Настоящая книга продолжает серию исследований о жизни и учении Иисуса Христа.
В основу подобных исследований нередко ложится хронологический принцип: события из жизни Иисуса рассматриваются в порядке, который выстраивается путем синхронизации повествований четырех евангелистов. Другой, не менее распространенный подход предполагает последовательное рассмотрение материала, содержащегося в каждом из четырех Евангелий или в одном из них. Есть и третий подход, предполагающий деление всего имеющегося материала на крупные тематические блоки. Соответственно, отдельно рассматриваются все притчи Иисуса, отдельно – все Его чудеса, отдельно – история Страстей. Этот подход и лег в основу серии книг под общим названием «Иисус Христос. Жизнь и учение». Каждому тематическому блоку посвящена одна книга.
Страсти. Анонимный художник. XV в.
В первой книге серии мы изложили общие принципы, которые легли в основу исследования, рассказали о важнейших направлениях современной новозаветной науки, о Евангелиях как главном источнике наших сведений об Иисусе. Затем были рассмотрены начальные главы четырех Евангелий и намечены некоторые магистральные темы, которые должны быть более полно изучены в последующих томах.
Вторая книга была посвящена Нагорной проповеди – самому продолжительному публичному выступлению Иисуса из всех вошедших в синоптические Евангелия. В нем сформулированы фундаментальные принципы Его нравственного учения, отражены Его взгляды на некоторые предписания закона Моисеева, перечислены качества, которыми должен обладать Его последователь, изложено учение о посте, молитве, милостыне.
Третья книга посвящена чудесам Иисуса, описанным в четырех Евангелиях.
Купол греческой православной церкви в Кане Галилейской
Чудеса – тот аспект деятельности Иисуса Христа, который при Его жизни вызывал наибольший интерес. Толпы людей, привлеченные Его славой как целителя, окружали Его, куда бы Он ни приходил. Уже на начальном этапе Его служения в Галилее прошел о Нем слух по всей Сирии; и приводили к Нему всех немощных, одержимых различными болезнями и припадками, и бесноватых, и лунатиков, и расслабленных, и Он исцелял их. И следовало за Ним множество народа из Галилеи и Десятиградия, и Иерусалима, и Иудеи, и из-за Иордана (Мф. 4:24–25). Со временем Его слава только росла, а некоторые из исцеленных Им людей, в том числе женщины, вливались в группу Его учеников (Лк. 8:2–3).
Если следовать общепринятой хронологии, устанавливаемой на основании Евангелия от Иоанна, то все чудеса Иисуса, за исключением самого первого (претворения воды в вино на браке в Кане Галилейской), были совершены в течение трех лет: между первой Пасхой и четвертой.
Преображение. Джованни Беллини. 1480–1485 гг.
По какому принципу евангелисты из множества совершённых Иисусом чудес отбирали те, повествования о которых они включали в свои книги? Мы можем лишь предположить, что они отбирали прежде всего чудеса, которые запомнились им своей яркостью и необычностью, например усмирение бури, хождение по водам, изгнание легиона демонов из бесноватого. Тот или иной эпизод мог войти в евангельский рассказ в том случае, если исцеленный был не просто одним из множества больных, которых десятками и сотнями приносили к Иисусу, а самостоятельной, запоминающейся фигурой: например, если он вступил в диалог с Иисусом (как, например, сотник из Мф. 8:5-13; Лк. 7:1-10), или если апостолы обратили на него особое внимание (например, слепорожденный из Ин. 9:1–7), или если он вернулся поблагодарить Иисуса (например, один из десяти прокаженных в Лк. 17:12–19). Некоторые чудеса упоминались потому, что они происходили в субботу, когда Иисус посещал синагогу, и вызывали негодование иудеев (начав с описания чуда, евангелист затем приводит диалог Иисуса с иудеями). Наконец, евангелисты обращают особое внимание на чудеса, совершённые в отношении лиц иной национальности и вероисповедания, например хананеянки (сирофиникиянки), самарянина, римского сотника.
