История как особый вид научного знания – или, лучше сказать, творчества – была детищем именно античной цивилизации. Разумеется, и у других древних народов, и, в частности, в соседних с греками странах классического Востока, бытовал интерес к прошлому и существовали известные формы фиксации главных, знаменательных событий из этого прошлого… Однако в силу большей на Востоке, по сравнению с античностью, скованности социальной и интеллектуальной жизни рамками теократического и деспотического надзора историописание здесь остановилось на подступах к собственно истории. Эпос не приобрел здесь того светского характера, каким у греков отличались уже гомеровские поэмы, автобиографические повествования не обрели вида развернутых мемуаров, а хроники, оставаясь по существу официальными царскими прокламациями, так и не трансформировались в индивидуализированное историописание, нацеленное на научную реконструкцию прошлого, проникнутое оригинальной философской идеей… Иначе обстояло дело с историческими занятиями у древних греков… История древних греков отличалась замечательным своеобразием, сильнейшим образом способствовавшим подъему народной культуры и самосознания – по крайней мере на отрезке времени в две тысячи лет…
Э. Д. Фролов. Факел Прометея
Обратимся теперь к Греции, с которой в памяти любого из нас связаны многие понятия и представления нынешней цивилизации. Греция – эпицентр всей западной культуры. По мнению ряда историков и писателей прошлого, древние изображали ойкумену круглой, посредине же, как полагали, «лежит Эллада и посредине последней – Дельфы. Они – пуп Земли» (Агафемер). К слову сказать, почти все народы мира склонны рассматривать именно свою землю как «пуп земли», как «райский уголок», особо отмеченный печатью богов. Хотя в нашу задачу не входит разбивать последующее повествование, подобно зеркалу андерсеновской Герды, на тысячи хрустально-временных осколков, но все ж надо хотя бы как-то упорядочить представления о тогдашнем времени и пространстве. Наш рассказ ограничивается странами, расположенными в центре исторических событий, на главных торговых путях (Египет, Ассирия, Вавилон, Персия, Палестина, Индия, Греция, Рим, Китай).
Представленная картина создана путем синтеза двух понятий: мира-как-истории (Шпенглер) и мира-как-культуры. История греков – «центральное звено» нынешней человеческой цивилизации, ибо прежде всего через них и посредством их узнаем жизнь мира, а не только схему мировой истории. Близость греков к рассмотренным ранее ареалам Востока очевидна и находит проявление во многих эпизодах. «Запад являет собой взаимосвязанный мир – от Вавилона и Египта до наших дней. Однако со времен греков внутри этой культурной сферы Запада произошло разделение на Восток и Запад, на Восточный и Западный мир», – писал философ Карл Ясперс.
Карта Греции
Древний мир был населен богами. Причины, порождавшие веру в богов, вызвавшие преклонение перед ними, лежат на поверхности. Две из них очевидны – страх и неуверенность. Демокрит, автор первой известной античной теории происхождения религии в ее натуралистическом духе, сказал: «Древние люди, наблюдая небесные явления, такие как, например, гром и молнию, перуны и соединения звезд, затмения солнца и луны, были поражены ужасом, полагая, что боги суть виновники этих явлений». Лукреций говорит: «Primus in orbe deos fecit timor». Петроний выразил мысль примерно такой же фразой: «Первых богов на земле создал страх». У Гомера человек с ужасом взирает на разбитый молнией дуб, пастух боится темной тучи – предвестницы дождя, моряк напуган бурей… Но ведь и сегодняшние обитатели земли, более просвещенные и гораздо более информированные в научном плане, боятся тех неожиданностей, которые может принести на землю непредсказуемая природа или космос с его кометами, солнечной радиацией и т.д. и т.п. Страх продолжает жить в нас (даже и подсознательно). Вспомним, какая нешуточная паника и волнение возникли в мире в 1999 году на рубеже тысячелетий (во время последнего солнечного затмения).
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dbu/FkIv5Y5bGErNb3kjoJYULKGVpRg/LhZUY8DLAHgKa9NuLHTY9Jm0a+s/tmhXyvayQNKZQ5ZSNjnORvwwyTye4J+YA8O/wCCY2APiSAcnGmE/wDk1X3PXxj/AME/NAHhXxr8Z9GUs0enXtnaRu/V0jkvVVvxAB/Gvs6gGFfkt+3nKYv2nvGLA52rZkrj/pygr9aa/JP9vAh/2pPGakZAWy5z/wBOUFAI6C90VNHnsfD1nIkktjDELeV38kABRvkx8wU7xJIxI468sMV6d8PPCNn59xousQ2tmIAb5YvEsoWaQguN0duY5JywCOcqYc4zt5rA8I6GfFPim81p47+50/UTA0UmnRSNcSweXHMojKgucO6KcA7XUD5TtYexfCC40zwxcarqdvbQwz2WnS3IWOya1uLsKhcyTOZHPzupyXxnKbXbacgzd0LQ9Oh0ubfcaNLdaSsiRtKLmzeLZjzMSzJKqjKclV2nA9q6rRtK1O2s3vdPmjjsmJiMM06XUBO/DFbiLJVTtAw0aD5eTWR4d+K14mjia6tRPfTklF2zWtxKABvwkkPlbwBjAkZM4+bG0V1F5rehJq2j299diwu9Qg89bqaBrb7WRtLASJgpIp2HZuDEEY3AUEml4f1u3V2stVt5IRcxeW0d1GhhuFKqCAVyrg8DI+U5wM85+Gf2w/2UI/hls8Z+ELOZfCt2zfa7RH8wac5bCEHr5T5GCc7D8uTuWvunQ7221a0kjhvl1vT7e4aN5Z7Zo5Y2XuCBtkxnG4AEd23A0zVpLezsm0+/jGqeG71GsZTc4kVQ6lQGyR8rZZT3zxjHAAPxiJbdkuxGTjPPNfZf/BMtyfi5r6j7p0CQnJ5/4+IP8TXz7+0X8Lpfg38V9e8NqWOn+YLmwlkyfMtZPmj55yVyUJ/vRtXvn/BMtmPxn17OQP8AhHZcAjr/AKTb/wCfxoKex+lNFFFBJ+YP/BSaVP8AhoOyVQVI8P24bnOT5twc/lj8q+XYI2dzHnduYAHHv3496+ov+CkJD/tCWoQEEaDbBvc+bP8A0I/KvFPgTpser/GXwXaT2V1qETarbu1tZIXlkCuGbAHYBck9lBOeM0Fn6CfDPwR4I+AHgqLw7BLa6pr2uCKynazuXjvdTuiWAXbv3QRpvx2xklgD15r46/tD+FPh5Fqg0a80/UPFjQppMEVgBvs7aJ2LBpHQjDNwEAOeDkcEQ+JvjZaf8Lnl8JeD9D0Ya7eXj2B1uOwjimg5Inbzhlto+cs554LYwa43wVa67dfHnw3pOkavF4i0vQ5CL2C1swllZRmbEjwyyMxdi53Fiqs7YxlcMAk9Ug0uPQrzWJ9M8M6xoEVy8l1f63aahvm1H5C6xsZAWXmTJAVo13Y3bhtHlWj+EfiQdO1jVpNctfAum3UK50m8uZ50tItz7mLFmYyKkZyo42v1TaVX7auYreaaSORUdWBBiYg5B68e9eWfHnQ7m98OwDTHZLs3UKLEqggjcCcf3WGDg+9AGtpGo22keAtF03ULmXxFCbC3jTVLe3NwkrBBmRogCVUlM45x3x1PCeN9Z8Q+CYYdS8P+Ow2noPLQ6ksU0a5K/upZCpZTyMHkZI3bAc1j/E3xB/worQLK51C1bxZ4U1E5uNOuJP8ASrLp88chyHVSx+984z94rnby/j7W9N1XwTZRWi6xodzdz2N5Dqt1cPLJHZTgOXLb3J8rEnI2nMQ6AjIB88fHTQj4r8PaV43tNAitNT1G4upb6PSbIRxJApG2SQRkx9mJcderFsgjwuGUgjaADg89q+o59Q8TeFfDel+JLnWL6OyuQ0UcctzI4huVBEsTYGFPLOCuN0ZG7GTn5ju3Eup3RWFYY3mZxHGNoUFjgAfj24/CgoZgBydx3EE59eccVPC5jwA7AEdDyR/n+lVfNwIyQFK85PQfh9RU8cjMVwwKcYH+f880gP1q/YyYN+zR4KI/553Ofr9qmzXtVeIfsVEn9mTwWWBB23fUf9Pk9e30yAr8MRiQsYVZMrnk+/p+Ir9zq/DOQoLnJO35B+7H8JwDxx0/z7kGiwqLJJjOwDk5PQf5zXoXwI+HsnxD+INvZf2a+r21rbyahcaekqxG4VSAsW4/dDyPGmcjAcnKgZHnERDZyDtPPHH+frXpnwf1my8K6/pmp3Oif29LHcxypZygBJ1DEbclT1IIHynnr0oKPcrH4vXmtWOm3Vvq9t4c0jRTC15Zx2Ss9jM0ggJt1CgBwrO5bhR5pCg81383iuw8Q+Ii9rq9xd+ErDw7CZbzVruSS7guHmb/AEmJnD+ccBC3RflAB5Kn5SsLDT59XW2kg8uNbxZriC8uRENpG4rJIBgcYDEL1xgdh9T6X8EtQ0q6m+IOr+G4vEpdIbSHw7YkzJDaJbpArYlVTJ8qAEbQcM3BBNAih4E0bxl4hi1nxDpvhhL/AFANItvc3l1HPDO2wxoiFpGjCBTyEPyY2bmYnbpz+CNZ0jxXod/e6DNpt3asphvbJrGK0iQgiS23HbKciRwHZyjOUyoPT1bQv2mfB+piC0u1fRJgfK8m5CsIiMAK6qS0Y5GCwAPY8GvSr3SbTW7BrW7tBPbzcGMHg+9AjxP4b6lrGv6/e3Wnx3s8FkTbahp19LFDqFlchhtTzPlEsZB3F33kJkKX34H50fF3RodA+JPi7TbWAQ2lprF5BDGhyI41mcIB9AAPwr661LSLrwn4y13wKLn+09M0tjdQmbXvs9y9sGDvGQzvGx2kp+8jQ/I+08An408baxBrXirXr+2jkgtb2/uLmGOaRpHVGkZkDO3LHDcseSRz1oGjCtGzNIS+1gAQWyc8joa/d+vwgi2PI5bJC9OABjGfwr936AZ+JGi69aaH45nlu4hJbmZ96527uTjJwf8APeofFet2t74vN/YKbWGUI4V2LgSKAcEnqNwHX61zviNi+v6gAetw5UY/2vpUml6DfajClwLab7GZhb/aGQtGrsPu5xjOO1Az2Hwbpttp2q6lpepx/wBmXElst3Ym1RpUOVO4jk54wQMgAqeeMV0nwo0qXxh8SPENpLP5jLa25Dwgo8rt5USHAJK4B5GeCxBOQDVPw/J/aWh/ZdQtjKYkaKZvOZmOW+UIM4UBvmHQ59xVn4U6gfhr+0Fbtq0sdvp2tCS3ku5jxn5WViTnDiRY2z6+xoEa+pfs83+ueKdaGnQnSVslEsiSs0g3OflBbGAcBjgZxuHpmui8OfATXTeT3N9qccV5MgRpbIyBXOwgM+WA4HQ4Br6OXQ5PDNhrN6NVa+m15YpZR8pihkjiEW6Mf3DtQlWJ5z2rF02d08vaodSPM/enIPTP0xzQK5xWn/sv2Gs6bZ/274iv5ru3R4klswI3CEhgnzbgQGG4EAHk9AK9Wg+Hmh3lxavrb3GuXVq4a3utQl/0mMqCAwkTaT9OnA4yKn0O5OB5gP3sqRznn/8AUP8A69b3iLQY9c8J3QhnNhNFF5qXCqDs28kHIPGB6fyoEJ4R8L6fo4mNikqiSXzMtM7biepOTyT3PfvnmtM+GLeyS5urQrYs67pGRtqkcnk9cdec9/evGrPxo3w1v4LfXLtxe3jj7MkcWxLlAyqzR7XYOV8xWKsqfKTtJIAON+1b8eG0L4D6X/Y85tNT8VSSWu5GKvFBFkXBU+u7Yme6uT70DL37BWtW3iTx58btWtHaS2vdUt54WYAHymkvDH04+6R0r7Er4X/4JhSExfEePsv9msOfX7V/hX3RQDCvyU/bvbb+1N4y6Dcllzt/6c4K/WuvyS/bxn/4ym8YgnARbJTjrg2UB/z/AJwAju725j8J6H4Ps9Nu7rUbmGx05o9Pt5EAnneOJnjGVOCSRg5Zv7oAYrX0L8IdBjvbmfWLuFLTVHLxOFmEqIuMEZ2oHLcEnaOCFACgAfM/w8+I2kxW+ga3DaG5sPD/AIeg01bOWYIJtTZmV5AxOIzsaVc9AjKc8nZ7L+zv8eLH4jeKrrQdP06bT70RmYW8m2VCikKcOPTI59/zBs9xPw/06Z7f+yY7DQSoCyQpp6mNjklHXYUZHVmbDKeQ7Ag8YzdO1nWvDNzKmsahDp028wiG9t7m6WS4PKvDMHOY3UKVBGQS4G3LRrgfE79omD4L6tbaRqXhy/1O+ngFxH5cixo8e5hlfvMcbTnjjj61q+HP2jvAfxY8PXGi61BHa22oJ9jmtLy4iniYuCvlmWNiquewyGPUDjgEdF4c1DW30W/utb0CNLneUku57JZ8hQfnwhQzRgAEPEMkfwAgsdlvEOnX0VvYRy6bqh1JAbyBLhJ1KH5Sx4PmKT8vzYYqDxwcfN+s+DJvh58QUtPDOueIbxtNeKS2sdQvZLxLi1KxtDKqtIqDbKk8GG2qUVsMsgRj7N4N8bX3xM1abT7hI9Cv9MdZBGkCSSKrLuDAh5EZJI3DAg4QqMls4AI+KP29LR7Txr4etZDJNLYxTWCXEkm8yW6lJIfm6tgTsMnuG+p6b/gmWc/GjXhkHHh6bnGM/wCk21Yv/BQ3RfsXxK8Nzrtkim00ozBhvlkSQqzsq4AY/KMqApxwOMVt/wDBMlWHxl14np/wj03/AKU2/wD9egrofpVRRRQSfl//AMFIx/xkHbEDBGhWvJ6D97P/AJ/CqH/BP7QYdV+Okl9cQo8elaPcXUbSY2iRjHCoyeMkTOBmtH/gpCw/4aFtRjP/ABIbYdcf8tZ681/Zl+J//Cs/FusmUl49Z0qbS/IWPeZJJCpjCgA871A6Ec8igrofaPwz+GFr4Bute8c6jpyWusXtnqHlWzyRwwWiiZo0jRdoO+T7xcYAVgoUnJPI/sRQx6TbePLu4c7bdLHZPM4VCFM+V3HAzkAnkjkVf1K8i13TfDV7Lp+t2PhqKzja1hvENxPrUagqFVI2yqOXTMjKNyopUZYEaPwQ+FviPQvDmreHS1vGk80F7eWuooC0Mcqyr5ZC8yMnlKCDgMysAWUEUCPpSx1xL3TFvbfEgIJynzY46fhjGa81l+LvhfVfFloLvxJpltZWYZmje5Ql5MkYwDnjjg/zpfBfwvPw28F/EKYanPNBqtpLMtrGrRRW5WOXLRKTlS27nGPurjpXxh+xr8Ll8a+MTqOr3gtdMsoyIwqjzg7BtoDMCFXqScHsMDIIAPR/2z/Emn67psV9oGuJdpsBa0gchiMgZII+ZT2xjvUum+FH8SxfBePVyt9oKfZtEmmQqqMHiYrBlWODGduc7QwwFDfMR6Ff/siW0eoarqV34jT+w2V5PsMtoskgHUgOCiryoxhOoJwcmqfwR8D6N400jW/D8N+8Eb20Fzb3FqV3xyQllilD7eD8xzt9OtAGz+1pcWvhTwBdWGnWNsIdQaCJIGRQAYXEjyrjku6/Jz3iFfnz8TbGS31Sxu9oa1vLNPKnUArIUJjcZGOQVxzg42k9Qa/SX9o6zi8L+DZdQfSNMk8OQRXj31vNEGkJ8rfC6DjrJDAhI+7uB6A4+J/iprul6j8PdS0iy01I4IZ4byKbdnyJNzAqp4+Uq+3HfchPTkGj59UgZCk9O3B+n61bhOHGSOV54xVLnoCFJ6bRzjv+FWLYBmO9isg7+vr+tIZ+u/7F7q/7M3gkrjHl3I49RdTA/rXtleFfsPv5n7L3gtve+H5X1wK91pkBX4VTNiQ7Scg4Pfiv3Vr8KJFBvJQBldxHHpmgpD45SGGMEk5PqDivVPh7oH/CTzpZ5ihtfsM4jubi48uG1YxEmVmGWO0hn2KCzMBgYzXlcUbBSueOuTjp/hXpuj6raN4Mjkt7mIT2sKq6JuUg8hix+m3GD3NAz3LwVrPhLXfsOv6brU1t4pUKL3SxZYHnJkNIJSoUq3BxycELgKgC/Z/w51uxvvDtmPMMzNHiTJyCx5P55r87fhPpJXTbfVNvls07TlUyFOQTgd/u9Bz1zX2X8AdZnupJ7aOWKdEkP32yyDJPP8uKCWepa78OvC2vK3n6LaT3LDabh4g8iqT90MckDrx0FeffED4G6l4n8ZS+J7Xxi2mQxrGkdrc2yTQWMcY+Yxo38THcxYFSMjqBXC/Ge78b+INYsYNNbSzr1g5jaTQ9f+xTrGeV3wXBQMCcbdrPzkZGc1kftZ/HSX4YfCq28Jafd3sPijV4lW4+0TL9qgi6ySO0Z2h3IK/KcfMduMCgD5O+Ovjqx1PW7nQtD+3XGm2F/cSy6hqdx59xf3DEK0rYVVRdsaAKADgfNk8DyS4DFGYAYPUkfmadLIJUZi+XOOSc5yMnt16c5/D0pszKhcA5Oep/L2oKH2u5PNOMqFIyDjHBHH+FfvBX4Pw/dkAJGUyQOOeT+VfvBQJn4Yf2cNU8YT2pOEa6xJkfw7uePzr1PUNewJ/Buiqr2Omutu8zRAB5AVEhK85O8YBPUIvfmua0/To/DXiLXdcuoluLXTLhpFDqNskof91HnvuYdOu0M3RTV34VWSpMHnj855gGYgbmZmPAJx75PsOaBns3hnTreK2ijiKySqpRkYMHBwMkHHQcYq1408AWer6DBLqUX2hYgpgZjhiCTnBBzzjv/Pq/wdAbu8jdMBzhWEg4UsAMAd+/5DHFd747skj8JSKsYEnmK+4Ic5ByF+nIx9aBGb8KNcj0zSPsTA/2epzbguGO3nvnkccHv716vp8kLWTShCScAM/QnGOc+uPzOa+d/DevLZ3SoNilVKocAFsc8Dp6j06DvXuPhzU7W9tfLwD5OGfc4IOV6+/r/wDXoEzq9FtoxcB2O8Fc7lOQOmcHt2//AF9e60WWOaKW2f8AeRPGUkB6HcMEZ+lcfp9ssVrhnIxjPqOw+p4xWprmvHwd4Uvtde3kuYrYozxQfMwVnVSxHouSx9genWgQS/DHw/JeWU01kbu+s4vIgubtt7ouSQF7DHTgV+fH7ZPjP+3vjVqWk2h26Z4eRdMt414Adfmmbjv5rOM9wor9Gfh9488P/Efw+uu6TqUd5YrnzWVseWVHIYHGMc1+Q/izxDN4q8X6vrc64l1S8nvnUj+KSQuefbdQUj7m/wCCX3/NSjkH5dMHH/b3X3bXwp/wS+QeX8SXycn+zRtI6Y+1c/r+lfddAmFfkZ+3jj/hqfxqT8o32XzAZP8Ax4W2ePx/nX651+SH7fcQj/ag8XsoO51snJHT/j0gHP5UAi/+xXr+gWnijXdD1q1+2tf26XFvA9uk1u5gWV23huNwDZU4I4YHqDX0H+yr8IYPB/xm1jxFAqW9teWU0dvYRxsPLQzRsWYs7c5UAAYHoOK+Nf2aNZh0T44eD5pmCwXN2bBt3GPtEbW+T7Ay559K+8/BnxO0b4UeO/EMXiKC8ttMBSOPWI7dpLS2C5GyZlB2biVAJGDjFA2esfGX4K+GPjLa2D6rCYNX0su1hfxlswlsblZQRvQ7RkEg+hGc1R8KfDTw/wCH/CUHh/UNG0TULSEsVhOn7oSS2SQszSEEk9N1b1p4qm8R6ZNqNvoeq6bawy5R9SiEIu4yCd8abi4HAxvVTz0qpLqC3SxzRuybyNqsM5Of/wBVBJxf7SXgWHxX8MbmfT9Ogl8SaFt1HRp44x5tu8Tq7LEeOWRGG3IBbb6Cvmn4WftAeGfF9zdWuu2lno7TKV8zUJIzZS2xLM9oZGXfEpZ3KEs5QOwTptb7G1vUZg0iJMAY1zu9+2Qe3Svjrx54V+HXxn8N634l8IeG9V0fxXfQtfy3+pI6Wkc0aiaRdillHmRpK3mEbMgdN+aBo4f9srxH4W1W38Mad4ZmgvLGyEjW90Z5pJXhZIxu2yALHGWXaioSvyHGOldh/wAEyvm+MevtjgeHpV4OR/x8W9fG+pai+oXG+Z5GKgRxJndtXngZ+v619j/8EyCz/GPxC38P/CPycAdM3Fvj+VA3sfpTRRRQSfmL/wAFLVMfx/0zB4fw7bN1/wCm9yP6V4N8EdasdC+K/hW91JIWtLe/ikb7QCIkcH5HfHJVX2ue5C9D0r3v/gpvGP8AhfeisASw8MW54XOP9Kuxk/p+VfJ0JU4H3mz9eKCz9Xta8VT2Umm32tfYdU1W3naBNN0eJ/sdvchTiSaaThmRxhQSgBYkEkAih+y5rereK73xt4u1qW2kF3fw6Sywx7QjW6sePUYnUZJPKntisn4dHw/8bvghZ+MNRubu3aHEMqC5MUVi8RAYqm5hk8kORkhwxUAkHuv2ebC2+Hnwch0yeW3WOKea8izgNFBPIZYPNbALuA6AttXB+XHy5ISdD8WfiP4d+Hmh3h8Tyva6bf2z20Z8rcsrlXzGewYr0BxkZ9Djxj9kdLC+3an4f8LXVt4fmtprOfUp3VleeKRAgAPJ3AuPlyBsA9axbfw74j+P3xl8caNqt/La+E9FChImshcxSzS4ZTtdgCVx94cgIg+UE12ln4e8cfAS1to/D9zdeMNB8wGbTZLdLcxkkbnhO8tnJJ2kAH1HJoAta/rF9rniy8+HzSSWAe2kuvtTHd5duHYn5fvM20Ege34034Z+Jvsx8PQaBp72fhuGK1kvLy+cRySG5jdYVQFf3hdktmJHC7nGcrgbema9rU+qaBfy+G2uL3+07qFtQjtw7xaa0s+AHyMEfu2KgnIj4Uk4rmv2ktL1vxTrdn4X068k0PSItMm1SXVZbUtYmVJIvJXesi7MfOcc8hSFOTQBY/aK0mys/hj4lsX1a30/VfETRxwx6/eFrWI7185o0PCsBvOUAP3T1bn4H8XlrL4czwTagLueDURA00e8JcRkGRGG8AlSdzcqp+XJ5Nfojq15p/xb+E9pfXXhOx8baVqbGW2jSLyRaMzbFLFgWDLkqXQfwnoOa/PP47+EZPAM97oc0kjy2+o+VIpkEhYIjFCzDgsEkCtgAbkb3oGjyJFKsVzkDKjHIz/9fFW7R/MYHOdx6fjVaN/KVQAN7EsS3U8+vvj9KntZF3r8oAC9+OccfzoGfrZ+w2279lzwX/vXw/8AJ64r3evB/wBho5/Zc8GHGPmv/wD0vuK94oICvze+Fv7Hnh74j67/AKV4k1PSp9PZV1TQbuyVbljwcxylgAjBlIby2wGGCcgn9Ia8b8QaFcT+DdK8W2UC/wDCQabp4lIsQTJe2oTc0GccsVwVyDh+BgMcgHn3hHwv4N+HviLXvD2kfDTR7bXNBtPtsc0hSaS6TZujkF1cKWRCSQTztMb4Bxisr4k+FYPjrqtx4e8a6V4W8NarYzLB9psdVaXVLZmjDph5Io0ljIdMxjdw4+64Fe7aZZ2njfT7XX7W5jTUpbEwreooZLq2k+ZA6nJKZyRyCp3YIDMDx1/4T1vxxd3FyLu48JeLEtks9StAqXOnXRViY5mjZcSo671V8h1wFYZUgAzzHUv2epfCXg65jtJTvtZBJHJBxvQFecH2BOO31rzzSPE+tfDLV01KycCSHaZLUksJhjhTk8Hrzz16dK+vPCOl6v4e0L+zNdewv4YQQHsLMWqxpgcbMlTznoFHTjrXivjH4P69qFwF0WC01axlbME0eDtYYAzk8bSOQc56UBcm1H9rzTtQt823gDUda8R28TyWkcdqspG04Zg2CyDpkgdK/P8A+JnjDWfiP411PXdbJbU7qb5o9uBEBwEAPQLwP1POa/U34Q/BS3+GGmvJPJHea3c4+0XuzGEBJEa8nC5PPqQK6XxF8L/BnjZ93iHwto+tTAACa9so5ZF7cOQSPzoC5+L5hdUPHOOme+OtVXDJvKjAHXHH+f8A69frn4g/Yx+D3iS2ZX8JR2EhB2zafdTQsh55Ch9vfupFfIv7Rn7CGq/DLQ77xL4Rv38Q6HaDzZrSeMC8towOXJX5ZVGMkgKQD93AJAO58iQOVV1yV+U9++Oa/eD7Uv8AeFfhAsbIZIyCuV3Lu9SvX/PtX7g/8JnZ/wByb8qAZ+O3jLWbnxn4quLO3t2tNJtLuRYbbzC2XLH945x8zHAHAAAAwO59S8GO/h17Tykj228ZLqOSWPJI468Y+gOe1