is 50 um and the default temperature is 293 K (no heating yet)\n",
    "heater = qs.thermal_phase_shifter()\n",
    "\n",
    "viewer(heater)  # waveguide, the heater strip above it, and two probe pads"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ad33213",
   "metadata": {},
   "source": [
    "Its behavior comes from an [AnalyticWaveguideModel](https://docs.flexcompute.com/projects/photonforge/en/latest/_autosummary/photonforge.AnalyticWaveguideModel.html).\n",
    "Printing the model shows every knob it exposes, including the thermo-optic coefficient `dn_dT` and the `temperature` we are going to sweep.\n",
    "Because these are model parameters rather than geometry, changing them costs nothing and touches no layout:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "6e2786b9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:53.033359Z",
     "iopub.status.busy": "2026-08-11T14:00:53.033165Z",
     "iopub.status.idle": "2026-08-11T14:00:53.038604Z",
     "shell.execute_reply": "2026-08-11T14:00:53.037565Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "AnalyticWaveguideModel(length=50.0, n_eff=2.43987, propagation_loss=0.0, extra_loss=0.0, n_group=4.181079, dispersion=0.0, dispersion_slope=0.0, reference_frequency=193414489032258.06, dn_dT=0.000186, dL_dT=0.0, temperature=293.0, reference_temperature=293.0, voltage=0.0, v_piL=None, k2=0.0, k3=0.0, dloss_dv=0.0, dloss_dv2=0.0)\n"
     ]
    }
   ],
   "source": [
    "# The heater uses an analytic model that we can control at circuit level\n",
    "print(repr(heater.active_model))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "603c8d69",
   "metadata": {},
   "source": [
    "## Assembling the transmitter\n",
    "\n",
    "Now we put the pieces together: the Part 1 Y splitter as splitter and combiner, the heater in the lower arm, and the modulator across both arms.\n",
    "Each piece is placed relative to the one before it, using the bounding-box attributes (`x_max`, `x_min`) that every reference exposes, so the layout stays correct if a component's length changes.\n",
    "\n",
    "The interesting part is the wiring.\n",
    "Rather than drawing five waveguides by hand, we hand [route_auto](https://docs.flexcompute.com/projects/photonforge/en/latest/_autosummary/photonforge.parametric.route_auto.html) two matched lists of ports and let it find the paths, bending around whatever is in the way.\n",
    "`collision_layers` tells it which layer counts as an obstacle, so it avoids the silicon it must not cross while ignoring the metal and doping layers of the modulator:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "4edad415",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:53.040685Z",
     "iopub.status.busy": "2026-08-11T14:00:53.040376Z",
     "iopub.status.idle": "2026-08-11T14:00:53.154129Z",
     "shell.execute_reply": "2026-08-11T14:00:53.153030Z"
    }
   },
   "outputs": [
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Waveguide\", color=\"#ff80a818\", pattern=\"\\\\\"), \"Si Slab\": LayerSpec(layer=(2, 0), description=\"Dedicated Run Layers - Device Layer Partial Etch\", color=\"#c080ff18\", pattern=\"/\"), \"Si n\": LayerSpec(layer=(20, 0), description=\"Dedicated Run Layers\", color=\"#afff8018\", pattern=\"-\"), \"Si n+\": LayerSpec(layer=(22, 0), description=\"Dedicated Run Layers\", color=\"#ff800018\", pattern=\"x\"), \"Si n++\": LayerSpec(layer=(24, 0), description=\"Dedicated Run Layers\", color=\"#00ffff18\", pattern=\"+\"), \"Si p\": LayerSpec(layer=(21, 0), description=\"Dedicated Run Layers\", color=\"#ffd9df18\", pattern=\"=\"), \"Si p+\": LayerSpec(layer=(23, 0), description=\"Dedicated Run Layers\", color=\"#ddff0018\", pattern=\"xx\"), \"Si p++\": LayerSpec(layer=(25, 0), description=\"Dedicated Run Layers\", color=\"#00800018\", pattern=\"++\"), \"Standard Design Area\": LayerSpec(layer=(350, 0), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\"\\\"), \"Text\": LayerSpec(layer=(10, 0), description=\"Text-Not Fabricated\", color=\"#00000018\", pattern=\"hollow\"), \"Thermal Isolation Trenches\": LayerSpec(layer=(203, 0), description=\"\", color=\"#00800018\", pattern=\"\\\"), \"Via to silicon\": LayerSpec(layer=(40, 0), description=\"Dedicated Run Layers\", color=\"#0000ff18\", pattern=\".