В настоящей книге рассказ о чудесах Иисуса Христа будет предварен вступительным разделом, в котором мы рассмотрим феномен чуда с научной и исторической точек зрения, разберем аргументы тех, кто с рационалистических позиций отрицает саму возможность чудес. Затем мы укажем на некоторые чудеса ветхозаветных пророков, после чего попытаемся обобщить сведения о чудесах, содержащиеся в четырех Евангелиях.
Далее каждое из евангельских чудес будет рассмотрено отдельно. При этом все чудеса в соответствии с принятым в научной литературе принципом будут сгруппированы в четыре категории: исцеления; изгнания бесов; чудеса, связанные с природой; воскрешения мертвых. Отдельные главы будут посвящены первому чуду Иисуса, о котором говорится в Евангелии от Иоанна, и Преображению, о котором повествуют все три синоптических Евангелия.
Глава 1
Чудо как религиозный феномен
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q58Un6UrcdY6ZCNzO3H0oNkorVx1np7j9GHf7cVhJ1laqB+hfv6mg2ug9q0u466t4vli59qp9S6zu7pGSBDECODig3PV9ftdNUhmBf2rT9T6qu7gt4MqxxgZytaVdXW53kvblnZv2AcVT3N7Gx807RovKxLk0Gy3fU123liaa4f13HFJTX9+6b55RGo/Y381rs2qQkfpGd29i5OPyB/rS0l+wXMCMv+8AF/oKDYpb26ngxIihGOAwbk8VFol4kFs4jTMhY5J9hWq/iZJHyQZX75JzipLSa4ikLqrKG9veg2ifUmXV4TaAM7jLKe1XMN7I7f55+HjJ5Vg5BFc+hu3jnmnlEjSuNufpVrZanBEIhZo8LN8wmfIP8A0oN6h1C7j5tbhJvru2mn7LrC6s2CXEcpye7DIrUob/xY8SQbx7xv4g/g2axF5bxv5BdQD1AU7f8ApQdf0zqmC6VA67SR37VeJe2zpuEyY+priltcSujTRP4kA9CBxVgLxiilZF2kd09PpQdXbU7NO9xGPzqFtc09e9wh+1cxSUyEAbWPpmm0WXIzhT9KDfJOpNPX/vj+QrD/ALTWPoZD/wC7Wni1llAOI1PoWr0WkjkJ4MZP7w4oNv8A+0ln+5J/CvW6ksUGSZP/AIa02SCSIugZUftzyMVFFav5t9xGAPN5RQbsvU9gRnLfnQ3U1kBlTxWiIqN/3jN9R60TW4K4GSPrQblJ1dZqe244PatK606sbUFgtY4tkW8MT9qj/CImGUAsQRzWpdTTJDcx4CjIwce+aC/tzvkG3tjirSAgDzd6p9JkMkEJHbbVnF8xoGN/O2vWXkVgvz1k5bcKDIjBryg/Wigxk+Q1BN+zU7elRNjxOaBeVBwx9KSmZc1Z3CEoSO2Kp5ImEhLfLQVWq/3d66P8Fbwz9NSQk/qpGH8653qa/wCbvWx/Au7AutStG7lgw/hQW3XDhtSXPG2IflxUFkg44Feddtu1KcrzgAD7VFaXhYoIYHfPr2oLc5KEY4ryziykpBIP0oeeUKA0G0ZA5cVhZs4ac9hnAA5oItTXMkW4nGcUvMP09u0e1mUevJpi8WZ7mEiQY3Dy4HNLyaan4tLgyMjryQDwfyoMipMBc++TVXcTbgy2uSx7GrC8k2Wdy+44CHaMfSqvQ7pXt4iwUsAGJI+tB7b2GHEksYnmPowyBVmsMqplkQexxWa3DxbmlkiMZ7AcY/hWM9yJlVGIC/sjNAxbQGRSCLYSZzk96kMbwnLpbmT8zx/HFU0Dt+NmMmVaMHHNP/jJSkUkioScgnaO3pQMyGWbCPtUHnKqOKgEcjsw3BlA4AXHNNqw2+IQR9AcZrLcHRm27eO+aBKO2ySZwq49gM17FY+KHDTBFAJ+QZpkOY9p7nP50rd3UjTht42qRkECg9i0zdJiObKhC2WUGl57aRXJLrtA7bAKsLGeWaLMpIjzjK8cVhfqwkD7i6kYwaCthh8TnuKzksyytnGz0XHrT8IQZ2qAT6VlgHI9+9BWiCGNV8SNs+uKWvZ7OJWjZnMhGVVDyKb1S9W0tVhQb7iTIX6VriABpBuJlxl3HcUEwaKBA1wwZm+UHlhUN7cTOi4ka3Qc7iuSR9KkBEjK0SohUZ3MMnjv3ql1K9iuIpGMsjz7sRbWPl/KgkluIwxkggWVh3mu+f5Gqu61q4Z9ls0JJ4ISJVH8hUbWM1zte6kYoO+45BqGW6htFMdugZu27vigwNrNOxkuGEYbkheKiaPT4W85aR/vmojFdXTZZmwfTtU8GjuTlsmgsdGuLW4nMSp4fHB96vo7BGBAXt7Vr6aY0GJYvK69j3rboN5ijyfNgZI4oEH0+3RSznGPTGarJEsmBaa3kGDgMFrYbiW5jYCK08YH1xSn4ycMfG0+bHr6igojp9nId1rLsf2PFZH8fbI0aSu8RHPmJq7NvaanE4WMJKOwxg1rzSTWkksaljjjBoGNIljiYSNczRy+qquQfv71exOCrTWknjgcyxAbDj3H1rXoo4bw7WULL3BqR1ubV18YyEL8j7jkUG02Vxbzx7kfDDvnhl+hq3trxX8iqJMDvnn+NanFNDdhhbRky8GWRTzjn/509ayfh+bVldD3Vu4+tBt0F5Ds2nZ4w+Xd5v61H+JeZo0PGM52qBmqUHxYvFiwswOQdoyRVPc6pLHdBZGcDtwxFBtF7Mo8sy4Re+GOTVUupgTywJmNWU7STk4qunvUZWG5JD9+1KWZMsokfnHAz6UGz2FyyTJGckcf0pt5W2YYn5jzmqy3co6ncMj6U3dSu0YCDHrQRapdCG3LHsuOfWuf63vv7oFcjzA8e1bfqpd7UeI+cemBWn3F5+Cdw0QYyeXOaDddEAjtIgOcIBVpEx3Hiq7SFC2sRA42jj2qziI3GgkKjCtnmpIgzkqcY96jJTeOO31qQhdu0Ag985oAggNnuK8HYU3aWqTxv59nlyM/elXXYduc49aDE0tL+tpk9qXYZk5oMpifAIye1VV4xKAAmrW5IWPA9qqbjkmgrNR/uZpX4Yaqun9bojttSYbDz60zf5NqRWi/iGs9djuIzt8KVTmg7brgEmrz7uQSBis7aMBgBnA9M1BdnxtSkfsC1PQAKVJ7n0oJJ4yzJzgZ7CvLMee4yTjNMnAAJHZqWtzxOR70C92227h/xjFTSuNoIUFvXNR3agzw5/ezUqoPN/CgrdWLHSrnHJK9q1PQr2ON1jm8uV2+btW530Qe0lQnGRXJNQ1G4029kVI9+CcFuaDf5Xt2jYPPGM+hI/lSymGS4yrsyr278Vzifqe5l8rJz75PH2r226pu7cnYF59yaDpDTP8AjoTud0YEHNWYHiWgWJyRuzn2+lcoj6zv0nVztKrngU7B8QL6KMKsEHfPIoOtK5WFdzg4714sjuSMnZ3rk1z8QtQljCrb26n3Arw/ETVCoVYoAB/u0HXHI4ffgL6k1SX+q2cBdHnQSE575xiudTde6nJGybYlDdyowaopdYuJJjK5JY9+TQdq0/U4Lm1KJOXIOTjyirmzaPYzKSQvJ4rg0fVF/FbmKJwqngnHpUlp1fq1oSbe6kVT35zQdziUly5JOecCpJgiRSOXCYGcMea4aetNbkOWvnYnnBAI/hVnoOuaxqkzRz3J/DftgIBn+AoNvvZ/xUzzxNyvAFJqGlUCJApJ5wex9zWUkjQLiJAz+gxVXeSDLS2pk8ZvmIbyn6YoMrm8BVkV2EKnDMe8h9h9KijVgrT3GEj/AGVAxXsSvOgkuwmE5AAwAaSuZnvJwoz4S8baDC7uJr2URxcQj+dT2WmqOSKatLdUXJH8KsUAVeKBaG2UcAYxU6RYFTwjvxXpOD2oF5Y2MbEdgOasrYnwx7YFJSOfDYDgEc05Ew8FSPUUFNr+raha3UcVq2FZcmkk1rWY8NvzjnBFXGpQq91G2M7VxXgtyy7PD5P50DK3BurW3vAipNnDFRjmoNWgUXqF1BEqZP3pu3WLYkEXyxeZm9M0hd3YutQQLyiArQKXViVQPCu0+4ryO6c7YrkhkH71XIJMYXbSU1hHM7ljtwuRQITQCzYTW+QpzkgnNN2NxujHiEMW5RhwftS9oJQTCw3IT+YxUU0BglbdkI/BHsfQ0F4bmZNrgklRlcftr6/nSPUUg/BpfIpC9sEetEDmCNWnuVZz2Cnkn0P3qxiZ7qCVdRYr2AjPYg+tBotv1HHE53Jjd7DvTcfVltGciFqpeodJ/CajIIwwjIytVQg5AKjNBuEnWiD9Xbtu9zUL9cXJb9WgHtk1q5tsHtkV6IAOygUGwz9Y3EyY8OMfxqnS9lvL6ME8swpVrfJFWGi2wGpQHHZs0HWtOUiGMZI8gzT8Ywc0na88jgYHFOx0E6opG7PNZluMYH3qEMQ2fSsg2T2oM5ZWVVKjAC4/nUcb7yc16xJO09jUUIRXfPcUEgcMcCo1GXP0rNSeTjABxWCfMTQQ3pO4UhcfK59RT91ywPtVfJyJD6Ggq71j4DDA4rRNUX/OCQO55rf7xMwyH2rSL9f0hyPrQdemJWdz65zxVhHMqBQclj3OKro/PJvQ8MRTobAUbfzoLHGYhg581LW4OJh6k1KrjwwAfWobd8NJx60EV048eL71KWB3e+aVuTmWI44BpheQ/wDKgV1FmNtIexArlGtR+PcyE54z6V1i4TxLeRScHHrXPrmA+LeMw4VGz9OKDQp4hvOPSlxEDVjMvneoFTHcUEa2m4A4rMWXoRzTsTYA4qbcQuRgUFY9jtxxWP4Ta2COauIQ8z4rJbOeRiQCAPXFBTizz2FZW1nukZCOcVerpszDk5H0pyzsVjkMjDzY7UGvHS8Yyven7W3t1xHLGozVpcbUQgL3/lS8Nok53S53DsaBe60JJEM1qm7Z3Aq96esFtrZ9xCbu5PHIqOyiIbZHKyAnB+tWyKMIJNrRnhiewoI8rJBK6SDc2FDew9arzH4sqoh2+mB61LqLrtwsTJGpwCBwan0y3xh2/gaByCyWS2eE/MRS1vpqwMRgE5q3QKnPvXrvBkBCEY980CHgqrduKk8AU4YFb5WB+1YmLHegXjRVJBr1kHf0qQhScL3968aI4yzCgXlRfDbPtUsKDwU7/LXsqgxkD2rONUaKEF9o980HkkS8yMDgLUAZBHuuJktoD2UHzH71lcorLIiyk9iMHvzUT21tcYjkg8XfwzHuKCnvtaaRvwenKERiQSPX65p7T7LEQP7fqa1vVlXSZV/Dg43kVsXTU76hbmRogq9gScZoLaO3wgBfms/wgbuQfzqRI1UeYYP3rIyQxc9zQRRWiBsthcUvc2aOrgsDmnWxKA3pXngxkE7xn70GuWUUNpO6SRpIGP7Q5X7VaQ8SfPvQg7WP9KX1SBEZXFewqVj8rjj9IBnuR3oFOqbAT2iyR87OT74rUJIBhWCnBJAyO+P/AM9dHjVZoC/7LrjB+tafcxJBLJDdJkKzeEc9icUFOY8HG2sSi55GKe8MDg4z96weME8UCfhqSMCn9IiH4+IY5zUaxkHy07pisNRj3e9B0G3GNo+lORcnFKwEErj2puEYfPpmgnKYODWAGCalnO9uKioMxjaxyM+lQn9Hyw+cAg/makxkg8AFe9QYLIASTg4GaCRRhXJPc5rDn0qWYFUwAcmvApVQSOcUCNyTn60uq+Qhu9M3LjNQYOO1BVag4VGH8a06/wAGYkdq3a+i8r7hj71p+pR7XOKDqVukhjTatNoCDk/LScC7AlO2/BC/79AwpBOR2xWFt8z/AOIVLCdkY+/9aghYRzOp9Tighn5ZR7k/1qUna+PpUE+FvIwPWmWXz5PagxcDw2J9q0rVFUW+pMPUYrd5wphJXtWo64m3Tbr6g0HNpF5eoH7U1crS5+RfvQTQLlF+1SkZ8texfKtTdvMPSg90oQvd7bmF5YwMkL6VdQ3UEgKW8bbQccelU8MzI5d2IDjFWWlWc90WW23MQMn6CgstqJGWyufb1pK4uBEPErKexu7Y7ZGIB/ayOKrrlQzYeRiRQL3MrzyZJ2rUtkzRtkHctYbF/eb/AOGpBGV/7xv/AIaC8012mcuUARSKdaEPC4JwAuf5jFI6WPBsJHwTk5zj3p4EiE5GFKg/woIHMomKsAYh5QD6mq++1FrabwooixAyTVhbO0j7vTPFKwW++5mZhkZoErfVr5H3SoWh/c9auLe9sr1sKSkuO1ZSwoIyApBPFI6/Zrc6YES3ELx/q5V7lqC3hcw/KjGnIp4bjhj4b/WtFsdVvrIBbhTJEBtOe9XVlqNvcDETYb900GxtYnO7fnPqKxNrxy1J213Lb4wAV9vanluUuVwh8/qDQKXEGxCd3pTNraHZFtO7yk1BcOygggggUxE5MEWfQZoNf6oMllPbPGTyDke9Jx6zIzBbazjjlxzIF5NbHqcH4kxH2qGKxjUeeg1C70q/vLqJVBd5AWLegrcdG0xNMsIopZPMeTTcEnhr4cPH1pe81C3tELTOu72B70E80RkBw3lHrVXf31tZIcvvf92qy91e4v8A9HaKyx+9eWWlmRw0nfPNAnd3l9e42lkjHYA9qXMd/Gn6OWTv3Jq11GSO0cq449D7UjJfKU2lgSeRn2oL7R0e90kM7/pUYgk1NBJHCUhYyyTnPlUentSXTEr+NPEoU+IoarVEk8V22KLhOVb6UGWy7cKbWP8ACw7tpLehrXtftGgmPitubf8AN71s/jyygMW8zIFP86o9dUNZKTJGJFwAD68mg131NFSEY9vyrB+9B5jP7JIz39qstKhRpBM8n6USBQn0x3qvi2lsMSM9qvNOto1htyyDxPGJDfTig222XAz9adTtSUBUqw9jTYCgAJ8vrQZ7qxjO7cPrWcXd6E+U0GJUgcVGCVIz71ITlcViiUEszcg+1YsQ8ZJOK9ZQF5oK5gYKcEigr5cnaAMjPesZjsWpmUCQKRkhe9Ryd6Csvn3pWq6kv6U1t132etV1JaDo8HnxT0S5KMB6fzpWyC+GT6inYgBhV7rzQSL54sj71DCqvISwBPuangwF2j5ScUvBkNJ9DQK3P99jNN5LE+xFQXaj8Wo+lTjgHHoKCOBT+DcMea1/XYv/ACfc/arp7rw7XLqQucFgKq9VUSWEpBJDDNBzK+TD8CkXThfvVtqa7ZDiq6Tuo+tA0ieUcVIm3O0969XG0AV4470Ek6hLfJPqMAVZ2d61nFstpP0jDJJPpVKikMrNypOOa9LqnjhBzj159aC5vbi1lt8nUQLv9xRx9arH3Jy84APqR3pfumMDtngVNEc4DkkfWg9DIO9zH/8ADWRVHRmN4gOeBivHVGbAUV4Y1CkAcZFBsVk00FtDuVZIT5Rxwx9KdE7yloprbsOSo7Uvpr5hKj5QM8+9MM7SwltxDE84OKDGFV2houFwfLWNouQzdjuqWJsnPGQKit3xuJ754oGeA5yflGf48VVy6hE2rDSydp2bkI9JM5H51YQAP3HzHcfsK1+fS5V6ljkILrIfEDj0A7igbubNWYSuOHOH+hpC80ood8PB9xWxz7FzIpDE+WUfuj0asXQIu12HPbHOaDVo9RubKQLclpI+wzzV7ZXtvdAeC5WT2Y1jc2gkyCgP1xVbLpLtIPw+d59QcYoNje8nQBZY1kQe/wDyoS6Z/lG1McAmk4rSSCFVuJVlYdx+7UkcSN8xVQOxB9aCf8bIvk2A57ZFQyzvGC8pG31FYO6qCC+B70tPpZvMPFcF/UjtQQz648g8KzTH1NVU1nN/eZcsd3Y81sNvpmxcFcN7mpZ0HhAMPXn8qCHT7faGLrjCBu9N6ZewRzXCTqu1VBXcfXmnWMLWwbC4dPDJA7Ec1rPUGmNc24e2dPGDDCjuRg5oFutry3nObcKF2LkL75NahJOGjVdo3Ad6ZsrKa7E8e5EePG5S31NKyAJ4o7lPKDQbb0G4l1DGfMFxmtxmXZdZA7CtG+Hqf+V3I77Mmt3nnMTmR0JXOCAKDG2G6FXA5yf61r2vsZJIiRjaSKv11K0RGMKSjb6Y7VTa0RdRxzJGY0BOc+tBSOxJJqMHPemHQBfrS7EKKCWAEtj0Per3TS8ixE42xvj8zVJaHz9iR3q207m9iwThjkig2+2UeCxwM5ppRhABwKVtziH75pmPOzntQTxMNrrjn3r2IeU5qKP5C3oali5i3L70HpUDnFYjGeKmODGODUIGM4oMnAKc1jJtVOwxiveSMGsLgEx49aBUtldw+1Kyvz3qaRhGhFJzk8Y7mgiufWtb1P5jWxXB3LntVDqSDBJ70G/WZxGwpuNiWA7fWlbVcKR705GmRgd6CcMu5QPTmooSDI+eMmpLeM5JP7PH3rGBVeVtvpQL3RBu48dzxUjZyQO/ao7kAXMZHcc1KGHiH3NASApaFTzj3qm1ME2rAngire5YhCvfNVWo5/CkkHA5oOd6sv6RvpVPJ3X3zV7qmGkciqKYHxkH1oHogeDWcgyr/apYoiQPvisp18OIsec8UCqvvhEZGCvIPvUcxBJwPMRzUigcY5OaJECyOMgntxQYgcK30xWYXPOa9xlAO2K9HHFAL5TmslIKn9wnv615trMor/L8o7UF/pbrJbeQHI5796bh3NuAQgZzVRoxu2AREG0kgHHbHvVq0F5LFHudVZm27VOCPrQexMRMy7SOPWoF3KrAjksMfxpoxPAEMhz3Gc5qp1kT8iNtueQaBnV5pbTT5n2FZGYKuO49a9027/FQpIGVWRf0yse/1FU6Q3k4AmkZlPvUiadMqNg4Y+v0oIoNQeLVJZWUmCU7HU9mWrRtXs47lILZHct9M4ottNLxKHC7RzmporW3s8tCN0p7mgsmCxxb5SACOBSDXW9ysSYGKhkkVRvlcgD941S6trJI8K0xu9xQO3uoW9mC10wJ+h70zYzQXVuk6qdrDOBWpixkuRvnySfetp0aFks4vRcbeKCO+vIrZomclAzYBI4qa2uAV3wsGz+7SHUVv4qwB8ldxwPyqpSKa0O6ByB7UG8W2oLtxOp+9MTpHLAWjOVrWNN1NXGy6wh9zWxWRjZd0bhl+lBUNqMtg7LtEkDd1PpVdfa9GLe4XTYBHPIMEnJwK3KW1tbyPa+1JD6iqa+0XwkOyIZ5AIHeg51HeCBWjuIFlfHzkkHNKyStJwOFHpTuq2U9tdOLhCBng44NJqo5x3xQbZ8PCDqdwzfL4Vbsbnw3Tbgq2SQa1ToCFRY3kzDBLBAa2sRKyAKMmgJb6Iy+SOMBu429/eqnV5vGiIIAU9gKbeFRPJwcIoT8zzVTqTgTKgP0xQV0oIHA4pVjx2pmZiBgEEVDjAoGLEENgDgjmrvTLcExyj9lsVVWS8j2q20yQqyR/ss+R+VBskA/Qn6HFNh/0YGKWtuEOfemYyBye1AISFb2HpU0XMftWCEEMB61nH5BhqDP8hQx5/61kF+tYlfNjNB4OZFzwKwuhk98Vky+YDIBqG8bLAA84oE7keUhec0izYjO7uPWnd20ndS08e5TjnNAmW3LhuapdS3FmUDirojFVN+D4pFBvlqcjPpTkLp38SP/AOIUjZ/q6so1IXBAz9hQZW0ibpCJUY84UMKxtRtkkJGAakjXCtwgNQxDLPgj8higgu0zdRg9684EnB9cVldjF5GSQAajVcSMSfXNBjekjiq7VW/zGTaWO0c+U0/eqZF59x9KpNZmmj01tsbcnB59KDTrohi5qplX/OEH1q2lQsrORj6Gkkj33a8Z5oLWJF8Jcd85qG+hbweB8xNWWwRxKCMHFLXHELOwwF7ZoKi3TbgDn0r2ZUWaTackkU0iGMhwpIPPApOQFi3+POaDMISvapkiGzJr2H5NuOanYBYeSB96BcjHepBH+jUY2gng+9YNzgDkntUkEhMZABZl5AHJoJtOnMEwBY4fP5fWtjtzHsUHBYHG41rM8eCJF9CM/SrfTUuH2usZaNhjdjjNBY7E8MrkEBiSRUZjjuu2CV7ge1ZGNYC26RWc/sIcn+AqGW3wpIQjPOe1BlHEclWQqq9iRWbtDCMu4P075qtMEhbcDhR6Z5rycx26bp24+poGpbgycDyR1XahqcFomEYM/sOaq72+luD4VuGCe+KittPw2ZAxPuRQRyyz6g+Wyqn0zTNlpqxtkrk03FbBDnGBT0UZz2NBAYlRD/GrHTyosoweMZpeRAc59jWcasIECg4oI9QVGWEHuGJqP8PGUzUl3GSI81IkJKCgprqyjc5A5qG3muLCQFCSntmrx7alJbQt+yf4UDlhrEFwcSMI5T2B4q6ScxEGRhIpGcVpVxp/OQpyOxr21u7iyYCctLDn17ig2PXdMsdZgIRvBmHIHvWpy9HywRPcXVzGsCD35rZra5gulJgch8cqRzWu9ZO0dvDGXO1ueW70Fj0KcW1zFgtGso2kDvxW1Ne242o/6L6kGtf6BgMelNI+5C75GR6Y71fXDwZiWVFJwSu7j1oMJI4BxFOkpdjI205wMcVqt1k6lLNjyoMYqy1CxtU3y+K0crHhEPpVZJCRckHJLKKBe487bgu3PpUQUlhTkq5J/wCVRKnNA5bp5VA71Y2ChTAD8240gowikHtTWjlmuYt+cDd3/Kg2iI4Q596YU4XmoYR+jYn34pgMNg4oJYG2DISssEvnvn0rH5k44rNRgr9qCcjKcDB9qWZsSYPtUrZyeeKgCkyc0GMpyc1EwBG7PNTTDjil5AREeCKBWU5JxzS8rEjAOKyYNknkisQMjmgWk4GfSqm/I8X8qt5eUqpvkO/JHGKDeLThAP3qsYWw/mpC0XzJVkqbXoJJ2Gw4GM+tL2o2B8nNNbhtalImG9/egRnZmuU3dvSpXOM/asJmLXEefappACDmghumzGv3FVWqfpLCf6AmrOdlG3xN2z6d6rL+RY9NnkRRkc+bvQabdfJSEGTdHb7irCeYSxux4pCPmXd/vCgv5wSoz3FQMN0b4DE49Bn0qwEe5AfcUrdKFifPHloFbtyrQBnLDw+xGMVVxgMSf2d1XOqSLJ+DC/srk1VwLu/PJoGU2KQTUMzjnPr2qeOI149vlgSMgUHkaqVR5PLtqaGMCaVsbVWsordHIXBVCMkn39Kf0dwPFFxGdg4bigwCRSFkHI2+/eo7Vrtna1WSKAMPKGOM/an7w2ihVih3O37OP4ZpGW3lkZNyDcOTt9PpQWNpbw221XYfiFznnOam3rKrDPmHpVPBOQAJslQcKfVaYt7kvP4L+WX09mHvQeufMRnFa/cB7y6PnzGDitmuAdqNGFc5wVpV7ePfvBQZ9B70CFtZqlPLGuyvQuyvUK570AsQxz29KkijI4NYuFOPMBXpKgfNmg9dR5s+1exEGBQPQZpaXaec9qFkJj2+3NBnOdwQn0pqEr4YquLMx83FSRsoI3c0FjtWsXVcVD4i+9YFl96DKSFSuaSntVfAPamGZOwPNY7N+AQTk8UCejQvBra8ZjIIqXX9IbVbm0jVcBHJP+GruFIoI8KmZm/lWSeFG+8ShZANx3dvtQT25t7aCKCHGI+DUN2sDzeI7YKcqPc+1LyanbBik7KjMchgOPzqr1Cf9MGZsr2Q54J96DDUVZWVmOQ75J9j7UvG5Oolm7bcV7MIpZEVs7F5/OsLd8akxPyquKDyVD4jbe2axRDv5poR45HYnNeEZcUHsgwi03pX678qgcYUVLpf98/Kg2qH9XUy/qT96igKhkLDK+oqYBguc4VTwKCWP5KkHYV5lSMyHLVLO2AhHfA4+lBj+zUJbD1P74pd2AJGOfegxkfg1FcNmMfaiVjjBPeo7lyuwDuaBGZ9iqPeot1NXMQ3kt7Uo8Y2xc+tBFOGSq67O5atbmq248oI96Dd7Y8qR2FOoxc96Rt8AEA96ZgYg8UDJ4yD3bikoziVhj6ZpsOpZmkbzAYGBSq+Uk5yKBeUYuUwcn0FSy9wD39qhbi6VnPlqVjlvpQQXPIAzVPrLf5hMvfgg1a3rDjHbOaqr4o8Eifvcmg1CSI+Hj0qC1TIx6hhVlOuw4Py0pp4LTkehfFBsttsZCD6LSGooFTcCWGMGriziVkGOcgg0rqNrImkO5UAk8fagp3h3QxMcA7TSFoD5R9D/WnYmU27M+7cAce3Y1DYKCRuHAXP86Cxgg3KMjisvDUShMkGnIJI0VMDj1qK7dYpGm25G04oMwqO6IqAjcGOR3xWV5Oi30YiUeYeeMDg0vaXf4gZRdhxjmrJsXQt7aONElQ5MzH5v4UGc15BIFZVljQEBlBAz/OlLotv8TIR8DYqDOfuRWWp6Xc2qNJI6FA2N6HO4/SqlEI3KtxN25AU5BoJtQjEcilMMez4HcmohdxKQmzfKvAk9E+9YpFEJR4xlJGOe9TSWd3piGaNC1rOe7YoHrWMwqDG8Uw+Y4bz/wAKnlhxEZLY4J+ZDVXbXC7ttyjJIvKsTgn6VYm68iFEJkHdfegyht0mTjBf9096wk08ROBsfn3phkJYPGvhyEZ5rIXUqvtuQxXHzUCEtmuT5RUf4f8A3audiyrmIqx+9Lyo6d0C/Qmgq5LYY7Yr1YAsf19KYbfK4UJ+YrGRWB8vZfeggvbTbEkmcg8Yry3tgyk9qYCvLEfKSBzU9rbM3v8AbFAolvn0qQWgbstWkdoW9QPvRiOE+ZwT7CgUt9JEhBCjPrmmZLSKBlSPDv3x7VKszycKNie59aWMxhlYkeQ/td6DKWFUJdxuk+neoJnjgdQy7nbkIoyawufxE4/zPzFu7scBBUNzKlpB4MD+I5/WTHuT7CgV1WFr+PxLpkgZDhIs+ZhVIIzHdlV5KHb+VMwzG51FyQeAAM1jGu/U5k/aJBNBI6Ns+UbvalwAt3+kOMjmrO6iCJgZzVM8rf2giEAgj2oLdCrrsTG0djUGAk20Nn1rG0JaaTA5rIRN4xYnFAyFyDu59qz0oD8d2/ZNGBs+YVnpAB1A5OfKe35UGyQ/Jn1FTNyvPr3rCILtqQjAGe1BMqgnJFSN3GeT71jFj9qsiQCAvvQeHy8A1BIaakCLk5OPTilgAwJOfyFAuVBYVFN57hcdgKmUgyHBPHoRjFROhUs3uaCG4y0h82cCoNnbI7Vk5Icn3rx3IcAdqCC5quuyNvbmn7k5XIqo1CULGMfN60G6wZJxu5p+LhAT39qTjUheAd3vTsZ4JccfSglGWBwe5wOKVHzOXbgegpiJgNp9B3FLTubXxH8jBueO4oE3bMyg7sH6Uy+Mjac54xVHLqNu9yu6YrIOwI4rK61VIozgpLIeAEOSaB6c5yFO5vWkZYXYMEAZiOBmqqeaW5X/ADu6Fqp/YTJb+VLrDZjDeNeMc8MQRQe6lBIBgowx34pbRrcmaPkEZzxVhDdyRKWicXtsPmQ8MKltUgkYT2B2jGHX1WgtdNGIwhOdvFe9UQuNJAg5CjkfejS4HiBLMGUng0zrX90LlgoUAnPrzQa7faZ+Cs0jlIE3g7mH3FI2EQSRy4wCgAq216+h1Ez3VqrbfDCjf344qvtbfdcklifIAfYUDiopXAqO/AS1OCGPpT8a20Y/TTRr+dLXlrFcxMLeZJDjPlPagRjt2e4hCuE4BIFWSTuQuMHZwAR3pJrdYnUkuHxgUzErqFeRCEPHGKC1mjuGgtYofMrMHbjyrz3qMmUR3IJiIB+Y8Ekf8qnt1aKCBzPhR3UnvmoJRGo2uVbBwCPWgSklQ3e7wN7IA2R2H/WmZE/GaSpm2uG3NwcbR9q8jSN33IrEA5bH8qe0+za9s5IoyqCEGVyfYen86DSb20nsUBfdJA58rHuK9hvZYjm4YEKp2sD3rY9viBklUNEBwDVHf6FIzCSIHaOTHng0DdobpStw1whjkGM/MV/KrGJ2kPhO6yjvntWn+PJa3IWa3aJF9N9ORSRzHxLC4KTDuknGaDZWssMzwOUOeATxUjC9iQZAI+ozVLa3tzGf00Hhu37RYEGraHUmMeWAwPY0EMlxPICm0IffFYCNlGGYkn1wafXUoW58oYemKkOprgM2wx4zkDt96CrX8RGd0bHA9MVOtxfOP0SBT709/aSSR4VoxnsCKVOoFn2ptGOSfSg88C6lx48g59jS8lxFA+1VaeQflispL9yGJ2D86rL+4eTAbmP6kBf45z/Kgnm1HeSjy+b0jhBc1FLLbsq/iDcITxk4/pmlBcwCPashYj/u4FOPzY4pYvcXEqERpFEpxg8k/n70Hi37290VCyMjHGCcZq4t4H2G5uU/RYwgB7H/APIVilrhfDkUNO5DZ9FAq0wURoyykYyBQUGmW7S3ZZSRuJJOK9tV/wDLMrkY521Z6X5Xzt9DjFLwIPx7sVPzE0GVz5n9qopAP7UjAA7E1sd54cW1nBAaqGeJZdVRkOVRcHH1oLKyTYGYpx6mpjFv+RS+fYU5psQSFtxxEPm3+lStfSlAtmqQRA4Mrjg/agTTTLnYzeA+09uKNOtJYbxmeJl8p9PtUkl2vi4fU5mB/cXgfzrJL2SN8Wuo7yRwsy4B/hmguoByATk4yQKlJIb6fWqn+2jFIP7RtvD4wZYvMPvVlaXlrdrm1nhk9wzYI/jQNY+texkbzyScflUUlxBEMyTxD6bs1X3V3NL5bUBYT80rcA/aglvtVS2Yxwq0tx6gcgVXzajqTkH8Vawtj5Tn/pT2n2ivHhMhD+2Ryam/BxgsqRbiPzzQVlpq0qzCLUUAEnCzR8gmnnDbgTn7elIXtiyhmhT08w9qo5ry83xxSO6lAcY9RQbJIAT3xUUgy2fpS9hcPOgMqjK+vrTLZPYGgUftiqy+QZ3YzVm9JXg3LQbgjc/PzTIZy2FHFKxrhueKZiY7s+lB47BHIz9/pVXrrFbI5J82RxVlOVE/nOd3IxWuaxdrIzQF9xzjC84oNdcSFhGGGT2PerK2svCjJMypIR8xqeOK0s0WScoDj3FJy3kMkpEYMp9AvNBaW9nBEgYASSn9tjWVwP0QU7Tz2FYabA7ITNhCewJ7VPcIqgeYEds5oKK9h8GYSW52P647VnbYuZPxNiRHdL+tizw4+lZaiRHyeR70jols1zM7RsY3HK49aDa9L1OCXMTuscw7oxxg+3NN6mVnsZYyNxYYAFavPbCbKahHJHMO0qD+dKzRTQqS2qssYHcjnFBYiKGy08x3UixofQnLH7ClJJrm6DLAotLbHLv3I+g70pbC3MgaFJb2U9pJOFWrS3tGc77t97Dso7Cgr4ksYwVEU9247tyB/Os9mnSMFUXFlITgE8jP5VfRpHtGwKMegrA28c85Zo9y4xyMYoEopGsxsuz4sR+WccgU3E0LhQZd0ZPBqKXSpYsm3fejd4W9arWtXil3WjmOUd7eXjP2NBs34KMJiORskjBbsKxubB4Zm8eVXCnduXkfaqKz1eNXEd2JYcfvDgGr2DWLY2DxC4iYSftN3oMEUxmTY36N8ZNNWkjRwusL5yOfTcPaq2W8sbYESXQkB9BSr6sZF22NpJKM9xQWsQAUrcjccEDb9+1YSA/itqBipUAc+tUzjVpBu8FYl/3pADWcUmpW6lntll99sgJA+1BZ3+nw3UZ/EQEOozuBFa9LoPglnjl79gat49RWffC26KUrwJBtH86kDOWXxyv0waDU5re/jdWaKZ0TgY5FRpqEkRxLFJjPtiugwxB04YY9RkUrPHA0qxeCNvcsy5/nQaa2ow71kQMr9mU+tN2+pKcn/u/UfSr/AFCw00APKi4UdxwKqY7SKQmXasVsp7E43UCN3Phg8DEqex7AfSo21FYLfb4n6Rjk/SrpIIipe1VZIDwydyPtWNppVrJIXiZJBnJQjkUFB+NlnVhHkk+wr2DTbtsfioJMdwxPFbZJptv80SbX9lFR3Am8AjDF8jC5B7UFdb6VK6jcTtHZUxUF8RaptAKbTwO/NX0kk1w4ZYTCVjwdozk1WNp8rOsmoSqsQ5x6k0DuiRG4thPIWaYnBA9B6VZSQR/LLPFGzDA3H/pSsSSSW5FqBbwjvI5wT+VJ3C2cT7nM97KByyjCigs7LS2hAxcW78Hs4yKij0m6W4Z9hKe45qrSSycB/wANcp9VbtWcdzArj8Lqs0TZ+WUdqBzUbKWZQNjMRSVto5hlEt7KkSd8bhn+VMzyyyP+m1dPyUmsSLCORB4kt5cHkKQQKD11FzyzFLMfL6F/y70vMGcANkQDhV9x7028TyuJJcKF7KPSvZo8pnFAvAkYTiMYosI45dQ2lVIwRTKR/oiBUWkLtv2HdhzQPXGmyxs/4RwcjlDyD/GkjpsOc3NkfE/eVtv9K2N2Keb1+tZxnf8AMoNBr8emKGzbWjF/eRgwqztNOmkZWvWBVe0ScAVbRqw4UAL/ADrKMeY0HsuxYwqKFwO1Il5I23RjzU7ODzwaTkOAfc0FFqVxNHKyq2M8k+9JzWZu4w4YbxV9PbRToFdQWHrVe9i8JzFNtPtjNArpBMTOr/Mn0qwkdHPm7/Sqe6F7bzmZYs458p709bul3AJQdrj5lPfP2oI3pK7OEOadk470jffqzQby0XiJlfSpkgYBOcFhnFRoDjaKzzgM65G0Y5oKjUmvZwY7WIBiMBm96oYumbyUb576ONifNsBJrY45UF3E02eD6UwxQsWXvuOaDW06btFdfFM0p9WByKbj0+3gkAhjAx6+tWMj5kWNvTtisZ7VwAVZfNwM0CJUASDuewNKSRsIirdu9W/4WRipePeB+yOAahvLZ/E4iCDHbOaDXL5fEi2150xj8ZJGvolTXqMgfioukWBu5nI/SbKDbiqvgOiN96qerIYk0mZkhQMFq2ZwQmBlhySKqer2J0ifJBJXPH3FArp8QTTbYLGAxAPFPRjyPuXBz3qHT0zDaAnuv/KnI4gY8Z96CK2hVCUHPrmp/CqSKMIrEd8EfxqK6G1I44Tmd+AKCGa4SEedxj29aqb+UXsQ22rMyHhs4IqxmhQ5O4NMo+b0BqBre62cSO+e4C4oKWa3vYuGRZV9mORRDbq6OzWUe4Yx5iKu1sZUg8RpAFX0Y80RPbIcz52vxkfSghs9ImkdxHZ242ruLO3arT+yLkQMZZwEUgYhwMd6Y0+e6jjlkt1VoZNqnIye9XBy0SiRh+kPy59f4UFKmj2qwq0haRm9S1QXekWyLIQJVkIXBU9ua2SW2VLATGeM84KKOVqkur1JCwjaQE8BiOOKCmnsrhFIkMdwvor+U/xpVY2g/RieSFu+yRdy/wARVvIZLlNr48Ttke1NWse6RIpAGAGScfQ0FFFNfqSVS3ce4lABryS51CQ4ZLaAfvmQH+VbI+mWrRgCNct9ayj0myVQTCpcfWg1EwvNIpeSW8kHZVXCj7082lTSlXu/KoHEa1spRYIzhI0QckrSUVwlzKSJDHHnjjkmgrU0VvxBNjIY3Vd2G7Cq6eLZcH8QssMi/tR9j9avrmdIbkuhm8/lJcYqvub6GGXLy+LjzA4/lQLJdTY/R3FvKPaTINYNqFxE+QLQfdjWUkMWozLlBGjc5U+teanp1i8zeBE6R7QFLn19aD2TV5ZFxJdQx47iMZogvEcloYpLpx6sOBUOn6dElzIBFuIA2n0NX0E8a6f+E/DgTEk7h7GgSsBLdSSm5cFRjai+nem54I1icKFAwePWvbe3/CoI3AXHmJB96zlVpYnYMCgBA96Css4wIFIxnB717b2kR3NJEjHNZ2/kgT7Gi3kJVfvQZvawFN3g/LVbCxk1+FVTYqRk4/OrWZmxtqrj/wBPQ/8ADP8AWgu51XcQBgtSsgYDB7CnGBVtw5zUcxBPFAvuAQgeorDS4T/acrDvtFZScD86m6eYSajdE9gij+tBbOhw2/vjisoTt4qURN4Pibhs3cD1ryIclfU80DEG7fxx/iqUjaST3rGJSPmr096D1laSPyVWz9iB82asJCQmOwpJgArYoFwdq5xk+tROxk524xWT/qT96iHp9qCN/OfJ6UnLHtbOzafftU7EgnBxUTSSD2NBA/nquu5lE3hfSrRyX7jFIXKDxDx6UG9KcOuKxvZhHC6Hnd61gs6b05Bz2I5qn12/BlG3GRxjmgz8eNnBU52ngVZ20DyROy7QDzt961W2mJkBBQ/Y1sFhNuTzMwxzxQNNYyifdsCjGRntU8ccScSv4rnkAL8tKrdTvdqULyAfs4qW5vABgeQ57MO1BNcSQqmNhD1V3B3twMH0r03CEk+KCfXJP/Skb68WR8ROhUeqmgXu4mYyrIoC4+aq3piIpeyFMgEYOfam7m7JMgAyu3kk1l0ogM0rNyNueaC7iJO4LgehxVJ1V/oeYDvkD+Yq+jRY3kOQAx4FUnUiM1iykghnQcf4hQTWwAWAA4KrxU0TkMVPb3qG1yNqsBnZnPtWKOVzk5JoLTeBCcDkc1VB90jzOxDHIj/OmLgsluDnlsClwu6QRjIC+vqKCeCxnl2CBAzZz5jjJqVbohDHGU39iaYFy+Yhg4T9od/4VXahEY9RSRIWSCQcZ75oIL4s7xQr5yxJIzxio7m036eMNgq2cetWUFuvg+IeJS2B9BTSmzexZMgTRvw2OCPXNAn0pcPP+gm5C+YY/wCdbe0sNunilCVK+GMrnDH/APNWu29s0NtPLFIgbdGVwMEjPNXNxKH8FHxsOXAP73A/5mgp9QvHjV4wMAc5z3rXfHlb9CWOzdkLWy6zATHuXBYDOB61rbqJ7yPwfIMc555oLcReBG8h42jsPXNZ25kSQTgFUIxzUyKy43YbIBPsQO9SQyrdybB5QCfKaBiMFism7yL2A9adDJ4TMwxxn6CsBEIlCquA3bPaq7WZwsCxxscscNigVe4FzIxH6vOBilbkLFcK23YAvDYr1WzmOMeGqYyT60neTqC2Z8AcAMO9B5dXS+I/iuzRhc4qoSMSu1xnIHBB9BTd5t4dR4hYAEY7c14qiN1Qo3K+nagiCKsIVmJYnK/SmrQ+IWhfzPkbSa8dEaRpQp4TGPrUrAxXXiIoHhlSct7igchjfCvgLsGMj1pT8XsncZJU9jjJBqyiYNMGJO1gSAO2a8udNBsRO0MgfliARtoMZphdWYlhUiRRhsnlvypKwuDIrCRisqggj3FN2hTwv0alMEggnv2qB4o0M0pyGYdqDO2VHj8z7W2naPesYEfCDbgA9z60In6BcjgL5fesrJjsw5LAHgUDJ2k5K81SSAjqGHHA2H+tXLSENjAqnn3DqC3PGNpoL5uBS8mAKYblj2xgUpPkNiggkYYNZdLnF7eljxhcfzqCXhlHoe9S9PHZdXmSB8uMj70GzKYjGQX2nuamjhUyBo23cd+1RPbhtsn0ycVlA48THtQMqCw3FvyrI7SOBUZwDlSayTAPPc0GM6kx4BqvMcnIB4qwnyM0nITtPOKBaWJlQjg0nmQelMgsFySx3dqjcKAQxKt35NAs4JBygpWYkcIuKYL7iV5x70o42uTk4oPdx96Tuidx59KaYj0pO7J2kjvQLWmja1Hj8Nq21R2GDWaaX1Ars815ays31I/5VssKSbcg4FTqHzhs/wAKDUUsNZiYBRbcd23H/pTqya9ApS3e2kBHcoeP51fyoeSHH2xS2XJwAAPU0FHcXXVEaDwlhwO7IMf86hOqa4sJ8a2MjHgE47/xrZ1vCvkZDgcA7sZ/lS0kq7mfPb0NBqjXOqyArLsh3d/Jk/1oVNSgibwWQx4zkr/862ORI5t5kj3EAjIfj+lIyRqqbGA8MqV8rZIJFBT/AI+7nDLK0e3GDhf/AJ1s3SzbTtI