Y1r8PhYazcS3RxJM0kwxkYJcjHJ5GCD09a7HTdFuEu9oBmRF5DZO0A8/wAz3xQM9S+GlpFqt/DqCWwKuy7o9gVQRjOTjqSOnoe/bvPij9nh8MEQKIW2NsVctuJHI+p6VX+GWlmOyUpEFAORgcH/AOy4x+dbvjnTY7nTg8ymSSMkIuAeMck8c9M8c+nNBPU+M5vGZjv5YzGElSUgxKWVRjIIA4/EfX6V6/8ACDxrHqAWASkyF1Chtp+T1HqRk9PxzXhHxhiTw340a7wYUuSWaQ/KjNtHOAD+P41B4W8fS6JcWl9ZzI7BgzkYIxkHnj2PBPTAPSgo/Snw9pguraFjuJIGVXGMYGO1fPXxW+POn/C/R9an8M+I5PEFncXdzpN3pNw6SS2VxPDM0cscuN3lq8bAq+4+jDGK674RftK+H77wfdatq16tnHpkLS3W8jcAMH5R1O7gKOMk4r85fGPiOTxP4o1zVXVYRf30139nB+RPMdm2rjjAyRkUEpHfeBP2ifFHga01q2s2Sd9Vhkhknb5Tl49hc46sByPQgdeleWlhJMoPycZ3kHgflx/9eo0OUwBlSQSfw/T/AD0pWmeedHJ3nbjI9O/+fego+/8A/gl8efiWM540w/8ApX/hX3bXwd/wS6yH+JeV2/Jpf87yvvGglhX5Mf8ABQaBI/2nvEDZIaS1s3P18hF/pX6z1+TH/BQVv+MnvEPUMLezx3yPs6flQCPnO0nktrmGWGR45Y3DLIrYKEHIIPr/AIV+gR8SX+u6bo/xI0zW9R0rR9UhtpZbfRNNW/njvVEiXH7tiAURwwIwcj5uMc/n9BtEpY8g9wcjP1r6g/Y78feNbfTfEnh/wrBFf3VrGuqWUNw6IA24JKis5AyysrYJH+rJHOchTPr3RfiDqfj/AMJXP/CMeJXudStRHcCy17QXtPOVeTGjhwFDgEZxJt9K6jUNbszbW7ypHaCQIzoz/cPcAdDz3/lXkmh/tZajoel3un/E3Q7vS9VRi0KkRBZFPTDFxwOmfpycGuN8PfEDxD8YdYmXwdZLZ6XCQk+q37h7eADpjaCJG5+6rZB6kA5oJPZLzxDNr1ydLhbfLO/7xhw0UXDMT6YwV+pFeWePfFd5oz+M7zwzYJqPim31GCEaXegmzu7B9MiGzYMB23RSBUVgWYBcMDtb2Pwz4TsvDGm3MFtcPqV/c/NcXs4AeZsc/KvCr2C9u5J5Pk+p6xa+CvEN/eXXhy61zUo9OgcWtk+xp0jecqVV3Cll8ybOAzbWXAPKkA/OBTtG0t8mc5B56dvavtf/AIJjHPxb8SfLtxoLLge1xCK+NvEOpx654j1LUYbSOyhvLuWdbaP7kKuxYRr7KDgewFfZP/BMMY+LHiLjbjQXyD1/4+IKCnsfpNRRRQQfmL/wU0Vv+F/aMW6Dw1b7cHt9pu+v45/SvkpXIUkglduCQcHOOP6V9b/8FNuPj9oXDEHwzbAAA9ftV3/n8a+TFK+XIxbBPUE9OT3+lBZ91/sYeLl8a/CHV/CMfl6Qug/6XMsSoX1CWcyBJckfL5exc/eJKx4ZRwfVfhDqWnx/AxNdvrddO1fWCkccGpP88G1xYxuCFQhRncdo+UMRjufzx+DniHXdB+IWkL4fnljvb65isTFFnE6yOqmJgDyGz/LHNfotYaxpkWoP8PvFWmp9rsIVvbVFybjYJi8sqlcFwQ5I8vnCtweRQSzvtR+KHhu08P3Ecd1cWV3NNLagx27Qym4wcttYDJ3YHcZI9DjuH0pZbJorsusTjLFXYOBjJ5GD2GMY68V4t8bPiNZabp/h1kfTdd1nTdQW5ZlTKbUzuARicMTjGSSNrHIxmsb4iT/Z9A/tiz1HVfCy3V1PGlql+Sl0rpvEyxOGG0t5Sjldqs2VBGKBGR4j/apg0XQ9St9Mms59Y06/e1+wrJs8qPDKZPSRFJC/LwGHJbALef8Awl+Jw1y30jSvFF4Z9N8P6bdm+ZrQ3D3EbOpRWiGRhPLjIY/LhDnJya5/xdHpHhjWpNE0eca1orSXdvcazcrG8l1cyQ7A0aqMLiVicgZ/dIWJFc74d8TWngi21GS5lltZJ0msPPaIu0sbNsY4UfeKnnGCu5sdaCrHvf7FerRT+H9f0exvbu/tNOlmk0tf3QmeCR9ufm+UNH5eByEPmHORtr5W/aDsze6lqNvajUbhLbU7mNY7wCS54lkYs7L1YGSQNgdlz3NeleAPER8DaHr/AI2mV9G0jUZp7G10yBCVl84AsoxwEU7XODk52jJG4Ol+EHiay1O+8STaVq/h/T4ZlMT3swEczllUoIQ27c5Ytu/iJJz82KAPjsryI+FHpngfn07VctztkVgBndknHU5z6V9MftF/sb658PfDWp/EOLW7LV9KlnF3cQJE0M0XnuMEDJDAO4BwQcHOODXzLa7g67gRtAx8vGaBn62/sOEH9l3waV6b7/8A9L7ivd68D/YVfd+y74QGchZL5f8Aydn/AMa98oICvNfhHrn9p+AdGdJorgx20cYliJKsuMAjI7YKn3U/WvSq+Yv2WdYiTUfGOjQSGW2srlLmNgSB5c6+YiBcYXY3moR6ofSgD0D4cIPCfirXPCBlb7PZOLvT4ipG2znYsi57hJBJGOeAg6V1XifU4PD2raXqt24gtvns5J3OI08zayF27Dcm0Z4y+OpAPE/GK4k8M6t4Y8RWh8qZrhtNncH76MrSoG9QHjIGenmH1r0YSw6npcTsBLBNGCAwyCCOPbvQBgaj8SdEGgXmsW1/a6tp9uxiuzp8q3DRPj7oVc7znA2Dkk8d68r8AeONY/4TG0vob23n8IX8YNstmPNOTjcwK8hBhiVkAZd4GFKnd7LH4T0C31ltWXRtOj1ecDffpaos74G3l8bj8vHXpxWHbeEPB/wt0zVdT0rRrHRLWKGS5u5rW3Afy0BZueu0AEheg7UAdrHexahbLPBKk8TfdkQ5BFP24JPFee6V4s8O6bM0y63Z2UN1ePYw+bJ5Ub3Kl90PzAfNlHwOvHHWu9huhNJ5cn7qfuhPUDuPUUAThnQEA554pj3oTh8YPXNLKoEef59q4LxV4tXT/FWjaEHc3WqCWRFVSfki2FiT2x5i/iRQB8C/tr/s+wfCzxsviPQoFj8K68zssUSAR2dz1eIY4CsPnUccBgBha+0ft0v98/pXbeN/AukfEPwBqmheIbVL7Tri3Lbc4aN1GVkRv4WBwQR/I4rzfzX9U/OgZwGu/Da18aeDm1Gyt1hvwnmREHHz4OB9D05GMn2rlND0GOCYt5XlyTKCxdQTkcY/lz7dK9t8LBoLSF9iiKVA0kaqAGOOwHA9qTxR8P4/EGo22p6bdG0dMrLEOUlyQfmHY8dRz+ZyAReCoH+yoQgQLhVQj26/59/Wl8Z2XmW2JT0xlyCdn05/ziuh8O+FrmwmkeTyVjyGjjHbjk/jn9PenX2hT69NDDcWZW23jcWZTjr0x7haBHxl+1B8Pv7E+Hc3iM27yGWaOygxubyQ7MzyNnoMAJnpmVR1r5DRzDh0O0g/wkj6fzPNfr98TvhlonjbwW2m6vbI1l5MkXljiSMOOSjY4bIUg9MgZBGQfy2+Lnwl1n4Q+KbrSNRike3yxtL1UKx3UWfldewPquTg8ehIUji5L2WWNkeZmTIADlvT8aWEfI4VhuHHzd+MD6c/zqJgsgjKZ3k/PvOST3xgVLbum4MD3AyOwx/WgoejlTywHzEjHXBPvx/kVDGRJICeDnHy8jqMf1/OpDGTKdr4xgrk8d/WmAYY5bdubnBoEfoJ/wAEuW3P8TD/ALGld/8Ar8r7xr4M/wCCXACv8TAvTZpRz+N5/hX3nQSwr8l/2/ws/wC0/wCJlI5WGyAIHJ/0WI4/Wv1or8kf29pc/tU+KwVDbUshgjj/AI9IP8aAR88Sh1mG75vQk57Y4/Ice1fQ37GF7e2/xIks0a2XT7yOSO4R3Akkf7NceSFGckA7s46ZGTyK+fFgzKMfMwXIAPT/ADmvvr9hT4EQQeBLn4k3cH2nUNSeW0sOOIYEba7r6szqwz2Cf7RoKZ3Wr/DrTfiZcw/8JPon9qWcZV0g5XEmOu8EEDHYHmtaO1i8P2lrYWmlpY6VChht7KFUjVRknAx0zjn8D610lxqJ0eygljjcqfkZA2MkN6+uP5e9QQapaapLK32KZHVNo8xicHpuwBj880ECXF9c20EdwJIk3oyYQHhtoIB79j34z75rwHxFrGi6l48u7rUZL3UH0PNpHYwMqeaLpHTBEjorAojJgsBmX6CvoCaKTUIHhu9ywOuCdvPfDDvnjPPHAr55/ad1G28EeBLjXrJUi8QXLro1rqS/LM8RJdx054RsHqC+QRkUDR8dfEfxNp3jDx7rmsaZZRadpt7cvNBbRReVtQ9MrlgCfvEAkZJxgdPrH/gmMAvxZ8R4IydBfgf9fEFfFCgIwyMYzyDjr/kV9sf8EyU2fF3xIDzjQX5HT/j4goG9j9I6KKKCT8yf+CnbL/wvPQARkjw5b8YznNzdV8kxSK9sVGAWJXBGQB9Dxnv+FfXv/BTtFPxp8PNlQx8PRA59PtNxj+deA/APwhD40+Mng3R5rf7Tp91qtqt1C5XDwiRTIhzgEFQw+mcCgs+iv2XP2I/FWqXPh3x1rmqf8IpZQyxanp9vFHvvJSjq8bMp+WNTgEZ3H1WvsS/0m68TeNNHttY0uK6tdIgeR9UuIVDzOy4IjIHyjqDg5wfoT6PqMhbMafKBxwORWPJA9sm8szxqckM2TQSeJ+Pfh/No9xrot7rTbDT7xEurW8voC80TIBuRpzluGC4L54IAwVrwC2ePx74MtrnVW1X+2rOOWLy2nHkGPzSIyEUE4xgEHI5TpnNfcV3Pa39u8NzEJY5AVdHTKlT1BzwfpXy98Y/hHNoPimC48NRSfY7sArBGxwrE4I4+oPPbjNAI8aW4ls/F+oy6hZ28l5cRRzpLDGA0bFyUwAoGcKBk54UeuK4/xtBP441XT9Ftzs1TVNVgtIw6BNzvIEVjgepHr0717b8WvgT4i0DxIH0OwuNXW7RJI54Bv2OVG5T6ENuGfQ/Wuh+CX7LGq6V470jxZ4pkjjltbqK5jsUcOyurBlJI4GCB09O1AzubH4F61pfwX1zwFeazBqoe4inS4urQvHHaK8bMETPzyxlNwLZzgA8GvTvBmkx2d7NplxZxTW+meXPYSMu5VifcuI8527dq4x611VzKziKWFVkcN9w9WVuoHuSB+tZvgpi2kMkjbpLaSa0Jb+7HM6qP++Qv6UEmV8YS0ej6DZCYbtT8S6XbohG4lRcpI4x2+SNs/Svzb/a1tNG079ofxZa6HZ2djZW8kcZisoRFH5nloX+UcAhmIPuCfWv0d8dX1qPiD4UN25Sy8O2moeJLt+qBI4fITPv/AKQ7D/rma/JfxH4hu/GXijVNcvWDXWo3c13Jl8hWkdnIGe25jQNH6k/sKnP7MPhQYxiW+H/k5NXvteDfsMrj9l3wcRnBe+PP/X9PXvNAgr4T8M+K2+CHxQsb3V3mstO1C2WC/wBoykkDLvim25z8rc5HOGcDnAr7srwj4jfALw/8avh3pNxNG0GvW+kRrYXkTcBvLBRWByGXP8zQM6bxxa2nxF+FGoNo88WrRT2ovbCaEeYJXQ+Ym33LJt9eSKo/Cnxbaaz4Sjht5kuBC2EKc70YB1P5NjH+yfQ189/sR+PNV0228Q+DdULtHZXLy2sbAhrf5lWZOeg3OrY7Hee5r3SPSrDwPaz7P3OlXMxU7iuIWkkLI43D7oaVkPooXjaDgA7tJRf20trvImUB42H97r19SciuL8e+Krc+Cb6O7gaWO+kTS51A4VZ2ET5P8Iw/fuQM1QbTNX0e7ijg1NGe4uAkLCJlyOWKOmWWM4WQCSPYuSMo2AD0PiHwy99cZgb/AEOZwZ0ZAU3A9cHgDp2oEcb4b0DQvH+meKIJ9K+3+Hbu/TIuE/dyMsEMbHI4J3R5DqdwOOQRXLap4U+JHwcv47vwFPJ4q8IooL+EtauN01uOMi0nbkgDOF3ZHHD9voqJLS505LMQg2MkJQovy/KRjHHI4r5s8Y/GXx9+zdrctl4q0OTxp8PRKq2fiGDm6hiJ+WOc9C6/Ku5tu/GdxJIAM9L+Fv7SXhH4kFtPN1Lo3iBGaKbQ9XXyLuFwcMoBx5mDx8vzD+ICvn79rf4pX3w5+P3hS6tJt0FnowuBCD94SzyCQfiII/yr0jXfCXw2/aS8PnXdCTTtdvI490ZKmO+hIxiNzwx5GAr5HOQfX5F/ai8B6zojaLquoTXF3HEZNLWWaVpDCkZ3xRkkDafnlO1gCMY5ABICP0G+GPxS0r4n+EDqemu7W80DfK+3IbHIO0nH0/rXD7j6fpXwj+zZ4l8Q2nxAsdL0jV3062ny1yjHKSr3G3u3YfXmvuvzJP7v/jv/ANagB+jQ3z6PbLLoeuQymEAxHRrlSuRyDlPWtMx6hZzRj+ydcjAUESxabO5YAcBhsIHPqM/zH0DRQI8fsteureHEui6u7KOGGlXIPbqPL+v5CmjxfdW448Oa5ISAQF0m5Azjof3f5/5FexUUAfO2oeJ9b1C4V5vDmvDa2VVNIuygzkZx5XP/ANesbxXE3iywOnax4I1bU7KUYaK40G5lUHGN2DEcEc89fT1r6iooA/MTxj+xgl55j6FpPifTpHYskUmk3E8S9MAZjD4HPVifrXj2pfst/E/Rb2S3TwPr96I+VubTSblo3GTyMx5zx0IHX3r9nKKB3PxWP7OXxQSUEfDzxXz82Ro1zx/45708fs5/E9ZCT8O/FRO75gNGucH8dn8q/aaigLnxj/wTp+G3ij4ev8QP+El8P6noX2xNO+zjULSSASbDd7gu8DON65xnG4etfZ1FFAgr8kv28ZGh/ap8XugBIFlndgg/6FB2I/z/AC/W2vyP/b4KN+1L4w3bSyrZBQR2+xQn09aBo+fopGySFI5HOeMZHbuf/r1+qP7B3xJ0fxd8CNN