\"), \"Warning: Silicon features outside deep trench design area. Verify accuracy before submission\": LayerSpec(layer=(401, 2), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"=\"), \"Warning: polygons/paths on PinRec layer (1/10) will NOT be fabricated\": LayerSpec(layer=(301, 2), description=\"DRC Errors\", color=\"#80005718\", pattern=\"||\")}, extrusion_specs=[ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(-2e+07, 0), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(-2, 2.5), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 2.7), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0)), medium={\"optical\": W_Werner2009, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=1.6, fit_param={'max_num_poles': 16})}, limits=(2.2, 2.4), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0)), medium={\"optical\": Au_Olmon2012evaporated, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=17.0, fit_param={'max_num_poles': 16})}, limits=(2.4, 3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((13, 0)), medium=Medium(), limits=(3, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((6, 0)), medium=Medium(), limits=(0, 2e+07), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((1, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.22), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((2, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.09), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[MaskSpec((201, 0)), MaskSpec((203, 0))], operand2=[], operation='+'), medium=Medium(), limits=(-2e+07, 2e+07), sidewall_angle=0, reference=\"top\")], ports={\"MM_TE_1550_2000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=2000 nm\", width=6, limits=(-2, 2.22), num_modes=10, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(2, 0, (1, 0))]), \"MM_TE_1550_3000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=3000 nm\", width=6, limits=(-2, 2.22), num_modes=15, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(3, 0, (1, 0))]), \"Rib_TE_1310_350\": PortSpec(description=\"Rib (90 nm slab) TE 1310 nm, w=350 nm\", width=2.35, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (3, 0, (2, 0))]), \"Rib_TE_1550_500\": PortSpec(description=\"Rib (90 nm slab) TE 1550 nm, w=500 nm\", width=2.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0)), (3, 0, (2, 0))]), \"Slot_TE_1550_500\": PortSpec(description=\"Slot TE 1550 nm, w=500 nm, gap=100nm\", width=3, limits=(-1, 1.22), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.2, -0.15, (1, 0)), (0.2, 0.15, (1, 0))]), \"TE-TM_1550_450\": PortSpec(description=\"Strip TE-TM 1550, w=450 nm\", width=2.2, limits=(-1, 1.22), num_modes=2, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.45, 0, (1, 0))]), \"TE_1310_350\": PortSpec(description=\"Strip TE 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TE_1310_410\": PortSpec(description=\"Strip TE 1310 nm, w=410 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.41, 0, (1, 0))]), \"TE_1550_500\": PortSpec(description=\"Strip TE 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"TM_1310_350\": PortSpec(description=\"Strip TM 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TM_1550_500\": PortSpec(description=\"Strip TM 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"eskid_TE_1550\": PortSpec(description=\"eskid TE 1550\", width=2, limits=(-0.7, 0.92), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (0.06, 0.265, (1, 0)), (0.06, -0.265, (1, 0)), (0.06, 0.385, (1, 0)), (0.06, -0.385, (1, 0)), (0.06, 0.505, (1, 0)), (0.06, -0.505, (1, 0)), (0.06, 0.625, (1, 0)), (0.06, -0.625, (1, 0))])}, connections={}, background_medium=Medium()))"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def build_transmitter():\n",
    "    mzm = pf.Component(\"mzm\")\n",
    "\n",
    "    # The Part 1 Y splitter, used twice: once as splitter, once as combiner.\n",
    "    # The combiner is the same component rotated to face the other way.\n",
    "    splitter = mzm.add_reference(qs.y_splitter)\n",
    "    combiner = mzm.add_reference(qs.y_splitter)\n",
    "\n",
    "    # The heater sits in the lower arm only: that is what makes the bias adjustable.\n",
    "    # gap_center is the offset of each optical arm from the CPW center line.\n",
    "    h = mzm.add_reference(qs.thermal_phase_shifter())\n",
    "    h.translate((splitter.x_max + 50, -qs.gap_center))\n",
    "\n",
    "    # The modulator spans both arms, centered on the same axis as the splitters\n",
    "    m = mzm.add_reference(qs.cpw_modulator())\n",
    "    m.x_min = h.x_max + 50\n",
    "\n",
    "    combiner.rotate(180)\n",
    "    combiner.x_min = m.x_max + 50  # far end of the interferometer\n",
    "\n",
    "    # Five connections to make, given as two matched lists: net1[i] joins net2[i].\n",
    "    # Reading them in pairs: splitter upper output -> modulator upper input,\n",
    "    # splitter lower output -> heater, heater -> modulator lower input, and the\n",
    "    # two modulator outputs -> the combiner inputs.\n",
    "    net1 = [(splitter, \"P2\"), (splitter, \"P1\"), (h, \"P1\"), (m, \"P1\"), (m, \"P3\")]\n",
    "    net2 = [(m, \"P0\"), (h, \"P0\"), (m, \"P2\"), (combiner, \"P1\"), (combiner, \"P2\")]\n",
    "    routes = pf.parametric.route_auto(\n",
    "        port1=net1,\n",
    "        port2=net2,\n",
    "        radius=10,  # minimum bend radius the router may use (um)\n",
    "        collision_layers=[\"Si\"],  # treat only silicon as an obstacle\n",
    "    )\n",