5dcA1S/hYEwsLFj+1kVedMbfxJLdkXIoLp1CthxmqvqEAWse1snxU4/8AeFXF0dyA481a/rTELbkg4Mqg/wAaBqONy0jq2FEftWVpGjx7TtD55Zjis4GP4O4PoBtH8agEbA+TB96Bi6gIMaiSNxkev1rFcwyOVi8R3/ZBxisTlSM8HI7ioSzLIZPMWUntQDNevlQkcQP7z8/0pq4iuYIo5NUvYdynyQoCW/OsGG6HxBgv9+agkiF1dRjezqvJ9T/GgLpp55QIHRB7g5zSn9lXKwyu874LgYUe5+9PPCyPuG0knsD2qxtmE0abQME+YE9sUC1qhs4EM8u9dxByew9KugVuGgkQFkCke1alqUj3Wpnw3yiHG0dq2zTJN6gKuAE7UBtEkrBl4HHeqC5hEdx4cahMseTV8zBvNngnnHfvVZq1szThQwzyRt+1BD45a1KRnLpwG/5U5pkLeIplxvwSSvNIWduqlofOB3LEd6s4CkTPgswOAeMGgcn3xMsr5AI4FVM0qTT/AKTjGWGPWrK8ZmAVDwsZc7jxitevJgIi8Yy/pQRXeoLbyGSRAWbhIwefvVUDPeXyy3SKqpysfbP1pk2zXExZiDJs4z2FTxx/hkj8bzknv7UDKKMxjaFLHnjNYzywxXLCQrs2kg/Uf/n/AJViZHM+QwAX0/Ko5nVyoO1iRuwF5Hf/AOVBBD4jKrnAhVtzMfX6USagjEw+EGeQ7yTxhRxWaR74Hj2SyykZAGAFH8axtoY5ouQBMi7iQD6HtQXCArCEwpUcrjjHFeT3MzwpG/MankZ7ioomJI3k7yOQPSvS2AQQwHYZFBXTxKb95IWKoxyq+3vTs0haIq4HC14sIztA47g1AWO5lyCpB+9BnbyHGcblxgDNTWTqqk7d5bPHbFKQ/qwPTkimLf8AVJjjk0EsvHmqnmctrlsO2QRVxPwg+tUc/wDrDZAexoL/AAQ+N3NQOrHcSOxxTtwgVlYEZqGUELzjB9aCtkIP3Bqfp5la8udwwPID6+9R3KiNSe/2rPpllF3dFwSDtH9aDaRIjsCoO35RzRGoDHHNYAEQlQBjOVrCJiGOaBqNDjLECvQ7BsbQfrml2yy4LGpoQoXBJzQezsQOe9JzHyH60xcsFX1NJySAoeDxQRPKQkahexPNK3IEilmk5B7VOTu8oBB780tclVIXnP24oF4x33uoFQ3J9B296mVgxZXPA/3ajkXyZHmX6UCqtj1zUNwfKeKZCA+hqCfBBwMY96DZ1/UCs5vmoooIH7moI/lkoooIZP1a0ldfqW/L+tFFBha/PJ+f9KVj+b/3qKKDz/8ASDVl01+vl/wUUUGxyfqx9qode/VW/wDxloooGY/7hP8Acf1FYx/N+dFFBJP6VH+w9FFBja9zXmkf3mX7UUUGU3cfc0zpHyv/AIDRRQVNh/eJf8VbVpH6xv8AAaKKDFflb/8AL1pe4/vq/aiigwT9a3+A16Pnf7Ciignuv1D/APAP9a12X9QfyoooME/WD8qy1D5V/wAQoooI4f1rff8A5VDN/fv/AOH/AM6KKCe0/vEn/DNeaZ+rf/8AL1oooHB/ehTN18y0UUGKfrH/AMNVQ/Xt/hP9aKKDKD5B+dMwfqU+5oooMpf1a1US/wCnrL86KKDYrvuKwn/uq/eiigQuv1LV5oH6+5+6/wBKKKDaR8i14nzGiig8qVPSiigLn9WKQk/a+1FFBj+0v2pK8+cUUUEFr/eahi/vEn3oooMnpG7+Q0UUH//Z)
Чудом принято называть явление, выходящее за рамки законов природы и имеющее сверхъестественный характер. При оценке и интерпретации чуда решающую роль играет мировоззренческая установка, с которой человек подходит к этому феномену.
Широко распространено мнение о том, что в Древнем мире вера в чудеса была всеобщей и лишь в Новое время, под влиянием научного прогресса, она поколебалась. Утверждают также, что вера в чудеса – характерная особенность всех религиозных традиций, тогда как неверие предполагает отрицание самой возможности чудес. Все эти расхожие мнения могут быть оспорены.
Конфуций
В Древнем мире вера в чудеса отнюдь не была всеобщей. Совсем не все религиозные традиции считают чудеса непременным атрибутом веры и святости. Основатели трех мировых религий – Конфуций, Будда и Магомет – к чудесам относились скептически или пренебрежительно[1], даже если впоследствии рассказы об их собственной жизни обрастали чудесными подробностями.
Будда
С другой стороны, отрицание возможности чуда вовсе не является непременным спутником атеизма или агностицизма. В наш просвещенный век, нередко обозначаемый как век научно-технического прогресса, вера в чудеса распространена как никогда широко, в том числе среди людей безрелигиозных. На этой вере делают свой бизнес многочисленные экстрасенсы и целители, ведуны и колдуны, специалисты по предсказанию будущего и по снятию «порчи», нередко оперирующие сверхъестественными силами, природу которых не знают ни они сами, ни их клиенты. Эта вера, с которой ведет жесткую борьбу Церковь, является причиной популярности гороскопов, гаданий, различного рода суеверий, вполне уживающихся с атеистическим мировоззрением.