8PxNDbaroUkltPaZCs6u7SpKF7hgzZP8AeRq/KqNk8zDABRkrg8g/X0r6b/ZK0Pw9q+j+IYdS+2Wur3d3b2Vlf20jbIv3U87ll77RblwVG/KBdyq5yDZ+k+seHrG7DRywqzFgVAUZNYd3pGmaNH5kwjt4weGkwu3Pqx96+HvH/jH4r/D9b3TpfGfiK9060mMf9o2V00oXllAdj+8QnaeCcD16GuG07wr8R/iMVvRoOs6/bS7QtzfSPH5jHG0l5CM5JBBz364oFY+wPFnx/wDDHh+W8tbG4XU9QhQsIYyAqMM8ZPTnqeg3Dtkj4J/aN+K958S9dgRx5dnYhmii3E5dsbsHuBgAc4/EmveND+Fd/wCLNFh1LUtUt49MG60c2BebIj+Vo4pH27SpQqW2sAVG0kjj57+PMNvYaxptjb8QWsUiRhc4x8oGPbjP40DR5eu55Bsy+0d+/wDnmvtj/gmQd3xa8R5zkaCw/wDJiGvieORUYlSu8HcPYdq+1P8AgmPLu+MHiFSc50CRhjp/x8wUA9j9J6KKKCT80v8AgpifN+N+iRBtrL4bhbAHJ/0m66Ht932rz79h7R31b9pTwidxEVq1zdPuxyFtpduOP7xX8vWu4/4Kbnb8d9DJIAPhu2Hv/wAfV5XP/wDBPy4EX7Q+mowDGaxu0DemIyePwUj6E0FdD9OpsA55YE561BMQybcDGKmlYA4zkHJ+lQs24YGfbFBJkyozuFDBR1OO4+tc1bRrD4klXc7lst97hRwAP/Hs49q628tDIGCEg4zwKyrfR1WeVzl52PLHsQKAJ2XC/rzmrVnGYpA5+72A5HpTorNoj8/JI4LVO6soPYFgB+YoArJkgqOCOcj1zWb4UkC6j4oiQEJHqAYDuN1tE3H4k1oWkubiZSMGNuhHJ/zxXO6QJL7xJ8Q7CJzA8htNkgGCnmWwXcPcbSfwoA8U/ap8bHwd8GvG2stcKup+MryPQdPVD8wsIdwk/Bv9IJI4xMgr86LY8qzJnPOB+v8AKvoj9uPx5D4j+J9v4V0w50PwfarpluIz8vnYBmOfUELH/wBsj618728DI2CzAdeD0/woKR+sf7Df/Jr3g7kk77/k/wDX9cV7xXgv7DGR+zB4RU8bZL8Y/wC36c/1r3qgkK4HwnqraZ4T0a0vrLUYbqCyhhliTT7iTY6oARkR4OCOorvqKAPz0j+E3j2z8e+M9QtPCmt21veazdXNldRWsisYXlJDgj5hlexwecH0r6Y+FOoa3c+DjpvjbRNS+3W8jRia602af7TCehYqhJIyVOewHXJr3OigZ5uH0uKSJP7GuisQIiZdCuAY14G0ERZFPutUQt5X2S/mtJMrKv8AZN4jAe2Iv6jpXotFAjzaJrSO6ST/AInrQoiqsD6bd7SQcgn91nOffnvXJ/EC38QHVotb8MRX98rRLZ33h+8024SC8i3NiRGaPEco3MCTwy4B+6K91ooA+L/Ff7NFzqV4vi34fQar8OPGKqZJLRbWRLSZuDsIjDKpP95cqccpkk1ueBrv4geKnOifFf4ayz6dJG0Vxf2Vp5kV0MADzY1JYgdtvQjIC4FfWlFAH5l6/wDsoeMfAXxe+3+BtA1XWPDKTpPa3Ets6Swo33onEgUkpz8wByNpznIH2L/wr/WP+gU35r/8VXt9FAz8vPH/AO3l8XPDXxA8SaXa63ZizsdTurWFG06E4SOV1UE7ck4XrzWWP+CifxfmZQuo6UmQcYsI+Tgnv6cV4N8X3z8WfGhYZX+3b33wDcSfrXJo5EgBxwMfL/n2oKsfUJ/4KG/GKRmA1fTQchQF02Lj3HB64/WvoXwJ8WvjHqmi2OqeJ/HGn6ILtVmjs4dGimdYj0aSThVP+yM47kEEV+dmhNbDXLAXjmO3NyhmKEDK5BPY4788/Q9K/Qj4G+M7PxNo9nc6m9ydxlmh+0WjNFAF3tuMu3BHyNjBwDgcMQKBM4H4m/tf/GP4f6iWtfEWn6rpTymOK4k0iGNsgA8qpYdGHIY9O3GeJ/4eI/F9wNuoaUAOc/2eh3DP+fTpWd+0frsWoG9kKXMcV6WkhF5A8bKQyNtVXwAMYJIBbkA4wQfmzBSPkHJ/DnjPSgZ9Q/8ADxX4vkn/AImGlKM4z/Z6ccZpw/4KIfF4x5/tTTdxPQadFn1/zxXy2T95c7snA9xx/wDWqVQjAHcBnoFHTjpjtQFj6il/4KFfF2VAF1bT4W3YyunREnj3FVW/4KCfGIE41602jkn+zbfp/wB8c180De2Tv57Dgn1xSJvEYGM5btwfr/OgLH02n/BQL4wqc/27ZuMY+bTYME/ggr239k/9rD4ifF7416doXiDVbafSJ7e4ka2gso48lIiVO4DcOQD1r8+og4JydoB6/wCfavpz/gn0wX9o/RVIwfsl2MY/6YtQI/VavyO/b+AX9qLxb/eZLIjK5x/ocP8AhX6418//ABX/AGJvh/8AGTxzqHivX7nW01O9EYkWzuo44gEjWNcAxk9EB5J5z9KBI/ImL7xZSuD1XOK/W74IfBTwJ4M+HGmf8IzcLJDqtra3VzfLJl7yVBuWQvk4AJb5VwBkj1zy3/DtL4Uf9BDxMPT/AEyDj/yB7V1Pg79iPwr4CjeLRPF/jSztmJJthqMJhJPfZ5GM++P0oG3c6ST4e6Xaz3D2BjjmlYmZ1QPI4YgkElx165AB5OOtUdS8Ky2YuGs5pVMrCUxKyqd4bcpyd3QgdyDtAORxWppf7Num6Jf3d3YeL/FVtNdlTPi6t2Em3IX70BxgMRxj9KuH9n/TWcu3iXxC77doZ5bdiPzg5/Ggk8Z1/wAHXGkWV9aafpiWaXty9/PNuRw9zI5aR+MHcTzz7AHHT5S+KfwfsreGa+1jUY4IEDbZGkXzGxkbVVeFwffnjpX6Bal+zLpmqIY5/GHikRFNmxJrRQB7EW2f1rhNX/4J7fDnXjnUdb8W3nTHnalGwH0BixQNM/J5vlxgq77sdeVPP59q+0v+CYYJ+MfiBt2QPD0gIx3Nxb//AF695P8AwTN+EmPlvfEqnOci9h4P/fmvS/gj+yZ4K+APiC51jwzPqsl1cWj2Ugvp45FKNIj5+WNTkGNQOcYzxk5oG2e00UUUEn5jf8FOpfK+PehcgH/hGbfr0/4+ruvNP2MfE0fhz9o7wVcSkRx3F1JYkMcBvOieJBzxne6/Wv0E/aA/Y08LftEeMrTxHres6tp13bWCaesVgYgjIskkgJ3oxzmVu/YV57p3/BNLwZpF7BeWfi/xFb3Vu6yRTR+QGjZSCrA7OoIFBVz6gnYRHnk8qSeajV1JHTntimDwrquwA66pcfxfYl/+K/lT18K34Vc65Ju/iItowPwHagkDEc4DHBOc/hzVSGH95lN2OhH4VoDwpcEENrt8CRjKRwD+cZpi+DpE6a9qXr922/8AjNADM5iDYI/nTZDtQIeuQeT71YPhObaVGv6kAf8AYtv/AIzTH8GSSZ3a9qbZxnKW35f6n3oA561uWGr3ACS7HUMGHK4OB1/pXjvjb4sRfCHV/jLr91IrT2NnpSWcL8+bPIk3lpjqRu5PooY9q+hV8G+WECavfoFGAAsBx+cVeTfEf9jbwn8VdXvNQ8QeIfE073k0dxNDDc28cTPHH5cZ2iD+FCQPTc3cnIM/JbU9XuNT1OW7vJZJ7m4kaaWSRsGR2ySx9yT+tTWV0xMYBBGMYI4I565HPX9K/SiX/gmb8LJWz/bPitfZbu2/rb1J/wAO1PheJvMGs+Kl5ztW7tgP/SegdzuP2GZBJ+zF4T4IIlvgc4/5/Z/Su8+OPxXi+Cnw5v8AxZNpr6tHaywxm1jmERbzJFTO4g4xuz0q98JvhfpXwc8D2XhXRbi8udOtHlkjkvnRpcySM7AlFUdWPb65ryf9vokfsy+ICCQwurLBHb/SEoEea/8ADzPQfL/5EjUPMH8P25Mfns/pTH/4Ka6IhZf+EGvg4O0htQQAHOMZ2V+ehkyg7Ent3H+f50N+8Yg4IBGDjp19KQ7H6B/8POtMJIX4f3ZI6g6mo74/55UL/wAFONP43fD+5GehXVVOf/INfnzGvl7QBhs4J2kHA6GvUPgX8B9e+OfiaTTNMmgsbS1CPe390/ywI27GEyC7NggKO45KjmmFj62P/BTnTtoI+H91z0zqgH/tGon/AOCnVqGIX4eSH03ayF/9oV614b8FeE/hV4Nt9K8OeH7KXy4gp1OaxW4luiV/1rygYJJQtjOAFACgba8R/ap+Evw80z4dXV5b2NpY+Oo1e9kntX2PPhtz5gQBdpBkwxCMPLOckMpBaGif+CnkAVj/AMK5fPbOtDB/H7PxTF/4Keo+cfDduh/5jn/3NXwZ9oCqwGDjAz3/AA/z2pjTpnK5RScH0P5UDsfeEv8AwVEWJsH4a/T/AIn3/wBzVG//AAVKVCf+LZkgZ/5juP8A22r4MkbaxZuwyTg89KrNITJjGQ3H86B2P0Ag/wCCofnqxHw0wAM869/9zV9V/wDC1J/+gSP+/wAf/ia/GGyTbFJuY4API64/rX66fbv+neP/AL7NBLPya+Ls7TfFHxftVmzrN6Qf7v76Q4/X+dckodySFPHcc/8A1q6r4nxM/wARvFDKrENqd034+a9c5FEXm2BmHTrxj8/p/KgsYE2liqZPqDjn619Ufs2/GC/k8MzeDDdW1lcq/mWct6Q0bZzvVgzIDkMxxvXp14Ar5u8M+FdW8Y61b6TotnPqN/cEhILdclh3YnoAB3PAxzX0xpX7FetR+ElvLTUoLnxKsjLJYhvLiVMDgOerjPXjuB6kEyX4p+E/Evx+1O5i8PLZX66c0elpNNLtWWRVMjmNz8oOVTnjcJOoyc/Pni74O+OvBUkg1nwxqFtGv3rkQmWHngfvUyh/Ov0G+Bvw1uvht4bjt9TIS5SRpkhQgqrsPmZm7nt1xx3613FxG9zeRSLLlVOSrnKqD0/Hr+dArn5JywSQSBJkeKRfvI4wQOg47d/0pFLRuS3Vl3YA4IPbOK/TD47/AAq0b4peCXs7xYhqcAJs790zLAwHGG6lP7y9wM9QCPze1HS7rSNWuLLUITDdW0hikjcnKspww/P60DTKamQspYE7Rgd84/LHP9KGMnlhgpBA7dPTmnLHtjCqocqSePTGf0xn8/wN2HGeSO2M0DHBGZ2B6jBI6/rX0t+wLlP2k/DSjg+Tdhsdx9lkOP5V81R9RuJwpC8DoOvT8q+nf2A1V/2kPD5KlittdsDnhSbdx/KgTP1Url9W+KXgvQNUm03VPF+g6bqMJAls7vU4YpkJUMNyMwIypB5HQg11Ffj9+3DIx/al8ebpML51sMg5/wCXOEAfyFBK1P1GPx5+Ga9fiL4TH11u2/8Ai6U/Hj4aBtp+InhTd6f23bZ/9Dr8RXuWUhe3TdnJ70eYyp1IBHXPXigdj9uz8dvhqoyfiH4VA45Ot23fp/HTV+PPwzfG34i+Ezk441y26/8AfdfiLPM6hgHDAdQODx7H61EZuu2TdjoecNyMGgLH7en4/wDwvHX4keER/wBx21/+OUf8L/8AhftJ/wCFj+EsDqf7dtf/AI5X4fG5YDktnjk5p32hyRmRlXGPw70BY/cKD48fDS5mSKH4ieFJZXYIsaa3bMzMTgAAPyc1rX3xJ8I6Zam6vPFOi2lsOs0+oRIg78sWx3Ffmx+zl8HB4eurDXdXiM2rTqZ7f5uLbIBXjH3zzkjpnA7mvdk8YeK5fEmo2u7SoNB0K5BljQf6RfIyghSzERjeGfjJfcmAnUkFY+mB8fvhgxwPiP4SJ9Brlr/8cruYJ47qCOaGRZYZFDo6HKspGQQe4r8bf2itO0jS/izqKaHbxWlhPFHN5VunloGYHOF4AzgHAHU+ua/YLwsMeGdIHX/Q4ev+4KAZqUUUUCM7XPEek+GLRbvWdUstJtWcRrPfXCQoXIJChmIGcAnHsaw4/i74FlOE8a+HXPPC6rAegyf4/TmvAP8AgpKuf2fLNsA7Nct25IH/ACxn/wAa/Lt7xgSDJwOm05Pr/wDr+tA0rn7ev8avh5GxD+PPDKkdQdYtxj/x+oW+O3w1TG74h+FFz0zrdtz/AOP1+Ij3jgkbiy+oz0p5n/cgs53npxwBjAOaB2P21Px8+GIOD8RvCWfT+3LX/wCOU8fHb4andj4h+FDt4P8AxO7bj6/PX4irfSKPvkdjjv3/AAp4uiYguTnOcseMYHbH9e1AWP20Px8+GKruPxG8JBfU65a4/wDRlLH8evhnMcJ8RPCjH0Gt22f/AEOvxLW4dmOAQxPCkdakScsoLdfx/wA+tAWP26Hxm+H7HA8deGifbV7f/wCLoT4zfD+Xds8deGn28Hbq9ucf+P1+JK3LQo6K+RKNuAOvIb+YFTWkvzKxcnJ5JJ/x/wA5oCx+6Oh+INL8T6et/o+pWerWLsyrdWM6TREg4IDKSMg8GvBv2+xn9mPxDkkD7VZcjt/pMdS/sHKB+zVoBH8V1eHP/bw4/pUf7fa5/Zi8RcZxdWX/AKVR0C6n5RKMZZWBYYzx/n86fHg7wFAX7wJ4A9PWoN3loFAILdecH608Iec7u4wKCh8b7FOQCcjqf8+9e8fspeOZNF8U6poMV5d6dNrcEXkT2TMrvPAxkWM7AWIdTKoC9XMY5GayPCn7InxS8X+Bf+EtsvDzHShCbqCKWZY7m8iCg5ij+82RyucbuCucjPl2iQahLrtnBpUF02qiYC3jtFc3Hmg/KEC/NvBGRjnI9aQH6O67a+GdL+zTwXsWo6pItxOJbhr24mkYu0bDeQAdzRFMSe+BgfN5j471z7QLvWda0+az+y6bNBObq4hkMgDSuYZMQqC5LvhMgYdfusUB9FuPHfjbwFoXha68T2Vlpcs2li1u5nuohPLdRgPlhtwT80xKLyXJGRkFvnK/8FeKfGdhquo3puWn1cy2ttFcOI1MpljwrK+ACXlXnjYqliaYj5qCKSECrhupHQ5OP8/SmEkkqQNvsP09K7r4i/BjX/hjYx3OrT6ayyT/AGZktLtZnDbcgnbxg4IyCcFTnHGeMKF4xsTII5LdRx2oGUwjIDksBjGcD2/wqJ1KgemeT7ED8O5q1K4KlR+p96gc5XIfI5yB6jGP50AT6czKGwDgg/jX6sbI/wC8/wCdflTYMA7hQQCx6MTjrX6h/wDCR6Z/z8w/nQJn5n/E4bfiN4kEbDB1Gdl2joTIzYH06VziLKTwmc5ypI/l261u/Ek/8XB8R55B1G45x0HmGsOPazIUBHfAYenT179fY0FH2R+xJYaV4R8L6/4s1ERwSSExJcSD7kSDLHPYZBz06d8cfURhtrgRz28gJx5n7pvlOcnP414l+yd4X07V/gZa22orFOLx7nMcoBynmuM/zrG+D/7Q2ieE9Lj8F3sG280y5nsluZHJ89BK2wnPRsEDBOODQQfQ17Otu6hmcu7Ngsc5GR6d+f51l6leSzaYJjILeLoJX4BJyFHPuQOnviqF7NrPjPRJr3SrOaKRt32b7QoQ9MBh6dPxry3xX4Q8f6z5drq/lWq/cE5ud4UAgsyqCMMf6fhQB0fw/wBYudK8S6muuTotvqDPd2hjlZ4zFko4JYjDAqjHsPNXt0+cv2yPClhb+MrTxNplpPDBqeYppZBtjldFULIoPJyuRuPB28ep7X9pCe78FeGfBd3a3Bf+yr024BB+cCMMWI+o7g849q3fEOk3H7QHwoedbd7a4lj822aRSEMyjgKepBwM4zxmgZ8Sbgg5PT5uQe/6fj7mkdN+1t24HO4kdPf+dWry3uNMvp7S6gkguIJSstu4IKsOoOarIR5mdr4BB+ToMe9AwbBCZZmI7sDk+v8AM19O/sAiMftG6COc/Zrsgnv+4f8A+vXzCCFBUMR25719M/sDzgftI+GwON8N4AMdvs0h/pQDP1Xr8gP27x5f7V/jrk43WXyj3sbc/wBa/X+vyD/b0bP7VfjpCuQWsSGHUf6Bbf8A1qCUfPwc4AJO4HjA+vb/AD3rrPhx4Nu/iJ400jw9bzCKS8lOZSmfLRVLuccZwqnA4ycciuWyANxOce1d58GvGGjeCfGq6nq9hNeWwXy4/KlK+WWdQX6jOE3jnI56HHAUfamgfss+BPDempb3GmQ37ygF59QiW4lII4A4ABxg/KB2PGa+cv2i/gv4V8FWVxrmj3LxPPcpFBY22HtyMNvOcZTG0cdMkivoXwd4207xR5t5rniHzdHgKjMJAkuXKjEarEWYP8zbjk4BXZjO4eWftkaXZ6h4Z03XtH0G10DS4L1bQxRxCCeZ5IzI26HA2BCig7hlmJ9DQJHyEImdXOOBgY3euef0pyphWOeOnzDPWtjwz4M13xjO8Wh6TeaoyH94beElY+n3m6L+JFe5/CL9i3xb47vGk1ma38P6bC2JWZw8zeqqB8vfrnFA7nvui61Nr+ieH20YKzrp1vLJdFBtgDRBgenL89OgByQeAeW1ia403XbGw0vUL3Sp4k829utOuXgmmhO7ZGzoQ3zNuyAeAOxxWx4ht4/hVd2/hHww02sTLGsFisZWWViOoK5/hwck8Ad+K39N+Fo0bwtNe6pcNdarcE3F5M/Kh8jCITzgFgOgPegR8X/E/Ul1X4jarLGcRQlIFB5wERQefrmv2m8LZ/4RjSM9fscOf++BX4a316b7XdQuHO9pp3lLfVicf59K/cvwvn/hGtJz1+yQ/wDoAoBmnRRRQSfKX/BSjP8Awz3Z46/25b/+iZ6/LVgrMwG44IIJP1/+tx7V+pv/AAUjfb+z5aAAEtrluOf+uUx/pX5ZujbTjK7uw9KCkMIywAOMjg5pz5ln28yHOBjrnvSoTlWAOACD79x9O/8AkV7p+zt8NLDxVPBcSQvd3Qm3NAwyCg6YGDnv9cgfUGcr8M/gB4m+It/BFDZyW1s+0F3XqOOf8+tes+JrD4W/s5Sz6LLbweN/GEcirNcLhoLRS37wOpYgyhfl2KRzkkqeK2Pjj+09beG9Mk8BfD63l0a4gL2eqaw8flyoVO14Yc/MoyCC5wSRxgfMfMvhSljpUxysaXUxV0uHYhoCoJAboX3NsyoO7AYAdyCN/wCJnxn+Gnif4XHTdJ8G2sfia4kAF4bdIltFBBLCUYZmJ/h5XkElsc/OzFoS29ABxhj+dfaHxZ+A2keJfhXd68Vt9H1XTLSS7XUEjESzRKuI45s4MpkZQqsMFSw6qRXxjGrmTOTwCRz2oGh8eIlUkBlOBkYz+P5/yq5A28I2ApwM59etU0csSpPzFu5zVm0kY3K88Hk+/ApAfq/+wYxP7NehL2W6vAB9Z3J/Umm/t9DP7L3ib/r4se+P+XuKj9gs5/Zx0cel5dj/AMimpP29ULfsueKyP4ZrEn/wMhH9aZPU/JmPLOoGQvT8M/z/AM/Tqfh/4e/4Srx14e0HHmpqeqW1k4AwQskyofocNXOfMVHKnHI9ff8AlXrf7K9nHefH3wWJmUrFe/aOecNHG0q8H3Qd6RR+iWg6Nquu/EK4vofFGp6fpkeI00W28sWn2aMldpjdCVLE4DIei9a7jQvBnhLwzqF1q2ieH9M0/ULlMTX1tbIk8oxjBfG45x3P1rF8KRmzTUmy0jCNRuUFepYnr3J65OSQa5fwv4uvbPWfEVxPdS32n2UyxMgUFYwd3IOByMgHPTHXuWQela74d03X9Im0/ULSO4s53LFZFztckncD2bJPPvXh/jj9leTWdMmt9C8Vz6N5kqSiZYfnXadxQGMp8u5UYehRT2r2ZfEVpqNqZILgbF+9u47cijwlfx3UF+0R3rHdNgk5U/Iv3SOooA+NPHn7GXijXtHu0m8S276rZxeZbRur7L8L13Mzna4wTkA53duTXxlLaXWnTXFtNC0M1s7JLE4wY3B2sCOxzx9a/Tf9pfxVPoF/4FS1mENw2r+cxWTDFfKkCgg9iTj0PTvXwF8d1tf+Fo6vNCoCXHl3DoMgbnjBJ5wfmJLcjPzUFI86jZSCpbbkYJJwKgKl32uueMkZ5J6dveppJSIsgBA3ynH9aibG1fm3ZA7dOMkfr/nNIZesEVrnDkKR1IPOa/QX7Xceqf8AfNfnvp82ZvlYAY27SMcdPWvuL7Vd/wDPeT86YmfGHxilCfFfxoijCjW738vtD1yysCy5zhuMnvz6Cum+MG8/FTxjhcn+2r3OOx8965iF2CkE85456dP/AK1Az76+Bsd74E+G2gahq1tKLBdNFzbRooG8ufMOT6fMfcfnXzB8IUv9U+KcuuWVg89lZ3H2q6kCs6RJJLtXJ/4EcdztPXFfbnw3vIfF3wX0c2sqyWcmnJA6xDlfkAZOewxz9Pesr4DfCaH4VfC69s7oxPfX9473FzH/ABqDtReegCr07Ev60E3O1HxBu3SJo7C5uIQyhHhTiTcMjGccY9a5zxV8QWks/tBtJLZyMGOUFS3AZTnOV6/j0r0P7A13DaS2wjECykyK4+YqF4wcgDnB6HgfjWDrfhn7VqVtJiNUUbME/wAOOP8AP60CPj79q6+vm0rw6JoriOO5lknjeVdpOEC8jpzk/nXZfsZ+NrrxXZHwgrFW0yKSeGV1LRrG0gO3Oeu5zx6LntU37ZlnBN4IslfLXcF+ro2CdqsHXjrgf1A71a/Z6s7n4G+GpdS1Gwkktp7ZrnULmPy90NwoDLbfMwJMcQdnONqszLncpFBXQ8G/as0d9B+M2rRSwJH5scTnYPlfgjI6f3R0x0ryESAJjhucg449x/n096+0fjF4S079qn/iZaDqdtpmtaLDIgtLj5lueVyjOv3CD0yDktj+IV8X39hdaTeXVneQSWt1bSvDLA4wUdWwykeoIIoGh6SqrE8Hd+v+f619J/sFk/8ADS/hfIx+6vPrn7LLmvmaOZgrDkKRxjqD7V9LfsEHH7S3hdQePKvOM/8ATrLQDP1er8h/28AP+Gq/HPzHJexyAcY/0C2r9eK/Ij9vSIr+1X42Jzh/sLDA54sbccUEo8AJMgG7kkgAep59KdDC9zLHDBFJLLI2yOIckk9h68mkDDzVQHf3Ddx36/rX6Ffshfs32Gh/D+y8W6zZxzavqkQuI94y0cRGUVR2yCCcf0FBWx4P8EtD8f8AgCzuryUXmjQuB9kiuGZAWI5DY5Td8uMjBK4wCc12cnha5+M+v20Otadq6WN3Or3MczbY45FLb3TaxGAC/Jwct055+sW8Nxm3kt3CiD+7jqO27jkZzxirOkaTDZpJgB2wcfLjA5+XHagm5ydrommfB74douj2EEFmhEcEQAyWY7QT6seOe5596+Y9R/aT1/4oa2nhXw3cWnhj7QxRrq7cJMMHJRXHTnnA/A44r6L+OuqNYeEkvTMYY7BJ9QVQAy744mEJ/CRo2/4CPrX5cicJLkSOT1Bycg//AK/5UDR+kHwq+H8Pw4tpttx/aerzBTdag4wxPBKKT0QHOB7Z611PiRt2ioFB2TSrGrRclicnPXnAVj78DvXC/s/+PpPiH4Tt9TvlMRaBInWVgFeRWKsQR/CSjHnOM9eOfVNX1Ww021unE0JmtVWf7MJV3DKnbuycDgE5PGOTxzQI/PX41/CKH4NeNho9vrEes288S3MUnlmOaNSzDbIDwTx94cHHbpX7D+Cyx8HaEXOXNhBk+/lrX4qeNfHN58RvGmp6/esTNezl1XcSI0HCIM9goA/Cv2s8HKE8I6GoGALGAY9P3a0DZsUUUUEnyr/wUjBP7PtoBjP9uW3X/rlNX5bEnIx94KQT0r9Tv+CjjY/Z8twFBZtatwpJxg+XN/hX5awxnJDkDGcZ/wA+9BSERWBBH38ZxjqMZr7F/Ys1DTbSKJvsxfUVAUESDbzKqnII3E8jAHr6V8dHdGRtdcg4wOnp+HWvZf2fPE99oVzfz2nM1rGZ41ctjKqXA49SBQNlf9p74f6n4V/aB8RJcwFoNY1KbVbN4T8ssM8zsMHsQ29D/tKeowT6z8DPDkXibW9P8OarbrZwwRSLJPCNrgszzLO6nAYjzQCT/CoGOtfQV14C8P8Ax88EeCNevZRJqNjZttmj2MRv25WQEHIDKemCMnn1sXvwU0+1sri+8LazPoPjVrLyINRAM8Sh92SyEHcD8wB5K9VGRigVz5u/bB+MPmaDo3w702S2ltrWQ3V1cWLsiThC0cMckZJKuNruyseNyDAIr5RDKCMtkYyAOgycZPt1/Su8+LHwZ8afCq+jPijSpFhuJDs1GFhLBMxyR+8BPJxnDbW4PHFef7tzkAKCemehoGiZQMjByWI7f59asQLm5BAHoQOKqB9nPXjjJz/L8au2j73Jb73BHsMfr9aAP1W/YDbP7Omnjg7dQuhx/v5/rWh+3cob9ljxkScBXsDn/t/t6zv2AlYfs7WDN0bULoj6bgP6GtP9usgfsr+NM5wWsBx/1/29BPU/JbJDsASCM5I6V6t+zBeC1+OXhKVuvnyIAem5oZFA+mWH9K8oB+RsHIzkHP6EflXq/wCy1a3GofH3wJbwoDK2pxsQgzhVyWJ+iqT+FBR+oSzJ4f8ACl3e3nyAb55C33lCLz147H2/OvPPgXZXdgnid9TZBPql5FeLAB/q0e2iOzB54fzFJ9VP4Wv2hdUa28OxeHYEjNteSW9o5k5MoeRVaL6svHP94/UY+nSrpfjey0eGMJd3llNqEluJ2ZlPn72UMc5z9pzjOeCMgAZCD0afwdolqDOLVwsmM26MdvGBwucDt09T607wjeQ2f2q3jt0gSK5CCKNsgAgEHj8fyq/p9tcyRxiUgxZ2gDgj/H/69Ykunz2niHVbRJTC15aCS3IHIZSQwH03IeeuT6UAfKH7SniSTW/jTZNas8kltOltDLFgxhRuGVz3zvDdBmvnT9oS0e2+I09y45vIYrj7u3jBQj80I49q+kPiV8Eb65+Gk/im3ujJfeHtTvBfo4CBoA2N8eMfd5PPXJx2zlaf+zReftR+HB4h0LXYLC70y1SxU3luRBczBQ7ISvMePM67WxnHPUBR8aOCSVJxnjKihjhs5Jbd94cEVs+MfCur+APEuoaBr2ny2OsWUjR3EEmOD2II4KkYIIyCCCCQaxlJIKFNuOny0DLemAtMvOeevUgCvtP7Z/tf5/KvijTHKyDoM8V9j/2Uv98/99H/ABoA+UfjJuT4seOFD4K63fE+g/0iTn/PrXKK4jXcTkg9O316811/xnmEvxh8d5IER1/UCAM8D7S5rjozhD904A6tz9f1oGfV37Gfxsg8Ozy+DNZdlttQcfY5nb5Y3IOUJ9GPI98/j9e6VaFG1uG4BCySLMvZSnTIz6HOfqM9a/L/AOHXhy417XiLW8jtJbSP7Z5zthsqw2hOeXLEAAc9Tjivvv4KfFmDx58Lrhr5zHr+lWkguo1+V2Cq2Twe+0+tBLPUxpV3YxCOK4UxEcMcqQAeh7f/AFqSHS4zcedJPKzkbxCmSORgj2HNeT+IPFWpxw2F/pmsfZLHUtyoEidlQqCSvlHLJINpLKB8p3BvbpvC/jGG20OSWG0l1AxLunuUuPNmm/i3YIBxx2454A4FBJ5/+1p4cu9X8NWdnbWE09lPeQw3FxChYWkLScyPjkAYxn3qLx7PpV7Hr2n6QIn0ue1js1itwu2FTG0Tqo4CsiTsdhxtLICBgCt74m/tC6J4V01WlhvW0/VraSJpvsgkihkA2lJVLDhlKjgHofpXy38EW1r4l/EmGC41+9ubLT7W7v2ElxI/yxpv2KD90M6xg+ooKR9N6B8HdA+DFvHf6bDJP9iaN5UuX8w3ZEkQlcj/AK5yMwAAAaNT6V8j/tT6FHo/xkv2jdPLvra3n3xDAkYRLG8g7fPJG7fVjX31rV/Za7r91bzywLa2UktsI1bc5ysh3MCPlGVjUAZ689AB8j/t7eHI9J+IHhfUFiSOK+0zKAgrhUcnYcdMb/1FAI+XolVJcd93Yg19M/sDEj9pXworMSfKvCOOv+izc/59a+ZUkQHKgFmP3Rnj/Oa+lf2CpB/w014PGOCl6OB/05zf4GgbP1lr8kP2+ZN37