    "    mzm.add_reference(routes)\n",
    "\n",
    "    # Expose the outside world: optical in and out, plus the two push-pull drives\n",
    "    mzm.add_port([splitter[\"P0\"], combiner[\"P0\"], m[\"E0\"], m[\"E1\"]])\n",
    "\n",
    "    # A circuit model gathers the models of everything above and cascades them\n",
    "    mzm.add_model(pf.CircuitModel())\n",
    "    return mzm\n",
    "\n",
    "\n",
    "mzm = build_transmitter()\n",
    "viewer(mzm)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eee7b5e0",
   "metadata": {},
   "source": [
    "## Trimming the interferometer with the heater\n",
    "\n",
    "Sweeping the heater temperature shifts the phase of the lower arm and moves the interferometer along its transfer curve.\n",
    "Nothing needs rebuilding for the sweep: `model_kwargs` overrides model parameters at simulation time, and the override reaches the heater's model wherever it sits in the hierarchy.\n",
    "\n",
    "We look for the **quadrature point**, where transmission is half of its maximum and the response is steepest and most linear:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c9797810",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:00:53.156196Z",
     "iopub.status.busy": "2026-08-11T14:00:53.155861Z",
     "iopub.status.idle": "2026-08-11T14:02:54.360634Z",
     "shell.execute_reply": "2026-08-11T14:02:54.354046Z"
    }
   },
   "outputs": [
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     "data": {
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",
      "text/plain": [
       "<Figure size 700x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Quadrature at dT = 3.0 K\n"
     ]
    }
   ],
   "source": [
    "# Solve waveguide modes on this machine instead of in the cloud. Each routed\n",
    "# waveguide needs a mode solution, and locally there's no FC cost.\n",
    "pf.config.use_local_mode_solver = True\n",
    "\n",
    "# Wavelength grid for the frequency-domain sweeps, and the matching frequencies.\n",
    "# PhotonForge always takes frequencies, so we convert once here.\n",
    "wavelengths = np.linspace(1.53, 1.57, 41)\n",
    "freqs = pf.C_0 / wavelengths\n",
    "\n",
    "# Index closest to 1.55 um in the wavelength array\n",
    "lda_index = np.argmin(np.abs(wavelengths - 1.55))\n",
    "\n",
    "# Sweep the heater from room temperature to 50 K above it\n",
    "temperatures = np.linspace(293, 343, 51)\n",
    "transmission_t = np.empty_like(temperatures, dtype=float)\n",
    "\n",
    "for i, t in enumerate(temperatures):\n",
    "    print(f\"Computing: {t} K...\", flush=True, end=\"\\n\" if t == temperatures[-1] else \"\\r\")\n",
    "\n",
    "    # model_kwargs overrides model parameters for this one call: no rebuilding.\n",
    "    # It reaches the heater's model wherever it sits in the hierarchy.\n",
    "    s = mzm.s_matrix(freqs, show_progress=False, model_kwargs={\"temperature\": t})\n",
    "    # |S21|^2 is the optical power fraction reaching the output at 1.55 um\n",
    "    power_transmission = np.abs(s[(\"P0@0\", \"P1@0\")]) ** 2\n",
    "    # Record the transmission at 1.55 um\n",
    "    transmission_t[i] = power_transmission[lda_index]\n",
    "\n",
    "# Quadrature is where transmission is half of maximum: the steepest, most linear\n",
    "# point of the transfer curve, and the usual place to bias a modulator\n",
    "half_max = 0.5 * transmission_t.max()\n",
    "t_quad = temperatures[np.argmin(np.abs(transmission_t - half_max))]\n",
    "\n",
    "plt.figure(figsize=(7, 4))\n",
    "plt.plot(temperatures - 293, transmission_t)\n",
    "plt.axvline(\n",
    "    t_quad - 293, color=\"gray\", ls=\"--\", label=f\"quadrature (dT = {t_quad-293:.0f} K)\"\n",
    ")\n",
    "plt.axhline(half_max, color=\"gray\", ls=\":\")\n",
    "plt.xlabel(\"Heater temperature rise (K)\")\n",
    "plt.ylabel(\"Transmission at 1.55 um\")\n",
    "plt.legend()\n",
    "plt.grid(True, alpha=0.3)\n",
    "plt.show()\n",
    "\n",
    "print(f\"Quadrature at dT = {t_quad - 293:.1f} K\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b93d4457",
   "metadata": {},
   "source": [
    "Two things are worth reading off that curve.\n",
    "\n",
    "The peak transmission is below 1 because the splitter, the combiner, and the strip-to-rib tapers all lose a little light, and those losses come from the components' own simulated S parameters rather than from any number we typed in.\n",
    "\n",
    "More usefully, quadrature falls only about 3 K above room temperature.\n",
    "The two arms are nearly balanced by construction, so the unpowered device already sits close to the steep part of its transfer curve.\n",
    "That means we can leave the heater off for the rest of this notebook and let the electrical drive set the operating point; on a real chip the heater is what absorbs the fabrication spread that would otherwise move this curve."
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    "## Assembling the link\n",
    "\n",
    "For the drive and the receiver we use PhotonForge's [abstract component library](https://docs.flexcompute.com/projects/photonforge/en/latest/_autosummary/photonforge.abstract.html): a CW laser, **two complementary NRZ sources**, and a photodiode receiver.\n",
    "The push-pull drive works like a real dual-drive transmitter: one source carries the data pattern and the other carries its logical complement, so the phases of the two arms always move in opposite directions.\n",
    "\n",
    "The link is assembled with [component_from_netlist](https://docs.flexcompute.com/projects/photonforge/en/latest/_autosummary/photonforge.component_from_netlist.html) using *virtual connections*, which wire ports logically without requiring any physical layout:"
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      "text/plain": [
       "Component(name=\"mzm_link\", technology=Technology(name=\"SiEPIC EBeam Si\", version=\"1.2.2\", layers={\"ANT Reserved\": LayerSpec(layer=(31, 0), description=\"SiEPIC/ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 1\": LayerSpec(layer=(33, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 2\": LayerSpec(layer=(102, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"ANT Reserved 3\": LayerSpec(layer=(110, 0), description=\"ANT Reserved\", color=\"#9580ff18\", pattern=\"/\"), \"Custom Dicing\": LayerSpec(layer=(189, 0), description=\"\", color=\"#00000018\", pattern=\"hollow\"), \"Deep Trench\": LayerSpec(layer=(201, 0), description=\"\", color=\"#00ff0018\", pattern=\".\"), \"Deep Trench Design Area\": LayerSpec(layer=(401, 0), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"xx\"), \"Deep Trench Handling Exclusion\": LayerSpec(layer=(202, 0), description=\"\", color=\"#00760018\", pattern=\":\"), \"DevRec\": LayerSpec(layer=(68, 0), description=\"SiEPIC\", color=\"#00800018\", pattern=\".\"), \"Direct Metal\": LayerSpec(layer=(5, 0), description=\"Dedicated Run Layers\", color=\"#80a8ff18\", pattern=\"||\"), \"Dream Photonics Black Box-Not Fabricated\": LayerSpec(layer=(998, 0), description=\"\", color=\"#00000018\", pattern=\"hollow\"), \"Error: Al spacing is less than design rule\": LayerSpec(layer=(312, 1), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"//\"), \"Error: Al width is less than design rule\": LayerSpec(layer=(312, 0), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"|\"), \"Error: Deep trench handling area missing. Please add handling area of size shown by polygons\": LayerSpec(layer=(402, 0), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"+\"), \"Error: Deep trench width is less than 260 microns\": LayerSpec(layer=(401, 4), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"||\"), \"Error: Dicing lane width is less than 100 microns\": LayerSpec(layer=(389, 0), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"++\"), \"Error: Features inside deep trench handling area\": LayerSpec(layer=(402, 1), description=\"DRC Errors\", color=\"#ff000018\", pattern=\"xx\"), \"Error: Features outside design area. Verify design size and centering.\": LayerSpec(layer=(350, 1), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\":\"), \"Error: Metal, SEM, or handling region overlap with deep trenches. Verify design centering\": LayerSpec(layer=(401, 1), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"x\"), \"Error: Oxide window is not placed over Al\": LayerSpec(layer=(313, 2), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"//\"), \"Error: Oxide window spacing is less than 10 microns\": LayerSpec(layer=(313, 1), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"|\"), \"Error: Oxide window width is less than 10 microns\": LayerSpec(layer=(313, 0), description=\"DRC Errors\", color=\"#01ff6b18\", pattern=\"||\"), \"Error: SEM width is less than 500 nm\": LayerSpec(layer=(400, 0), description=\"DRC Errors\", color=\"#ff9d9d18\", pattern=\"x\"), \"Error: Spacing between TiW and Al is less than 5 microns\": LayerSpec(layer=(312, 3), description=\"DRC Errors\", color=\"#00ffff18\", pattern=\"\\\\\"), \"Error: Spacing between dicing lane and devices is less than 50 microns\": LayerSpec(layer=(389, 1), description=\"DRC Errors\", color=\"#ff00ff18\", pattern=\"+\"), \"Error: Spacing between metal and deep trench is less than 30 microns\": LayerSpec(layer=(401, 3), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"-\"), \"Error: Spacing between thermal isolation and metal is less than design rule\": LayerSpec(layer=(403, 2), description=\"DRC Errors\", color=\"#50008018\", pattern=\"xx\"), \"Error: Thermal isolation and device layer overlap, or