Uvi5E3HCWQZex/0OE4/I1+t9fkR+3wf+MqvGSkABhZc55P+hQUEo8u+F/hNPHHjLTtNuJ4bKyMgku7idikccIxnJA4J+6OnLCv1R8b+K7j4Yad4M0vToba7a8uF08RM23eiWsr/ACYz/wA8hz06eua+J/gJa618PvhpY+KodVFpZapeTNEhvdsYI/cswiyAXAV8sd2FJwrYwa03xf1zxz+0P4VEUp1DTtHfNvZ24AWGNkPmYzwflYAZ9hx0APc+1LD4h6b4khaa2ilDbzG8FxEUeNgcEEHn16ZH41pC7mtIVCWoZzuyhOCMng+9N02O3kigvILY2hnQO+YgHY4/iAzgjp+NVdUuZlV5wzLbQlt8jt0AA5OOCP8APtQSec+P/Blz8Q5F0a6uZNLXWYzZrMoyyxeW7yMATjJQNzjn5fSvhT4w/s7eKPg5Mbq9iXVPD7yeXFq1opERPTa458tu2DkehNfQn7Wfx11LwrceHbTQb5rK/gZp1uEHz7PmQ5DDlWyV9wrA+3f/ALNf7ROg/GXR7zwt4ltbddZa2aU28qAw3SgYIQH2GSp5wCecE0FHJ/s5y2nhT4ceGrfUrWSIXVu8wulTCAyGR0DnIyzLIAo5zkD2qT40X11oHgzWJri8RUu9MdIbVWVmM0q3EkrsRn5QqhAAT95R0GD61f6RaaVZatHO6eRJERDGgwiIfuDaOBglTxwu3ucY8N/aVgt4fBXiHUcJPfS21nbvIygvHgkPgnPBY4I9QM80CPj7S2DyoxAPYtxgc1+6Xgh2k8F6A7Hczafbkn1PlrX4U6Y2xl7c9a/dbwRGYvBegIRgrp9upH0jWgbNuiiigk+WP+CjzMP2fbZVP39btlPHX93N/XFfl1DKJDtLfLwMD/H8DX6h/wDBSH/k3y2G7ZnXLb5j2/dzV+W/nAKAWB7AY4oKQ5sh3QkHcPu+9egfCfVZrC41CBMpJcRmIsW2hc5XPTsccjpg8enne2MnO5scMM46Y/8Ar12/wluhF4rVUK71QlC7dOoJz/wLPr6daBn2r+zDqjp4ZGnXbPHLDnzEPAG4lVwen8Oce9e93No7zQRvGWYRg+byOQx259etfOXwnu4764iaGK3iuYQgluC7bicqAD+LkDHByPXFfS0Uhe4hRht2RhhJkfMCcdPTNBLMH4wabZ6t8CvHtlqcKTRDQr+5HmKG2mKJpI3HujBCPcCvyQYZkcZyr8DGBj/69fqH8UPE8Gp+FPjd4fabMmk+F58EkAgSWbS8/iy/n+f5a4xNyduOQBj/AD1oGh7My4ILLtJI55B9zVy1mErHJXcvAwO34VnoSmTtXDg9TwOat2uBNlSW46g/X2/pQUfq1/wT8kaT9ni23dV1K5H6qf61sft2IX/ZW8bADJzYn8Pt9vmsX/gnyQf2eIMH/mJ3P/stdB+3Cgk/Zb8cBumy0PBx0vIDQR1PyIVgcoOCOoxz1r6U/YB0xbj9ozSLh14sbO7nBI+6TC0Z/wDQz+dfNhHmEjbg855A/HPavsf/AIJ5+GzY+IvFvjzUf9H0exsDpq3k5+Rp5pI3OD0yqx8nsJF9aCj3b4p6lLr/AMZ/D2lrCJIdOkbWJQhBIRBsjz1HMzRDntk8Yrk9Q8XroXxX8BXzp9vgN1LA+xiHfzoVjZh/eVH8o5PPynnFdV4K0i714+LvF8w3y6zPJbaYJgf3VvbsVVuDxlzM59Rt9q4D4kRw6L4t+HOp2NvDJavrVvaBugWKU7EIBA/heViSBgqtBJ9OW3ikwXCWlzbTRkp5qTuVZB6gH1qjqniG2kvLTVkjkaWxZ90S8FlYbfx/+tVqbyoLVleNQ8EZj2n1/D2zWPp1paa3dPp63v7wjJjRG4XcehDYyGH4Y96BHmnjSwu/GOtSeFVubzTdM1y8nurjyMAtEtrLICOeAWSLIwOR65rzz9mH9pDQPgI+s/DXx2k2lvZ6nKE1WGFmh3DCHegy6qdikEA9ecda+ifA2m2+peKNY8QxF7qxtXeytb1gUjm+75piX+6pGwt3IIHGa/Pb9s2GK1+P+vrEgTKxlyv8TbRyfXgKPw/GgaP0L+Ivwo+GX7WPhZZzeWWqTwqVs9f0adGuLU8/KSM5XOco+R1IwcEfEfj/APYE8c+BBqep/wBoWGv+HdM/fTPYb/tckYGSBAVOGwRxuYDdnJAOOW/ZG8DeOvG3xR0+98I3Mul22kyxT6hqbMRDBDuyUcA/vC4VgI/4uc4AJH2D+0t8bvDnwy+HHibQYRe3mpX8slt5I1KRpNzqACZ8koojAOzOeg45oA/NLSyHlxGpUEjAznA7c198fZ9N/wCeo/75NfAulp+/TpgnHGPXNfan2p/+mn6UDPkP4ukN8V/Gqt1GuXozjqftEn/165jyUaNSSvHpg4rpPjJx8W/GwXBUa7fdO3+kSfj3/SuViCpEcYK/eGOcUDOg8F67/wAI34s0+/cO8EMqmSFDhnUEEqD/AAn0PY4PUV9Lv4c8feHPF+l+JvD1rFPLrSrqbI90PsqRupjME4KoGJA+8AOXI5OGr5QtwBKWwSAQenY/z7V9/wDwk1qHW/g94e1S+Ypa22lSo0zA4LRyugHHUZEmD6igTOF+EngPxBJ8R9Y1HV7IeHSirG+nxyvcoGIZPMZmkJYjlcq/dgO4Psz6LqHgqJ9RvvPljDkxamkZcpGN2AyoN+zqxDBtgyRI5O0w+FNQuU8easuoHZG8g0+WOQdWVQHB44xIJPmA45xXq2oazDo2mzKoOMhImfDhwWwWwevf8ePqCPk/4+apYeIvhffmxQLI75eWI/KjA72RgP4NytzyFbOeMNXG/sReH5LjxD4m1wgeVa2cGnsW45uZ0XgjttjYH03Vyn7QXiz7H4616w0gG00+5KPPHGrRj7QBmZ0AAxuxggfKSCcd69n/AGVtBOnfB65NsJptS1i4lulaFcOixOipzkY2vEHzx/rB60DPoHWtU8PyWkWp2SxSait8JJo7fa010w8yQQ7lyWOAFwTxx7Z+Zv24dPvdbXw5qsZWe10XTwbqWPlVE07RwvkcFW8kAEHnI6A5r6C8FeFNGkuFvLiOOTVy7TXV3HbvZqZHIkY+VuO07ZccnII7cAR6r4S0bW5dT0a7thdRXdoizWDF332UchCuF/6ZvMvAOSdxX5sUCPy+2ZB5G0HIyASBg8foa+jv2EZSn7UHghVJUOL1SCOo+wznk/UD8q8l+MHgH/hXXxC1LRI1b7CCJ7Rn+80LZ2gk8kqdyk9ypr1z9hf/AJOf8DcfxXpyFxg/YLigpn60V+Q3/BQEmD9qrxYwG3clk2c4z/ocIz+nb0r9ea/Iv/goNh/2pfFCk5HkWWR0/wCXWL/GglHi+kfEPWtL8NzaFFc79LeQym2kXcFcgAlT1XOADjGcfjX1X+y78C9RSKy8dX8sz3N4vmFUbBVGBAHA5JABPpkDHBr5N8EeG/8AhLPGGh6KuYm1S+gsw4IXb5sipkdv4hX6/aP4dsPD/h+206yRIrC0TyoY+mAOPfigbMqa6a2ZUWco7LvLvyAMfeK/l+FK8kWtCaFApQtglPuggfe/z6U3UfIs7PUL15VW2iPzMzAhQOAOuB16d/SsfXZZdK8C63rl4z6fHBaS3EVtGSrkCMtufuBnoowfp0oJPzX/AGkPFEni34w+JrkSebbW9y1nbYHyxxRHYFGOg+Un8a5PwF4xuvAnirSNes2AubCdJwME5UH5l+jKSD7elc/eXTTTySysZZHJLHqSTyf61e0WxbUtVsrVeXuZUgXBxyzAf1oND9N7uB9ZuDBPLPaPHtMklvGpDrwNvzAjBPt/CPcV4z+1vZ2GmeDtZsLEJFbW32bETjJjLOu0gkZJI8368177pyy2+pxQ/wDHxaFfL/eYP3QMNwAQcAj8fQZrwz9tVYF+Ht4WQW98+rIUjZARNbt8yYPqDu4Pv6jIQj4ssMPjaMMR8wxxnPSv3c8KEnwto5PX7HDn/vgV+EGnN3Hr27dv6V+7/hX/AJFfR+Mf6HDx/wAAFA2atFFFBJ8q/wDBSXH/AAztDxn/AIndtj/v3LX5WeY0ku92xgAcdMDA/Kv1T/4KSqG/Z1jzjjWbY8/9c5a/KkW5aPOFPrkgHHP+c0FImeXICyKijbtGODzyc4/n7Vf0m/On6zBcx8IX+YEHGDweB+JxjtWVKWknZiqjJLMRx169P5U9M/IxwSg4KnB9c0FH6BfDBA/gdNVtebe3e3uZEl4zF5mGcegXlvTgHvx9FpMltPp1wjgfabcosQOeQFYEd+jNmvmf4F3OrXHgKIw2S6nYi0Mckdm4M/l7Qpwh+8QOdvsMAnAr3vwv4hsNS0C0kjuxdQQoEEyEkDKgcjnuCPXqKCGcT8a7Ow8J3mp6i8SyWPjaybw7qp83Yy4ik2yRdvM8sSLk5A2R8HmviDx9+ztrWg6rGPDbt4n0m5Zfs8sarHcAt0jkhLEhh3I3KeOc5UfXn7TPhjVPFnwu8TaxBc3EVtoEUN/axSAfPMHAkbHceVLIMf418x/DT9q7WPBMri/0jTNYtnQR7ZUMcikHO4EHGQOhABBAweuQaPIfEPhPXvBdwlprunXOnOS4VJlyAwOGxzjIIGec1mWhYz4Awvcnnkeld/8AFT4mWvxRuP7Su9K2660cMdxq0lyZJJxEpRQUARFyNoLEMcRrz1J4KzyJsDjGOQc5P+c0DP1Y/wCCem7/AIZ4iLEc6pc4x2+5XSftw7v+GXPG20ZOLLj/ALfYK53/AIJ7jH7PEAz01O549PuV0/7a6JJ+zB44En3RFbH8rqEj+VBPU/Jzw14euPE3iLTtGtcfbL+8hs4FJJBaRwijH1YV9/fEWymtYtH+FvhZ7PSPAekadDeX1+5LsyC5aEyPheZJJdzDGd21mB4IPwt8M/HT/DrxzpXiRbKO/l02RpoYJJNimUKwjckA8K5V8DrtxkZzXSeLv2gPFfjLwlpWgXl3Clnp8flxNZwi3kaMYKxuY8BgpBK7gSNzHJJoGfdvwT8aWvjn4JaRqtvFve1mmtLhI+fK8uViqcY4MTxnC+tc54/8Im4PhtFcrbS+ILS1QcEL5lwrggEZGTnp0AUZ6Z8N/Yh+MOleDde1jwl4pvUsdC1+ICK5mk2pBchSoy3RQ6tgse6p0Ga9j8YfGHRPEnxP+G/hTwz4jXUZo/FlnLex2abkKxuVyZcYbooG1iNo5zxQLqfTGvacGW48vkvkHB6eteD63rGr6Z8VvDelaRcpYTy3UYnlxu+9hDuTcoYr5h4PBJ6A4r6N1FPMLDnJOCDxxXx5rniCG8/aT8OG2dvKfWrS15ixhUkRmHXn5tvPGORznFAI+jvhv4Qvvhd8OrbQ9Y1WLVXtp57o3cKGIMssjSkYJJyHdsc84H0r89/jB4avvjL+0U0NhIFj1O7itBdOuVhTzTCJGVeSoC5z+ZGa/Rv4q6kmkeBdavpMK0VuzLuYgZHTpz19OtfEXwcfS9G8YtrV4s91f2ojS0toYYZJri5O6Q7XlR0iSJN0jyEArlfnADEAI9L+I/xX0D9j74X2ngXwLYyX+pnJl1OWAojzsDummbGGdsfLGCfkC8gBd3wFrviC98S6pd6lqN097f3crSzTyHc8kjHJLH3/AMK/TT4x6lceMPhu2lXeh6ZrNvfWa376dc6o6yFlLyIkJFv87lYnPy7DjhC24Gvzl8eeAL/4d6vFZXoDpdW0dzbTq+5HjbOSGwOjKykEAggggEUDRjWCEzqwO/nnkk5/yK+ytknqfz/+vXxnpM22UbVYHI5z/Md+M/nX1J+//wCf6T/v6aBnz18Y43tvi747hZW3DXr9GXPIIuZB0/D/AD35FAxjePacZBBC857Cu4+PcW34+fEfA6eJtU69/wDTJa4oHySrg7GJO9gOf580AFuSzKCAQT34/X8K/R34C6FYxfDzw2+pWEiafY6fa/ZI5xgTP5TXLzFAxDDzpGZCwBBORyAa/OIMEmAwSRyTnGTX2p+zbr19oHwYubmK5u9W89pLZrFwJBbsC6xLDk7uSEGxQwO4n5cE0Az2/wAPaWLzxTrU7k+R9sllJznDSMSc9+Nzceg960/iBrVr4d8LXD3MURttvzySOEVH4BbJI25z1PXoffA+GOtWV5/adm13G0i3Cec5lII3QI4wvXkP3xyfUVyvxx8S3fiDQdQ8P2en2dukhEV1f3UxbYh5JjQAANg5BY8Z+6etBJ8O/EzULDUfF99PYeaITgGWYhjI3V2z0IySBjqFHXk19j6csnhj4P3elaaJJdbg8MMsqWhIlIaS3QsuOjEKxBGD8oP0+SPG0eiaf400tLeyF1otiYo7gxvj7WA5aUK2c9yufbOeRX3V8DDZa1osGr2ce6xuri5Nm0wCyC2eZii7fmCgKFXbkgBD2xQNnZgyTBWeJIReRM0jRI0Y3MThgDnbwehJwBwSKqTqdG8a+EdQlmRWvDdxylMgFJGiWNPfaTbnrkhXYDAIGnbvHHLNYtIpiN35cG9iWIDL8p+m+MfiPXAwfFAtLlxbX80VnFaWtyvnXc4hQqHjXcXJGAONxByBtORkZCT5v/ba8Jw3Wg+D/GVkq+U6/Y5nTsSpdM+vC9+7e9cl+wmc/tPeBwW5DXvHr/oFx/8AWr3D41afceJ/gb4tdNTTXLKVTqsN2kIjFqolSeGE44LiEShuMgYJGWNeH/sKsW/ah8C5bdzejgYyPsFxQV0P1rr8kf8AgobbNbftQ6/KF/11pZyDeMDi3Rf/AGX/ADiv1ur8lP8AgoWqr+1Brp3AsbW0Y4xwPs6YU+/BP/AgKBLc8S+F2rRaH8R/C2pzNtisdXtLpyOThJlYnn2Br9hbu3BtXxG7CQ/LngAcnAA9eK/Fu1QO2eAGOCd2P/rV+xvw48TJ4w+GnhjWo3LHUNPguH2nO1yilxn1Dbh+FA2cNeXWrSeP7awXSLu7srK6iv5WKReQqupVXJZwxKlXYAK3zLGcrjJqfHezudU+GvimBHZXns5