spacing is less than design rule\": LayerSpec(layer=(403, 3), description=\"DRC Errors\", color=\"#50008018\", pattern=\"x\"), \"Error: Thermal isolation spacing is less than design rule\": LayerSpec(layer=(403, 1), description=\"DRC Errors\", color=\"#50008018\", pattern=\"+\"), \"Error: Thermal isolation width is less than design rule\": LayerSpec(layer=(403, 0), description=\"DRC Errors\", color=\"#50008018\", pattern=\"++\"), \"Error: TiW spacing is less than 3 microns\": LayerSpec(layer=(311, 1), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"/\"), \"Error: TiW width is less than 3 microns\": LayerSpec(layer=(311, 0), description=\"DRC Errors\", color=\"#ffa08018\", pattern=\"//\"), \"Error: device layer spacing is less than design rule\": LayerSpec(layer=(301, 1), description=\"DRC Errors\", color=\"#80005718\", pattern=\"-\"), \"Error: device layer width is less than design rule\": LayerSpec(layer=(301, 0), description=\"DRC Errors\", color=\"#80005718\", pattern=\"=\"), \"Error: direct metal spacing is less than 10 microns\": LayerSpec(layer=(305, 1), description=\"DRC Errors\", color=\"#80808018\", pattern=\"+\"), \"Error: direct metal width is less than 5 microns\": LayerSpec(layer=(305, 0), description=\"DRC Errors\", color=\"#80808018\", pattern=\"++\"), \"Errors\": LayerSpec(layer=(999, 0), description=\"SiEPIC\", color=\"#0000ff18\", pattern=\"||\"), \"FbrTgt\": LayerSpec(layer=(81, 0), description=\"SiEPIC/Dedicated Run Layers\", color=\"#80808018\", pattern=\"++\"), \"Floor Plan-Not Fabricated\": LayerSpec(layer=(290, 0), description=\"\", color=\"#c080ff18\", pattern=\"hollow\"), \"Laser Integration Shelf\": LayerSpec(layer=(205, 0), description=\"Dedicated Run Layers\", color=\"#69ff0518\", pattern=\"xx\"), \"M1_heater\": LayerSpec(layer=(11, 0), description=\"TiW Heater\", color=\"#0000ff18\", pattern=\"\\\\\"), \"M2_router\": LayerSpec(layer=(12, 0), description=\"TiW/Au Routing Bilayer\", color=\"#ffbf0018\", pattern=\"//\"), \"M_Open\": LayerSpec(layer=(13, 0), description=\"Bond Pad Open\", color=\"#80005718\", pattern=\"\\\\\"), \"Oxide open to BOX\": LayerSpec(layer=(6, 0), description=\"Dedicated Run Layers\", color=\"#ff000018\", pattern=\"-\"), \"PinRec\": LayerSpec(layer=(1, 10), description=\"SiEPIC\", color=\"#ff80a818\", pattern=\"xx\"), \"PinRecM\": LayerSpec(layer=(1, 11), description=\"SiEPIC\", color=\"#80000018\", pattern=\"+\"), \"SEM Imaging\": LayerSpec(layer=(200, 0), description=\"\", color=\"#ff000018\", pattern=\"x\"), \"Si\": LayerSpec(layer=(1, 0), description=\"SiEPIC - Waveguide\", color=\"#ff80a818\", pattern=\"\\\\\"), \"Si Slab\": LayerSpec(layer=(2, 0), description=\"Dedicated Run Layers - Device Layer Partial Etch\", color=\"#c080ff18\", pattern=\"/\"), \"Si n\": LayerSpec(layer=(20, 0), description=\"Dedicated Run Layers\", color=\"#afff8018\", pattern=\"-\"), \"Si n+\": LayerSpec(layer=(22, 0), description=\"Dedicated Run Layers\", color=\"#ff800018\", pattern=\"x\"), \"Si n++\": LayerSpec(layer=(24, 0), description=\"Dedicated Run Layers\", color=\"#00ffff18\", pattern=\"+\"), \"Si p\": LayerSpec(layer=(21, 0), description=\"Dedicated Run Layers\", color=\"#ffd9df18\", pattern=\"=\"), \"Si p+\": LayerSpec(layer=(23, 0), description=\"Dedicated Run Layers\", color=\"#ddff0018\", pattern=\"xx\"), \"Si p++\": LayerSpec(layer=(25, 0), description=\"Dedicated Run Layers\", color=\"#00800018\", pattern=\"++\"), \"Standard Design Area\": LayerSpec(layer=(350, 0), description=\"DRC Errors\", color=\"#ddff0018\", pattern=\"\\\"), \"Text\": LayerSpec(layer=(10, 0), description=\"Text-Not Fabricated\", color=\"#00000018\", pattern=\"hollow\"), \"Thermal Isolation Trenches\": LayerSpec(layer=(203, 0), description=\"\", color=\"#00800018\", pattern=\"\\\"), \"Via to silicon\": LayerSpec(layer=(40, 0), description=\"Dedicated Run Layers\", color=\"#0000ff18\", pattern=\".\"), \"Warning: Silicon features outside deep trench design area. Verify accuracy before submission\": LayerSpec(layer=(401, 2), description=\"DRC Errors\", color=\"#80a8ff18\", pattern=\"=\"), \"Warning: polygons/paths on PinRec layer (1/10) will NOT be fabricated\": LayerSpec(layer=(301, 2), description=\"DRC Errors\", color=\"#80005718\", pattern=\"||\")}, extrusion_specs=[ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(-2e+07, 0), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[], operand2=[], operation='+'), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(-2, 2.5), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 2.7), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0), dilation=0.3), medium={\"optical\": SiO2_Palik_LowLoss, \"electrical\": SiO2}, limits=(2.2, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((11, 0)), medium={\"optical\": W_Werner2009, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=1.6, fit_param={'max_num_poles': 16})}, limits=(2.2, 2.4), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((12, 0)), medium={\"optical\": Au_Olmon2012evaporated, \"electrical\": LossyMetalMedium(frequency_range=(100000000.0, 200000000000.0), conductivity=17.0, fit_param={'max_num_poles': 16})}, limits=(2.4, 3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((13, 0)), medium=Medium(), limits=(3, 3.3), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((6, 0)), medium=Medium(), limits=(0, 2e+07), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((1, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.22), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec((2, 0)), medium={\"optical\": cSi_Li1993_293K, \"electrical\": Si}, limits=(0, 0.09), sidewall_angle=0, reference=\"top\"), ExtrusionSpec(mask_spec=MaskSpec(operand1=[MaskSpec((201, 0)), MaskSpec((203, 0))], operand2=[], operation='+'), medium=Medium(), limits=(-2e+07, 2e+07), sidewall_angle=0, reference=\"top\")], ports={\"MM_TE_1550_2000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=2000 nm\", width=6, limits=(-2, 2.22), num_modes=10, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(2, 0, (1, 0))]), \"MM_TE_1550_3000\": PortSpec(description=\"Multimode Strip TE 1550 nm, w=3000 nm\", width=6, limits=(-2, 2.22), num_modes=15, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(3, 0, (1, 0))]), \"Rib_TE_1310_350\": PortSpec(description=\"Rib (90 nm slab) TE 1310 nm, w=350 nm\", width=2.35, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (3, 0, (2, 0))]), \"Rib_TE_1550_500\": PortSpec(description=\"Rib (90 nm slab) TE 1550 nm, w=500 nm\", width=2.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0)), (3, 0, (2, 0))]), \"Slot_TE_1550_500\": PortSpec(description=\"Slot TE 1550 nm, w=500 nm, gap=100nm\", width=3, limits=(-1, 1.22), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.2, -0.15, (1, 0)), (0.2, 0.15, (1, 0))]), \"TE-TM_1550_450\": PortSpec(description=\"Strip TE-TM 1550, w=450 nm\", width=2.2, limits=(-1, 1.22), num_modes=2, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.45, 0, (1, 0))]), \"TE_1310_350\": PortSpec(description=\"Strip TE 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TE_1310_410\": PortSpec(description=\"Strip TE 1310 nm, w=410 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.41, 0, (1, 0))]), \"TE_1550_500\": PortSpec(description=\"Strip TE 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"TM_1310_350\": PortSpec(description=\"Strip TM 1310 nm, w=350 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0))]), \"TM_1550_500\": PortSpec(description=\"Strip TM 1550 nm, w=500 nm\", width=1.5, limits=(-0.6, 0.82), num_modes=1, added_solver_modes=1, polarization=\"TM\", target_neff=3.5, default_radius=0, path_profiles=[(0.5, 0, (1, 0))]), \"eskid_TE_1550\": PortSpec(description=\"eskid TE 1550\", width=2, limits=(-0.7, 0.92), num_modes=1, added_solver_modes=0, polarization=\"\", target_neff=3.5, default_radius=0, path_profiles=[(0.35, 0, (1, 0)), (0.06, 0.265, (1, 0)), (0.06, -0.265, (1, 0)), (0.06, 0.385, (1, 0)), (0.06, -0.385, (1, 0)), (0.06, 0.505, (1, 0)), (0.06, -0.505, (1, 0)), (0.06, 0.625, (1, 0)), (0.06, -0.625, (1, 0))])}, connections={}, background_medium=Medium()))"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f0 = pf.C_0 / 1.55  # optical carrier frequency: C_0 is in um/s, so 1.55 um -> Hz\n",
    "\n",
    "z0 = 50.0  # impedance the electrical drives are referenced to (ohm)\n",
    "\n",
    "bit_rate = 50e9  # 50 Gb/s NRZ\n",
    "steps_per_bit = 160\n",
    "time_step = 1 / (bit_rate * steps_per_bit)\n",
    "\n",
    "# Each arm needs Vpi = VpiL / length to swing a full pi of phase. Because the two\n",
    "# arms are driven oppositely, half of that on each arm switches the interferometer.\n",
    "v_pi = 2000.0 / 500.0\n",
    "\n",
    "# Time-domain electrical signals are waves in sqrt(W), so volts are divided by sqrt(z0)\n",
    "drive = (v_pi / 2) / np.sqrt(z0)\n",
    "\n",
    "# A random 128-bit pattern, and its logical complement for the second arm\n",
    "num_bits = 128\n",
    "rng = np.random.default_rng(seed=1)\n",
    "bits = rng.integers(0, 2, num_bits)\n",
    "bits_bar = 1 - bits\n",
    "\n",
    "# Continuous-wave laser at the carrier frequency, 1 mW into the modulator\n",
    "laser = pfa.cw_laser(power=1e-3, frequency=f0)\n",
    "\n",
    "# The two drives. Trapezoidal bits with 10% rise and fall times are closer to a\n",
    "# real driver than ideal square edges; width=1.1 slightly overlaps neighboring\n",