yu1sbiU9MHnjn1xXpdlIJdcvIXZfPkthIq4AICvj8R8/6/hXP+MdMS/0O9jYbcxsGjUAg5U5/woJPx3YMH3jbg9O1dh8H7B9S+KXhK3KM6tqtqSo+bIEqsePoK+rPFn7AFhrVhaXvhDXWtpLm1SYWtyVmGSNx6EEDJxn5u9cn8Jv2VfF/gL4rWGoeIIbb7Hp7SSrNb3AcSPtIACkBuCQckAemaC7n1tbfaoUHnW5YMxjUFSBg4GO/+favn/8AblmeTwXpQaVQqXGFQcAhsY6egB6/3jX0DHbyxrFDuZsgh9oHXgcEk46//Xx1+ef2zIvtXgnTIQSZZL2EKhIGD5bt1bHHzcnOB+dBKPjeyB5z06jHav3e8LAjwzpGev2OHP8A3wK/COyjEiso4weW54H0r93/AA4wfw9pbDobWIj/AL4FA2aNFFFBJ8tf8FH4fN/ZxY/3NXtW/SQf1r8qFYxxsD8wOTweCf4TyPw45IyOK/WH/gohEZf2crlVUsf7UtflXqeW6V+UETFYk2FsNhX4Bz649OCPegpDJP3zMG+ds4yTke39KdGuwpnGPT1PPH8qagbeuQcEsFwe+PX2P8qtWkTyTwqoJ3MF6A46Z/Q0FH3x+yfc39gljbHbHa+UCSYwCSe2f4ud2T7V7J8QZj4R8a6HdWGyyhvY55byR7fzI7jbLbJjA6MqSyPnuVXOQCK5D9mTw59isY5ZJQ8jQhgF/h5/LkDt3zXVfF7UUuPGenaUjBHs9P8AtDMvBHnSMMcdD/owP4+9BAz4v3i6T+zn8R2kxMH0m4hMjtne0o8vdnvkuDX5SkuRkqSDwTycf56/hX6S/tb6leaR+y5qq29vOxv5rO1maNNwhjWUOWYj7q5jVcnu4HcV+bTbig3NkZP8XNA0ESttIXjA6EdferlqfPlAI24PAP8AU1VRd4dh90scH6Vo2cO1zuw5OMn3x6/56UDP1N/4J6Aj9ntQQBjVrnGPoldT+2wSP2YPHGBn93ajg4/5e4a5T/gnlx+z8Rt241e4H/jkddZ+2su/9mHxwP8Apjbf+lUNBPU/IJl5xtyd2c+uc4FSKWO4YK4HUg8HHpTlQhTkgsx74JpY7dmAGF5B+6Dx/n+tIoIw6kkE7cHoO/pXqP7NE/l/HnwE0uSv9t2q5HByZVVe3qRnj8uteYRKeFLEEHC49M+/1rsvg5qZ0T4o+DdQfiOz1qznbPTak6Mf0BpgfsFrkixRTM4wsalz0JwBzivgrw/LZ6p+0n4eaFmj2a0lxKD8oJMwKEAgn+HkHB+b0zX3R41vFs9MuppB0RjgdwATg1+dPwZuG1b9oTT7yR1WCHVLWNXb5QpLqMEkc8nGOTlqCUfXX7VXigaT4Ogsmkltzczou6Fcs2TnaAOexzjt+Irw74R6x5GjvptlaxxX3iBgGvMnzLe0Xy5ZmDfwNLJNDEsn8OMn/Viuh/bSvLm/8R6forlrO3liIjlAXcxZgrMO20AkYOD8x9DSfs7/AA61ay0EXkUkMtzJexWyy3UmZYYfKjumjQ52lTn5lIz8oGeuQOhqfFW6W08TeE7W2uGSW00jWb6azhyoG2RbeJj/ABDJDhR/DgKMAYr51/bT1Bb3xrJY+dNePpl25icodscFzFHOsYJJ6N5rADhVkC5O2vXb7WLSC71rXNUlazkurN7KN78KS1utxE443HJ8uCRzHnImkxj94mfnP9oD4vWXxR1159Psfslkgt7aNpDuleGCMxRmQ9N7AljjOPlGWxQNHk2nKUlQH5j3HTvX1J/ZkX925/z+NfL2moxlD4BdzyOmCf8AIr6L/tW//wCeif8Afwf40DPJfjyUT47/ABK3ck+JdUU89AbyXt9M1wDyK7M20FhjO48n/OBXc/H52i+O3xIZXdXHifUzuUdMXkpFcEyLFjf94HnIBBxwe/8A+ugCdVAMhHcjGD/T9K+2P2MNWtLH4dzaleRtLJpevOkTxxvKyCW2H8KAnGU6kY/ECviBZdxJG7I5IHOf8+1fW/7Hd7HY+CvEd1I0Srb38bM0kIcxobeViQ/VQRHtOevy+nIDOw+K3wx1BvGU/jLRJpY76aOOS70qHIkuFEYLFOgLpg5Qj5grsMbTntfB2pLJZ2N2ZI7i0nJBDReYWzjP4jI4x0PvXQa/cC/v4oo9RWDWdUgS+sjbcfZpIsPCpAyQSHlU55Jdu2AOTtnFlPPPHCttDO+++09elpPn5mXp+7LHcDwV3dhgsEnzz+0t4d0vQbYCIILh75WgUY3BWiYygkfw7gnXnp2FewfsoawbrwPplskzskJljkjU/dAYkDB7EMD6cZ964n9qlIrrwhG5gbzbd0IdQAqZbB5/oQOv58B+zb8Qf+EY1uTTbmQiK6ctGzdEJUqfrnj8qB9D7Wtrm1aWWC7VpZopBqKSlCyBgm0MCeFPyHGDngelc38SVvftWpDU7eJ5FCGO0jUkW7GNGw7knc2SuSAo+Udakm12WziiuYzcS29wiQzLawCRyF3OMMTiMYaQbm6ELjk7W8/8W6omiWA0u3bzJbucMkSbtsIZuI03ZbYi4VQeijFAj0HxeIrX9nHxNHsDxnR7qRxIQpJezkU/XksfcivmD9hhh/w1D4FAXaN1916/8eFxXov7UnxWl8P/AA5h8DwWW2S8eaOe+84h4gk+RGqAcgxkAtn+JhjjNec/sMyb/wBqTwL1+/fdT/04XNA+h+tVfkf/AMFBCD+1H4ozniCy6nj/AI9Y/wDGv1wr8jv+Cg7uf2pPEo3NhbeyAwOB/o0fFAkfOtu6qgAULxx7HPev0u/Yb8ZDxB8CINKL759Gup7Vk3fNsdvOU47D5yo/3T6V+ZiuRJknODjI49f/AK39K+tP2C/GEmieJPE8MkjGye2hmkjAyBiTywfr+8H5UFM+jvE3juTwb+0F4Ls5GJsNasb6xIPQyHY0Zz/vIo/4FXpupIG052kAcvCeGHTOTz79RXy/+074kH/C6PhFfROy2ttq8SsMjJxNAz4x2KOgr6Z8b38eneBdSvS2fIjkYA8c4yAf5YPr3oJPzM8M/GPxD4G1641HQtUltwLhnNtKcwSgvgfJ0xgAZ4PQDtX3f8E/jrY/GrwQb6WCG01e1KRXlvE4YliMLJ2IB2ADP909cDP5fJIYWJI5KggknkZ7fiD+XtXvH7H2vS23xM1G1RiiXenS5UscFhJEVJ+nzc+5oG0foG9pFfbpJpwiY42KGyByR+OCBjPUV8rfttNbQeFdOKxvNG16rbnyvPlOFYD0Bxx36fT6FstWmumiEgLttbaACDx149P8Pxr53/bYWQ+CLBJWYsl8hVWxhcq//wBegSPkXSAANu9uSclT9O34df8AI/c7wTM1x4M0CVyCz6fbsSvTJjU1+Fumq2AVbJBORnIr90/BkAtfB+hQqSwjsIEBPU4jUUDZs0UUUEnzD/wUWyP2cpiDtxqtqS3p9+vynTYYEIBEik5cnhhx2/P/ACK/V3/gohEX/Zq1FllWJk1G0I3EDdlypAyfRieM8A9skfk+GwNucMCdwB/z7YoKQJgMkm1duflJ4Az+mKnsm+z3EbA424dQD0P5cc/55qGQsD9/BwMAHtU9pFJeXEcKjM0jhUVB1LEAAY9z+tAz9X/gDaC50Jrvaq5ihG4Nkn92M5/PPvntXnuiXc3jf4yeN75wzQ/2s2nwfMCnl2oMBKj3KMT7sa639nLWrfQPhlqt7qVxug0OJpryUtuULHEHkw2T02sMdeK8w/ZTv5b67sb3UcNPqzS3UkqAkLLIzSMSMZyd2c9M596CT6V1Pw1YeKPDGq+FrpDPZ3mnyW1wrHPEiY79GAII7jINfjeAJFjJQfdyc9ga/Wzw5rNzaeDPEXiWV3OYrnVU2thhGN0qL9AoVfoPavyeaZpS8kzFpmyXdup/T6/nQNENtIvmByue44POfpj/ACKtWjiMoqjBJwcfrxUDrsY4IDbiMD+tSwArIFwFZgCM8DH+eaQz9SP+CeLbvgBJxjGsXH/oEVdt+2M4j/Zq8csegtovx/0iL8x7VxH/AATvjKfACUnB3axcHj/ciH9K7v8Aa/x/wzZ47DDINmg/8jR0yep+QMzRO7bY2ReoUnIX6Z5/OkJR5H8uN1TcWRC25lB6DOBnj29eKgyyOSQCQeBjGP0+lBf9yVwAe7jk5+vX1/IUFEymMjYcK4xyO2B9eua9s/ZK+GFx8U/jRoMCRs2maVPHql9M3KrFC6sFPu7hU+jE44NeHQfOMkg56H061+k3/BP/AMG2/hj4GXOvugS+8QX8rtKBlvJgYxIn0DiZv+B0CZ6p8fvGtt4W8Gao+YmuXtpMCYFkSPaQ7tgjouencj1r4g+BsOham93qtpDfWcv2uORftE8chedWDhk2IpAyvTnA79x2v7aXjO4/s6W3t5P3Wp3nlLKpJD26KGOD7sI244wV6c56X4E/D2O40vQrKHSprOOC3hu7iSQHMjY5ckjHzDblRnBzjgUAc58UvBOo+IPjzHpcbLqOoRoxREDAyHy32L8xIHfkkcqScYNfSXhXwNe6jpGveGNZiZPIvImBjAEThYbaRB8vWMlCjDIJXg9a838Bat9q/aVur4hpba1iCyuUJCvK3yDJ7k3SjPHAPAr2vVZop9Q8SWcqSXMN3dpZypHOYSzC0hdEDqQVDbnBI+nPSgR86N4c8J/Eb4ma54kSD7BptiYY7Q3E5khnu3nbZMBISBExS5OxVC+WgcjDYHjn7d+p+FbzxloVj4a0/T7QaXayWs9zYMjNdAbAnmFRnK4cZYk8k9Dz9d3fhDTLH4ceJ9T1GytBqeixuZ0iA+yxTPZR8ImAAsUE6wISAQinIBZq/Lzxf4hn8VeKtU1SVk8y7nefK/Kq5JxgdgBgYoGipZOVlkYsoBxwOoGQa9l+2ex/OvEbL5ZdpcMoAGMcjoensePevVP7WT++fyoGcz8eHL/Hb4jyISjf8JNqbemP9Ml/Xj9K4Jmkmd25HGea7b41tO3xn8fMXPnf29qOWzzk3UmcfrXFCNw7RliOxCjqM0AOEmyQZTgYySef/wBVe3fs+eMtSto9f8G2GnSXh1+3kB8mRBKSqEjaHwrYG7gFST3HfxJ4mRC3mEgYxg+3FdJ8PvGl98PfGGjeI9PMT3emyiVIpeY2HdWxg4OSDyD+NAH3F4c1W08aeBZtX06e0a60JxcmVB+8R95bGTgpiIhCDxkc8qKv6tfHWraPVlVra/iwZFTAO7BwDjoR29jg/KPkxvhppGl3942s6RFEkeu+HrOSa2ZQwWZo5IpxwPlO2OInjk9cFs1o28CQxQNqHnWs8f8AotxE+C0coGUyVB3GRQGGDw7f7aAAjxb4v6tp/iqFdGmjuRfO+3y7eMMyjIAZSOMEjvjr2xivm3TZbmx1MNa7pJ43+UxksGI7juQf1r6a+I1+rxXflF/MVeI4o1SVucfdYgjk4xxnnviu9/Z78OeDYvA0N5ImkprF9PczymSKM3CIJm2xsxyV4AO0Y4YemSAWPh94Z8bXnhCGe5+wxvcIP9EuZXMiZHQFEZfz696i8K/D3UW8eR3Gvywy3TSfZ7eyt3LSKjYBmYMo/hDqOw+bPavY1itLWaBWuFkjmYiKOJ2RCp6DjrjGK5nUbyLwj8YfDztPLHp1zbSFYN5cvMu4bQpPLFdgAHJOBQI+Kv2gtW1zVvHF3/aUbC2sbq6somAwHMcz7+h5wWIB9MV3P7CzZ/af8C5Ubib7nHb7Dcd/w/zmqv7SyPc6P4f1SexFhPdXd9PJCjZAaSQnBPf7v+SKl/YSGf2nvAp7A33f/pwuKB9D9ba/JD/goQR/w0/4lXjJhsicjt9lj/Ov1vr8lf8Agoeu/wDad1srk7LSzz2APkJ3+lAkfMxAw549v0z/AD619cf8E8tPi1H4h+JIZ0E6/wBj42OoKsDNH2P4du9fJO/7zscKD91SfTrX0h+wr4sTwz8dLS0kl2xazZTae288FjtkX6ndEFHu3vQUz0j9uHwbfaZdeGvEOmHy/sFybWNIeBGzEyBjj0MfX3HpXsviLRvE12Xsb24totIbbdStDKQVZMEoqnsSMgZOAcc4ycX9uG5ig+DurjaRcNc2jxvj7jCRct7HGR+NXfiD8YbOy+EMfiZiPOn05JNhwNrugYAD6lVGP8cBJ+aV5Zm0vbyFQGEUzRElhzgkZx/wHH/669p/ZJDSfFBmDALFpsuGIx1kjHb6mvEJJGluLmSR90jHe+OnJr3/APY+ty/i/VnRc4sgm9fQuMjp3xQUz7LtCLVPtDBJVTG8AHHPYYz3P0/r4H+2teLP4J0/yx851BAQ3Ufu5D6d8Zr6Hi0cJplvdBlQNIrBGO7J7g++RXzT+2jKv/CK6OkMexG1FfY8Ryc5x70Eo+VtMKoQCMvk5ye3H+fwr91vByyJ4R0NZsGUWMAfHTPlrmvwr0lR8rMuUU454+nP1ycV+6HgV5H8EeHmmOZTp1uXOQfm8pc8igbNyiiigk+Zf+CiRUfs06iGQsTqNoFI/hO88/lkfjX5QodxZ+n8WAMY5r9Xv+CiQz+zVf8AGT/aNpx/wM1+UC703g4bzCTgHOev5UFIQv8AKQQCrdSOh78CvS/gh4Lg8S6+tzOGP2aRdkaDrggls9eP8a8xAYN84IAGMf1r6/8A2IvDFvr98lvcKSoY3Fy8mAixDDcn0OPve9Azsv2ko7n4XfDvw54F0iZre88b3DS38cagOlsrpshz7s/J9IyvTOfYvgr4atPDmk38scSRWcdnujOcYyDnn32ivjX4rfGy6+L/AO0ZZ69AFGn2l4ljpcYUsFtkkO1sH+JtzOfTdjsK+y7vW5dF+F0Mdsqtc6tfpZJuXPygkyMF75WF/wDvoUEln4tX0HhL4D+NUVltUbRLuzhIBZYy0LpGDgYUnKqM/wATKO9flpIP3jKcHd/dHJ5Nfo3+2HNcQfs23yW6CFZLu0huVBwHj3hht7n51T3+U54FfnGARcFSxDZ7dvSgaHZMjbg+WB7Y6D/PapISpYfdLH5veooiVlyMsOBjB/H6d6sCPEuQpPPC+3/1v60DP1K/4J6qF/Z7TBBJ1W4zj/djruP2vgD+zb46J/hs0bn1EyH+lcH/AME8CT+z83XjV7jk/wC5FXfftdEr+zd48IGSLEds/wDLRKCep+OzuspBOFAbt/n2pjgsSp+Xad3071YkjHyMVwOmQOp4qF1DcAko3Q9MH/J/Sgoli2+ceQcHt1/zzX6p/DbT7jwP+zJ4JsLSIpcyaRBM6oQpVpx50mDnrmR/51+XvhfwzfeKvEWlaJpkW/UNRuYrS1UngySOFXPtkjmv0s/ah8cyfB74a2sWmp5otLdbS2kbP7t1URRHj0G5/wDtnjBzwCZ84fEb9o+20TxhqGiJ4TsfEH9kObCK7uGBkEikiTZlDtUyADA+8EGeo2/ZjWQ8FfDe6urhUt51tTLMUG0RMwxwOMBSfbpX5WfD+xm1vx34etSnnNdalbxMMEklpVHP4mv0p/az8RPo3w6k0u2G++1Ym3hTbuDjhWGMH++D9AeRQI5r9nbw9qc+j3HibUUEEXiHUc2kTffSEF25PXqiYPPEee4NetaDLYeJfF/i2CJ0mht3t4JfKfIFwpdi4YfxrhFOOjQ46rxFqelweGNP8I+HLCZrSO0UW8NxGqFogsJiDqrhl3ZdRyCPm6HBrOl0c2RuPD2hXbaVLcWtpaG7VS0yIXumklVsj98QxPmNn5m3EN0IB5z8RvGMWn/Br4sXl0ZZV8QX18badflhxEv2MJuJG47bDPy55kXj5s1+Zp3LI3ytggLjHB4J/wDr194/tkvp1j+z74Xh0OA2ukHUGtYIU+5HG++fkn5mLBYiD/10ySTXwdtKhtvccAH+tA0T6eCsoYFeTgZGTivVPssPp/46P8K8psztkQDnvwc85r1j7A3/AD1b8zQM4/40Bf8AhcHjpc7lbXdQZWz1BuZCCf8ACuNQlQGdRnuGrv8A4zWzv8YfHEpVW/4n9+Su0Af8fMnt0/wrkfsRZ8jC4+Xkf59KAKE+1mZy4Kn3PSn2Vs91PFFBzNK21F6Ficf4/wA6ufYsFSQCVwCT3z+n/wCqu0+FXgh9f1wXzzQwWmnyxyT5BMjKdx+RR16c9Oo/AA9M8ER+MfhpounTJPb3Npa7rr7Ocn5ZADJbgAjhiEbnBVkBGD19V0/x/o3jTQ767sZpbG9aaW6ubXW2H3yEHk4Y8xnsR02qQSwrtrBPDesW7RwX0kZiTaD5MgEZYdQF3ZGN3Uf1zT1bw1bzxo9hfwyRv9zzWcLxju6jPPPQY/KgR5Frevv4ojQ6WLtHAQPHfIVWMkkfI78OM7ehGASSSOu78Jfh/qWl+G7s65awzzapdnUYNuyYhCoG84BwX+XjB+6OmcV6BZ+Bba5uyN2iyB+DAvkS78kdRkZ4HXr68mug06x1awhiik0+GaKLCxpbwjCxe2BxwABjOB64oA4htMt7K+EU+hr9njkZVkk08AY9SwU/z5z26Vn/ABOttK0Hxlper2Mi6PdDT0js7wLkQSl5CWVT95hlCeORtB44r0qW633EULwspnckkgpjGccE5Pt/LjNeLftGLMviHQrUaXPFNFBKEknidEKkrkhnUISMLnBfG7pkDIBxf7Q2tQeL/hdo99aEyWNvqUqxySoFkaPc+zcueCQ/PbOelUv2FE/4yf8AA/AGDen6/wCg3H+Nc14xu73VNHXQBc2729sTcMtspZnmUbTl26oAgPAHPbgGuv8A2Gbcp+034KbO7/j9yf8AtynoA/V+vyP/AOCgGf8AhqTxVggHyLLAbp/x6xV+uFfk/wDt/WQn/aZ8SOpKnyLINx1P2aPp+H9aBI+YNu5iyseOvPf0rf8ACfiGfwr4k03WbMOLvTriO5icHoyOCueDkZGPxqkbEly2ck8cj+eRitrwr4F1bxjetbaXbCa4Rd5G4KFGfegs+4f2rLlfHH7Pj6zpu6S1mgt7kyBuDH5iPlsdOCD6dq8R/aB+16D8BvANiswWK9trcPhslwkX8gwXj+eOPWvhbFcWnwH1DwZ4ztJWWON7UGMrKsUbklBkE/MNxAA4AAJ9a57456I3xW+D3hO20iwl/tKyu0hgUqRvTy2EnX/gBzjjGe9BJ8PNGdrDHJOTz/TNfTX7HemosviK9kjYljBCjZIxjeWOO/BHFcfJ+yz40ttpkjsIUCgkvckYB6fw8V75+z38LbrwNokltftC97NctMfKclcEKoGTjPQGgbPf0m/4klrDGGMqSZLCLJHbk/jXzL+2ZAV8M6eo3LjUFkZQM4zG/wDnFfSFu8dlp7K5RZC5Q5Y54OMYzXgv7VtrJq3g27m8rebeaOQEDPG7aen+8f19KCUfHOmR7iG4yBnbnGckDj8TX7neAHMngPw2xOS2m2xJ/wC2S1+IOlWW11PC46E/5+lft78Pcf8ACA+GsDA/sy2wPT90tAM6CiiigR81/wDBQrb/AMMz6tlWLfbrTaynGw+aOfyyPxr8mSu524AycDH/AOuv1p/4KCw+d+zTq46gX1ocH/rqP8a/KIaexyBktwoBX39vyoKRSQeYwCD5u5JAzX1Ho13P8I/2SLzXNPIGseMb5tDW4j+9DZIrGYg+rFSh9m65xjyT4SfDweLvEYt3sbjUlgAeSKzlVXRAcM5BBJAyp4HH419F/Gb4UeJfihYeD7O0ttTttM0fTDCNPWz8wxzGaQEszMgZvKFuC3+z7HAM+SvCa3cviK0NuGklRy428kYBOTjnp/Kv0Fvb2TWfit8NvC0N9u0/R9GivryXyyjXEko2lSp77VTrj77dTwfli0/ZP+JMV0xsNCu7i4B6MUiIGC2SS+OgHAbqcHrz9T+BPBvjfU49OuvGOgR+H/FGk2zWB8QWV5Abm7jaNvKL/MysylQuSpILq2eoIJlX9uoSXXwE024CmNU8RwlgP7vkXIXp7bOvcnpivz0kixIp3HLHDHuOK/Sn43+E9R+JHw0l8Gw6MmnIY4mtrp79HWOSJsq8meSGTzAT1+ctzjFfAfjn4ba78N9dfSdcsjaXaqrqUfzElQgHcjLwRz+HfmgEcknLE7vunnP8v8/4VdiVXdQNpH1qGOwZskDoARn/AD71dtoH3hTkhvw7/wCRSGfp9/wTzI/4Z+ZQcldXuAfrsj/xFd9+1uM/s3+PRjP/ABL+g/31rz7/AIJ4hV+A92o4Ya1PuXup8qHr6cYP416P+1Wgk/Z28eg8f8S1iPqGUimT1PxzHIZM/N2yRzTURY2Bb5lX5m9hjOatLaOdx5JznJ+vSvsj/gnL4U0LV9X8a3mq6PaajqlhHZNZTXcIlMCsZw5QHoTtQZAz78nIUeqfsrfskaf8KLPTfFviJRfeNLmATW9qw/daWHQcf7UoBILdF5Cjjcfm39r/AOLWofEPxvdaHZyPJodjP8kccgeOWRcqHOO+GPBzgs3tX6Favotzqdrcx/2hc2jyhVEttIEeJO4BIIOcHk5IzgYxk5Hg34O+D/B7LLpXhTSluTlmvZ4xcXTNnLEyyBnznnrj6UE3Pzy/ZO+Gmr618cfBd22kXL6da3v217yaE+QqxK0gbfjGdyKBz94ivuv46/C2fxn4i8E+IBfrHZaLqkEt7Yv0mg8wBmU9iueQeCuTngA+p6ksk8Etu6+arAKERtuM4HX8etcZeJfRWLWtos3nBikNzMTM8ROcMrE/Pj+6ew54PIFx3ii2k1LxTpcoKppsDebPMxwEK/PknsPlwelZty11aeMrjVrcvdRbf7OiATaDKsLzHBP3sYA3LxliOqnDLwat4f1WaV/MuTdZkQ6fAf3CxlcrtzksQ4AySGxxgkll1zx3HpFjdvMz3LtljFtYGU5wDuaLgEAjngYxQI+Qf2yBd6R8O/AOnLqt3NpskcYjsJIESAtFaxgSI4Xc5UT7SWbOXOBgV8hsqo4LNuYdD619SftL/FLUviH4eOk3Xh7SrHTdMm32c6vK9zHhY0IVtwTBRIwRsAOCQSTz8u/ZiA2Xxk9j1FBaH2YHncdBnH869E/tmH+9N+a153p8TiQ+ucjmrH9oSf3P0pAfa3j79j2PxB498S6p/wAJV5BvtUurox/2du2GSZ2xnzRnGcZxWEP2J4wCf+EvOeg/4ln/ANuoopk3G/8ADEyAk/8ACY9j/wAwsf8Ax6ul+Hf7H0Wha88zeJ1u43hZGifTcAjIbr5v+yKKKAuerp+zba2sDSJrcjS7R8z23t7OD+vf6Vdl/ZxsjaQgaxMEfDFDGxHvjMnBNFFAXJYP2d4rCRhbeIbhG4GWtlYAcnjnP61RuPgNcafK1xF4kBJ+VlfT1YMM/wC/6k9OnbFFFAiey+C9w9zYf8VHNFHHdJMywQupchwSDmUjBJ9K4Hx5+zJqXieeNrvx5eS2wiISGa1MhXk55MvOQFB4520UUDucjc/sakQIq+MSNynJOmAk5Jzz5tdl+zj+y+vw4+MXh/X18Sfb/sZuP9H+weXv328qfe8w4xuz0PSiigLn23XxZ+07+zKnxM+Luo68fEP9nme3gjMH2Hzdu1AM7vMXrj0oooEeVH9iJBIf+Kxzjg50vOcH/rtXR+Bv2UJ/B9/JLaeMA4mCpIraZ95d3Iz5uRmiigdz0HUf2c72PTIlg8XPAEl38WJO5eCQcy4OTjn2PGcERxfBzV4LX7NF4s8uKPiMCxPyqedvMvI/rRRQFx8fwN1W4VUfxgziTlt+ng45A4/ecdR+VWbX4RatZ7Jl8Vnch3BRYAKcdiPM5FFFAXLx+HOqQ3IkbWbG4ZyGbztPlIJIHOBcAZ5PPvWZq/wt1fU9KuNPudd017O4UxSxjRR84I7/AL7k+5oooEeNR/sVwowx4sPyk/8AMN7Z4/5a1+iPhPT/AOyfC2jWPmeb9ms4YfMxjdtQDOO3SiigDVooooA8l/ai8AD4m/CO90E339nCa5gk8/yfNxtcHG3cvX618XQ/sSxq6P8A8JhyCD/yC+vP/XaiigD2f4WfszWXhK0uLiLVo5NTkmb/AImEdl5UoQqgMeRJnbwTjPeuzf4QzXESq+usVwoybbLdu5c0UUAMHwcuIwVXxDKocgnFueo6fx1Wk+CbSRhm1vIVhgfZenTOPn4ziiigCsfgLHJKGOsLuYct9jBJ+vz81zvxO/Zij8VeFxZN4gW3ZLhZhN/Z4c8K4xjeOufWiigdzx5v2J0XOPGHf/oF/wD26pE/YpjU5Hi7rg/8gz/7dRRQFz69/ZQ+FyfCb4cX2kpqJ1MT6pLdmUw+VjMUSbcbm/555znvXcfGDwyvjL4X+J9Eaf7KL+wkg87Zv2ZH3tuRnH1FFFAj4OH7E0eQw8YEEE8f2Zx/6NrovBP7MuvfD+7nvPDnxIvtGnkUJK1nZtH5o5IDATYYDng5oooHc7yHwz8UbdSqfF26bnrJosEh/NmNWU0f4q4wPi3IMZP/ACL9r/jRRQIRNH+Ka4X/AIW1M2CD82hW57/Ws258HfEi4JZ/ipKGyTmPQrdOSc5yCCDz/L0oooAwn+EfjMFnX4m3cUkhLNJDpqRscnPVZB35rLuvgL4p1Pat38U9bnUHAUiXaoPXC+fgc4oooHc5m8/Y3F2Q7+MHJKhfm07OAMgf8tvaq3/DE9ttJHivHTg6bn/2rRRQFwh/YtigPy+LO+f+QZz+fnUz/hiFf+hzP/gr/wDt1FFAXZ//2Q==)
Греческие боги
Если после стольких столетий, казалось бы, «полнейшего торжества» наук, культуры, образования, воспитания, после стольких достижений цивилизации и так называемых побед разума в современных обществах наблюдаются дичайшие пророчества, а в массе популярны прогнозы магов, гадалок и колдунов, если даже у твердых рационалистов XXI века заметны колебания духа, что же говорить о древней публике. «Страх есть причина, благодаря которой суеверие возникает, сохраняется и поддерживается» (Спиноза).
О греческой религии и мифологии составил обширный труд афинский грамматик Аполлодор в начале II века до н.э. («О богах»), который, к сожалению, не сохранился. Одни представители античности считали, что религия есть продукт договора меж царями и жрецами, с одной стороны, народами – с другой (Секст Эмпирик). Другие же склонны были видеть в ней разновидность социально-политического обмана, вне зависимости от того, навязан ли он народу царями и жрецами или философами и политиками (афинский тиран Критий). Кстати, и в Средние века мысль о том, что религия была чистой воды обманом, воплотилась в идею «о трех обманщиках» – это Моисей, Христос, Мухаммед. Хотя вряд ли обман, страх, надежда, как и идея религии как опия (Вольтер) или социоморфных образов, полностью исчерпывают религиозную идею.