    "# bits, as a bandwidth-limited driver does.\n",
    "source_a = pfa.signal_source(\n",
    "    frequency=bit_rate,\n",
    "    amplitude=drive,\n",
    "    offset=0,\n",
    "    waveform=\"trapezoid\",\n",
    "    rise=0.1,\n",
    "    fall=0.1,\n",
    "    width=1.1,\n",
    "    bit_sequence=bits,\n",
    ")\n",
    "source_b = pfa.signal_source(\n",
    "    frequency=bit_rate,\n",
    "    amplitude=drive,\n",
    "    offset=0,\n",
    "    waveform=\"trapezoid\",\n",
    "    rise=0.1,\n",
    "    fall=0.1,\n",
    "    width=1.1,\n",
    "    bit_sequence=bits_bar,\n",
    ")\n",
    "\n",
    "# Receiver: 1 A/W photodiode into a 50 V/A transimpedance stage, 40 GHz bandwidth\n",
    "photodiode = pfa.photodiode(responsivity=1.0, gain=50.0, filter_frequency=40e9)\n",
    "\n",
    "link = pf.component_from_netlist(\n",
    "    {\n",
    "        \"name\": \"mzm_link\",\n",
    "        \"instances\": {\n",
    "            \"laser\": {\"component\": laser, \"origin\": (-50, 20)},\n",
    "            \"mzm\": {\"component\": mzm, \"origin\": (0, 0)},\n",
    "            \"source_a\": {\"component\": source_a, \"origin\": (500, 200)},\n",
    "            \"source_b\": {\"component\": source_b, \"origin\": (500, -200)},\n",
    "            \"pd\": {\"component\": photodiode, \"origin\": (1200, -20)},\n",
    "        },\n",
    "        # Virtual connections wire ports logically, with no waveguide or wire drawn.\n",
    "        # The laser feeds the modulator, the two sources drive the two arms, and the\n",
    "        # modulator output goes to the photodiode.\n",
    "        \"virtual connections\": [\n",
    "            ((\"laser\", \"P0\"), (\"mzm\", \"P0\")),\n",
    "            ((\"source_a\", \"E0\"), (\"mzm\", \"E0\")),\n",
    "            ((\"source_b\", \"E0\"), (\"mzm\", \"E1\")),\n",
    "            ((\"mzm\", \"P1\"), (\"pd\", \"P0\")),\n",
    "        ],\n",
    "        # The only port we watch from outside is the receiver output\n",
    "        \"ports\": [(\"pd\", \"E0\", \"RX_OUT\")],\n",
    "        \"models\": [(pf.CircuitModel(), \"Circuit\")],\n",
    "    }\n",
    ")\n",
    "\n",
    "viewer(link)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1387be78",
   "metadata": {},
   "source": [
    "## DC modulation transfer\n",
    "\n",
    "First we characterize the modulator statically, exactly like on a bench: set both sources to complementary DC offsets, run a short time-domain simulation, and record the settled receiver output.\n",
    "\n",
    "The result is the interferometer's raw $\\cos^2$ transfer function, measured through the whole link.\n",
    "Its null and its maximum are one differential $V_\\pi$ apart, and reading them off the curve is what tells us the drive amplitude the eye diagram should use:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "3050cc9b",
   "metadata": {
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     "shell.execute_reply": "2026-08-11T14:04:42.483588Z"
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Computing: +3.00 V...\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Band over which stored S parameters are fitted for time stepping. It must cover\n",
    "# the modulated spectrum around the carrier, here the carrier plus or minus 0.4 THz.\n",
    "fit_frequencies = np.linspace(f0 - 0.4e12, f0 + 0.4e12, 101)\n",
    "\n",
    "voltages = np.linspace(-3, 3, 25)\n",
    "transmission_v = np.empty_like(voltages, dtype=float)\n",
    "\n",
    "for i, v in enumerate(voltages):\n",
    "    print(\n",
    "        f\"Computing: {v:+.2f} V...\", flush=True, end=\"\\n\" if v == voltages[-1] else \"\\r\"\n",
    "    )\n",
    "\n",
    "    # Hold the arms at opposite DC voltages: amplitude=0 means no data, just bias\n",
    "    source_a.update(amplitude=0, offset=v / np.sqrt(z0))\n",
    "    source_b.update(amplitude=0, offset=-v / np.sqrt(z0))\n",
    "\n",
    "    # A fresh stepper per point, so each run starts from a quiet circuit\n",
    "    stepper = link.setup_time_stepper(\n",
    "        time_step=time_step,\n",
    "        carrier_frequency=f0,\n",
    "        time_stepper_kwargs={\"frequencies\": fit_frequencies},\n",
    "        show_progress=False,\n",
    "    )\n",
    "    r = stepper.step(steps=300, time_step=time_step, show_progress=False)\n",
    "    # The first steps are a turn-on transient, so read the settled tail and\n",
    "    # convert the electrical wave back to volts\n",
    "    transmission_v[i] = np.real(r[\"RX_OUT@0\"])[-50:].mean() * np.sqrt(z0)\n",
    "\n",
    "plt.figure(figsize=(7, 4))\n",
    "plt.plot(voltages, transmission_v * 1e3)\n",
    "plt.xlabel(\"Drive voltage (V)\")\n",
    "plt.ylabel(\"Receiver output (mV)\")\n",
    "plt.grid(True, alpha=0.3)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa0369d8",
   "metadata": {},
   "source": [
    "## Time-domain simulation: NRZ eye diagram\n",
    "\n",
    "Now the full 50 Gb/s test.\n",
    "Every model in the circuit provides a time-domain counterpart: analytic models step directly, and stored S-parameter data (like the Y splitter's FDTD result) is automatically fitted with a pole-residue model over `fit_frequencies`.\n",
    "The laser and the two drive sources run on their own, so we simply step the circuit and record the receiver.\n",
    "\n",
    "Each source swings between 0 and $V_\\pi/2$, and because the patterns are complementary the *differential* drive alternates between $+V_\\pi/2$ and $-V_\\pi/2$: exactly the null-to-maximum span we just measured."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "88f5013f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-08-11T14:04:42.489016Z",
     "iopub.status.busy": "2026-08-11T14:04:42.488713Z",
     "iopub.status.idle": "2026-08-11T14:06:58.720174Z",
     "shell.execute_reply": "2026-08-11T14:06:58.719145Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Put the data back on the sources after the DC sweep left them at fixed offsets\n",
    "source_a.update(amplitude=drive, offset=0)\n",
    "source_b.update(amplitude=drive, offset=0)\n",
    "\n",
    "time_stepper = link.setup_time_stepper(\n",
    "    time_step=time_step,\n",
    "    carrier_frequency=f0,\n",
    "    time_stepper_kwargs={\"frequencies\": fit_frequencies},\n",
    "    show_progress=False,\n",
    ")\n",
    "\n",
    "result = time_stepper.step(steps=num_bits * steps_per_bit, time_step=time_step)\n",
    "\n",
    "# The receiver output is an electrical wave in sqrt(W): sqrt(z0) turns it into volts\n",
    "rx = np.real(result[\"RX_OUT@0\"]) * np.sqrt(z0)\n",
    "time = result.times\n",
    "\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(11, 4), tight_layout=True)\n",
    "\n",
    "# waveform: first 16 bits\n",
    "n_show = 16 * steps_per_bit\n",
    "ax1.plot(time[:n_show] * 1e9, rx[:n_show] * 1e3)\n",
    "ax1.set(xlabel=\"Time (ns)\", ylabel=\"Receiver output (mV)\", title=\"Received signal\")\n",
    "ax1.grid(True, alpha=0.3)\n",
    "\n",
    "# Eye diagram: overlay every 2-bit window on top of the others. The first bits\n",
    "# are still settling, so skip them.\n",
    "skip = 8 * steps_per_bit\n",
    "folded = rx[skip:]\n",
    "eye_time = np.arange(steps_per_bit * 2) * time_step * 1e12  # in ps\n",
    "for k in range(len(folded) // steps_per_bit - 2):\n",
    "    segment = folded[k * steps_per_bit : (k + 2) * steps_per_bit]\n",
    "    ax2.plot(eye_time, segment * 1e3, color=\"teal\", alpha=0.15, lw=0.8)\n",
    "ax2.set(\n",
    "    xlabel=\"Time (ps)\",\n",
    "    ylabel=\"Receiver output (mV)\",\n",
    "    title=f\"{bit_rate * 1e-9:g} Gb/s NRZ eye diagram\",\n",
    ")\n",
    "ax2.grid(True, alpha=0.3)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5cb8addb",
   "metadata": {},
   "source": [
    "A wide-open NRZ eye with full extinction: the push-pull drive swings the interferometer between its maximum and its null, and the receiver recovers clean levels.\n",
    "\n",
    "## Want to learn more?\n",
    "\n",
    "- **Editing these components in the GUI.** Everything here can be pushed to a PhotonForge project and opened in [Photonic Canvas](https://photonforge.simulation.cloud/), where a teammate can change a parameter and re-run without writing Python. The [PDA guide](https://docs.flexcompute.com/projects/photonforge/en/latest/guides/PDA.html) covers projects, versioning, and sharing.\n",
    "- For an advanced, system-level example, follow the [800G datacom transmitter chip tutorial](https://www.flexcompute.com/photonforge/learning-center/photonforge-gui/): it builds a complete 4-channel WDM transmitter, filters, modulators, bias calibration, and full-wave verification, step by step.\n",
    "- The [Mach-Zehnder modulator guide](https://docs.flexcompute.com/projects/photonforge/en/latest/guides/Mach_Zehnder_Modulator.html) explores modulator compact models in depth: chirp, dual drive, and bandwidth effects.\n",
    "- The [MZM example](https://docs.flexcompute.com/projects/photonforge/en/latest/examples/MZM.html) builds a full silicon PN-depletion modulator from physical simulations.\n",
    "- Browse the [example library](https://docs.flexcompute.com/projects/photonforge/en/latest/examples.html) for complete transmitter and system designs."
   ]
  }
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