к его производству и к его продукту, а равно и то отношение, в котором сам он находится к этим другим людям…»
[68]), упоминались все реже, зато широко тиражировалась идея марксизма-ленинизма о решающей роли сознательного меньшинства в социальных преобразованиях. Слова из коммунистического манифеста Маркса-Энгельса: «…Уничтожение этих отношений буржуазия называет упразднением личности и свободы! ‹…› Действительно, речь идет об упразднении буржуазной личности, буржуазной самостоятельности и буржуазной свободы…»,
[69] – обернулись в Советском Союзе потерей всех личностных свобод. Получилась система, которую мы можем видеть на рисунке 4, – пирамида А. При этом выбор позиции «мы» как раз сохранялся и был жизненно важен. «Мы» – т. е. те, которые равны, но есть же еще иные, те, которые не «мы», не «товарищи» и уж точно не равны. И каждый раз, когда какая-то новая группа людей вокруг тебя оказывается вычеркнута из числа «мы», приходится заново пересматривать решение: а ты-то с кем составляешь свое «мы»? Есть ситуации фактически не выборные, когда из «мы» вычеркивают каких-нибудь незнакомцев, о которых ты лишь условно предполагал, что они включены в «мы», например, каких-то малоизвестных поэтов или прочих изначально «недосвоих». А когда соседа, с которым ты дружишь с детства? Отца? Сына? И выбор был не униполярным, как это может представиться: «враг народа – коммунист»; фактически выбор всегда был сложнее. Например, попытаться отстоять «свойскость» дорогого тебе человека, не выводить его из мы, самому оставаясь с большинством, – к примеру написать письмо товарищу Сталину. Да и само представление о мире, в котором как эллементы более или менее повседневной реальности фигурировали различные разведки, буржуи, троцкисты и прочие силы желающие тебя завербовать, т. е. предлагающее тебе иное, негодное, хоть и соблазнительное «мы», предполагает, что «мы» – то как раз выбирается из крайне многих. Выбрать «мы – шпионы Ватикана», конечно, представляется страшным и аморальным, но теоретически возможным, тогда как представить какой-то иной образ мира, кроме как «нынешний устроенный по социалистическим нормам», «прекрасный мир коммунизма будущего» и «прогнивший мир Запада» просто невозможно.
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R8hY5zRqgAkOONBtA0btpxuIBJ6UFEEZuNDnOhBZAQSg78vj+xBl0zQbB2ndAQSqGSOheZTYLO4PtQchjQGgAWCxBlBN36hnhdpCCiDxvm5UGHkC8zbYXtZH8TwFph8zs2Ea5YfOPJR+45npmHFVUEnrLZFpfjV07idcGv9T7yud5QgIJUvcd4naUFUBAQSpeGfEdKCqAgIJ0/DOc6UFEBAQSpeGfEdKCqAgIJUvC9btJQVQEBBOm4QznSUFEBAQTp+CM50lBRAQEEqU/wG+vSgqgICCVLwGZkFUBAKDSHhNQboCAgICAgICAgICAgICAgICAgIBIAtOAIIiUvc5sfu2WuPp6EFGxtGE9p3SUGJuC/wnQgQ8JmYIN0EZuNDnOhBZBq+VjMBwuyNGNBx4WySOltOozWxZcSDkMjYwWNFiDSq/TvzIKN7ozIMoJu/UM8LtIQUQfOvO6pB5N+naePUxMNmLAbfsWuGOLv9vj/k+UPDeXutTcz8rvadXfwzRG0W9J+xXnjSW3Pb2+b7zqVHzB8P4rneUalR8wfD+KBqVHzB8P4oJUzZ9Q/xB3ne76c6CupUfMHw/igalR8wfD+KBqVHzB8P4oJU7J92bJB3j7vpzoK6lR8wfD+KBqVHzB8P4oGpUfMHw/ignAyfUNkgxn3fxQU1Kj5g+H8UDUqPmD4fxQNSo+YPh/FBKnZOYzZIO8fd9OdBXUqPmD4fxQNSo+YPh/FA1Kj5g+H8UE6dk+6Fkgxn3fTnQU1Kj5g+H8UDUqPmD4fxQNSo+YPh/FBOnZPuhZIMZ930n0oKalR8wfD+KBqVHzB8P4oGpUfMHw/ignAyfdCyQZfd9J9KCmpUfMHw/igalR8wfD+KBqVHzB8P4oJ0zJ9w3+IMvu+nOgpqVHzB8P4oGpUfMHw/igalR8wfD+KCdMyfcMskGLZ/FBTUqPmD4fxQNSo+YPh/FALKizDIPh/FBtBghaPQg3QEBAQEBAQEBAQEBAQEBAQEC1BoZCTYwW+nIgCPDa/tO9iDWLjy5xoQVQaTcF/hOhAh4TMwQboITua2WIuIGE6EG1s0nd7DOnKUGzImsxC05ScaDWDvy+JBVBKq/TvzIKN7ozIMoOPJK0VLA3tO1XYBnCDcxPfxDg2G4vWg+bedTmmjuWjGDe1hcQOhjCtsPi9H2+PNP9Lxlyu+mquTaoYm1LoyfEXBXr5ZhrgjXHaH6BXM8kQEEaXuO8TtKCyAgIJUvDPiOlBVAQEE6fuHOdKCiAgIJUvDPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ03BGc6SgogICCdNwGftlQUQEBBKl4DMyCqAgHEg0h4TUG6AgICAgICAgICAgICAgICDQyC2xvaPoQSmD7Y9Y4C4WtGJByAAMAQEEYuPN6tCCyDSbhP8J0IEZDYWlxsAAQamR7+EMG27F6kE3xATwl3adacJzIOSgIJQd6XxoKoJ1ItgfmQZMrGNFuMjABjQa2Syd7+G3ZGMoMajWVDA0WDVdpCCyD5Z5tuMvMvL1NjAbPKRmFi3xcpels+GO8vGyndctcu1YwbivYbf+rYrU8Wmz4xaPg/QjXBzQ4YiLR61zPJZQEEaXuO8TtKCyAgIJUvDPiOlBVAQEE6fuHOdKCiAgIJUvDPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ03BGc6SgogICCdNwGftlQUQEBBKl4DMyCqAgHEg0h4TUG6AgICAgICAgICAgICAg1dI1vpPQMaDRmtM0Od2Wn3cqCgaGiwCwdCCdR3ovGEFUBBGLjzZxoQWQQmm1o3iMa2A2u90YEGYIrY2OkOubBZ0BBZBKXjw5zoQVQEEoO9L40G75GMFrjYghO+WSF5b2GWYzjQWiia1oIwmzCTjQboJO/Us8LtIQVQfJ+f3mfzHoYslNQSPza1q3p5Jent+G3tLylcwny2p5Bjhl3nVJarY1tjP16T0fersmEt3UsoNuvDG7raCueebzLxpaXJUKiCNL3HeJ2lBZAQEEqXhnxHSgqgICCdP3DnOlBRAQEEqXhnxHSgqgICCVLwvW7SUFUBAQTpuEM50lBRAQEE6bgjOdJQUQEBBKm4Df2yoKoCAgnTcBmZBRAQDiQaQ8JqDdAQEBAQEBAQEBAQEGHPa3GfUg0/iv/ACNydKDbUa1psGGzCUGtPwW5kFEEp+9H4ggqgIOMyUCeUNGs4kYsWLKgoInvNspwbAxINpQGwvAFg1TgGZBmHhMzBBsglLxos50IKoMOc1otcbAg40L5Hul3Ywa3eP3ILMhaMLu07pKDFVwH5kFG90ZkGUEnfqWeF2kIKoPkHMD2z+aF5OximoGx+sgldFfI9SnDb/OXS7p03llJHq2gRyEep5U05o2k/XD6zybWTVHKl0zBmtrU0dptGQWfYsL83FuY0yW+bu95UfKHxBVYm8qPle0IJUz59Q2Re87KOlBXXqPlD4ggbyo+UPiCBr1HyvaEEqd8+7NkY7x94dKCu8qPlD4gga9R8r2hA15/l+0IJwvn1MEQxn3ggpvKj5Q+IIG8qPlD4ggbyo+UOsIJU7592bIx3j7w6UFd5UfKHxBA3lR8ofEEDXn+X7QglTPn3QsiGM+8OlBXeT/L9oQN5UfK9oQNeo+UPiCCdO+fdCyMYzlHSUFN5UfKHxBA3lR8ofEEDXqPle0IJwPn3QsjGXKOkoKbyo+UPiCBvKj5Q+IIG8qPlD4gglTPn3Lf4XTlHSgrvKj5Q+IIG8n+X7Qgbyo+UPiCCVM+fcMsjybQQV3k/wAv2hA3k/y/aEGDJUfKHWEG8PCbmzoN0BAQEBAQEBAQEGC4AWk2INdZz+7gG0UE42gVDwcOAEEoLoMO7pzINKfgszIKIJVHei8YQbPlY02Y3n3RjQaaksneOozZGP1lAga1ssoAswjQgsg0m4L/AAnQgQ8JmYIN0EZeNF69CDJmc42RDWO17qA2G060h1ndGQepAg78viQVQSqv078yCje6MyDKCMrmtqGFxs7LvsQLZZMQ1G9JxlB8hjsm585pnB1hGN0D0arAuj8sPWvwwVRuSETcgui2optJUV5wwwTpaHuvKiff8hXWbbTGx0Z/suIVMsfUz30aZZewGJZuQQRpe47xO0oLICAglS8M+I6UFUBAQTp+4c50oKICAglS8M+I6UFUBAQSpeF63aSgqgICCdNwhnOkoKICAgnTcEZzpKCiAgIJ03AZ+2VBRAQEEqXgMzIKoCAcSDSHhNQboCAgICAgICAg1leWttGO2zCgw2MW2uOsfSg3QSb+qf4Qgqgw7unMg0p+C3Mg2fIxgtccyDjzGWR0X923WxnvIOQyNjB2RnOVBsgjFx5vVoQWQaTcF/hOhAh4TMwQYdMAdVg13dAyZ0EpY3Omi3htwnsjFiQckAAWAWDoQEEoO9L40FUE6ngPzINgQ1gJNgsQab17+EMG2cSCYhDaljj2naru0c4QclB8V5bdv7y5nqse8qpm2+hosXTbyw9jc8KVj+lyuUI95yjCzbZKPaVWHHjnSYei8lpLeT3QnHT1c8f/ABKubzLe410yfY98snCII0vcd4naUFkBAQSpeGfEdKCqAgIJ0/cOc6UFEBAQSpeGfEdKCqAgIJUvC9btJQVQEBBOm4QznSUFEBAQTpuCM50lBRAQEE6bgM/bKgogICCVLwGZkFUBAOJBpDwmoN0BAQEBAQEBAQTn7o8Q0oKICCTf1T/CEFUGsjmtYS42CzGUEIHSOhaGDVbZ3nfYEFmQtbhxuONxxoNKjvReMILICCMXHm9WhBZBKplY2N4xuLTY0Y8SDSJkj42a51W2Dsj7UF2sa0WNFgQSm40Oc6EFkBBKDvS+NBVBx6mXWieIxrGzHkCDdkNtjpDrOwZupBVBN36hnhd9iDM793BJJsNLuoWomI4vi/Ivbua8qj+YqKh9voJK6cnOPk9becLRHwdhyRh5Zox/zB1uKpDjq7PyafqR39SHBuK4uA9Dxambm29wjyz8H0hYvOEEaXuO8TtKCyAgIJUvDPiOlBVAQEE6fuHOdKCiAgIJUvDPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ03BGc6SgogICCdNwGftlQUQEBBKl4DMyCqAgHEg0h4TUG6AgICAgICAgIJz90eIaUFEBBEECpeTgGqEGTMX4Ihb0uOJA3IsLnnXfZjOLqQZpuAzMgogjUd6LxhBZAQQbIxk0pJxkaEGf40n/AIbPaUGXxsZC/V6Dhy4kG8PCZmCDZBGbjQ5zoQWQEHGjlDXyhvadrHAEFBE95tlOZoxIFSAKd4GDAgo3ujMgygk79Qzwu0hBxb9nEFy18xNmpTyH/hKmvNfFH1R83yfkWPU5OY445WyPNv5rV05Ob09353K5IeBy3SW2nv8A75Wbkjk5nljK2Dm3malsNjnRTgAdOBM3KG+8446S+mfUM2XdRWLzT6hnQ7qKCVNUM1Hdl3edkPSgr9SzZd1FA+pZsu6igfUs2XdRQSp6hgYcDu8fdPSgr9SzZd1FA+pZsu6igfUM2XdRQTgqGBmJ2M5Cgp9SzZd1FA+pZsu6igfUs2XdRQSp6hm7OB3eOQ9KCv1LNl3UUD6lmy7qKB9SzZd1FBKmqGbrE7Gch6UFfqGbLuooH1LNl3UUD6hmy7qKCdPUMEQwOxnIekoKfUs2XdRQPqWbLuooH1DNl3UUE4KhgiHZdlyHpKCn1LNl3UUD6lmy7qKB9SzZd1FBKmqGbluB2XIelBX6lmy7qKB9SzZd1FA+pZsu6iglTVDBAzA7F0FBX6lmy7qKB9SzZd1FBg1LOh3UUG8BtiafQg3QEBAQEBAQEBBOfujxDSgogk6ca2qwa7vRiGdBJkRdUuMh1jqjsjEg5QAAwBBh3dOZBpT8FmZBRBGo78Pj+xBVzmtFrjYEEt5LJwxqt2z9gQawRtbPKe860YTjxIOQg0m4L/CdCBDwmZgg3QRm40Oc6EG75mNNmNxxNGNBrqyyd/sN2Rj60GKZrWmUNAA1siCyCVV+nfmQUb3RmQZQRkP8duGzsu+xB0HP1YIeTL5kZhLaZ41smGwK1I+qHRtY1y1h4rlqn3fKtK04T9PbZnat7c3XuZ1yS15I/wBM0n9v98qjnrycnkx4p/NG8YsQqqJrx6S1wU38kOjcccFZ+L6msHmCCVN3HeJ2lBVAQEEqbhnxHSgqgICCdP3DnOlBRAQEEqXhnxHSgqgICCVLwvW7SUFUBAQTp+EM50lBRAQEE6fgjOdJQUQEBBOm4DP2yoKICAglS8BmZBVAQDiQaQ8JqDdAQEBAQEBAQEE6g2R22EkEWAZ0GNSSTiGwbI+1BRrWtFjRYEE2/qn+EIKoMO7pzINKfgtzIKEgYTgQcWeUvdGIxb2u8cQQWbCLdZ513dJxDMEFEEYuPNnGhBZBpNwX+E6ECHhMzBBl8jGDtH1ZUHGlMsk0X92202HKcCDksja3EMOU5UGyCUHel8aCqCVV+nfmQUb3RmQaOmGtqN7T+gZEEXRufUM3pt7LuwMWMY0HlfN6bc8g3g1uDfbuEDxOC1xR9Ts2Ea5YdLQx7q5ImWd2ms/4Vaea+SdbS4PJP+maT+3++VEM68m93O+n817tfi+qo5YznAtV58kuq3HbTHSX1kYlzPKEEqbuO8TtKCqAgIJUvDPiOlBVAQEE6fuHOdKCiAgIJUvDPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ03BGc6SgogICCdNwGftlQUQEBBKl4DMyCqAgHEg0h4TUG6AgICAgICAgIJz90eIaUFEBBJv6p/hCCqDDu6cyCEM38JrWDXd6MQ9aDcRF2GU635RiQYnAtiH5wgsgIIxceb1aEFkE6hwEL7TYNU6EE43yPjYIxqtsFrz9iCrImtOtjdlccaDSbjQ5zoQWQEEoO/L40FUEKuVghe0m1xGIY0GWtlkaNfsNs7oxnOgq1jWixosQTd+oZ4XfYg8H51Sf/1SmpveqK6BoHSASStcPN3+3R/ya/BJzdShLdmEj/hVlZ5up5J/0zSf2/3yohWvJpeLtxz7ytUg2B8zoSfGFePLLqpxxXh9fXNDyhBKl7jvE7SgqgICCVLwz4jpQVQEBBOn7hznSgogICCVLwz4jpQVQEBBKl4XrdpKCqAgIJ03CGc6SgogICCdNwRnOkoKICAgnTcBn7ZUFEBAQSpeAzMgqgIBxINIeE1BugICAgICAgICCc/dHiGlBRAQRb+qf4Qg2fMxp1RhdsjGg1MckjTvDY2zuN+9Bmla0QMAFgsQVQRqO9F4wgsgIIx2CaUnALRh9SDO+c7BELelxxINZIf4T3POu6w48WLoQVi4TMwQbIIy8aHOdCCyAghG9rHSlxxvwDKg2/iyYuwz2oNZo2sgeQMNmE5UFm90ZkGUEnfqGeF32IPnXnG4vdy7S28Wu1rPQxoK2w+L0dhGnfPSF6j9PL0CNw9iMnTclFv+WaTCAe3gt/OURXk4vOLxBW3BWAj+BeERt9BKvTlLs2vGLR1h9kEkdneHWFzPIN5HtDrCCVNJHqO7Q7zso6UFd5HtDrCBvI9odYQN5HtDrCCVNJHuz2gO0cvpQV3ke0OsIG8j2h1hA3ke0OsIJwSM1Da4DCco6UFN7HtjrCBvI9odYQN5HtDrCCVNJHuz2h3jlHSgrvI9odYQN5HtDrCBvI9odYQSppI913xjdlHSgrvI9odYQN5HtDrCBvI9odYQTp5IxEO0MZyjpKCm8j2h1hA3ke0OsIG8j2h1hBOnkj3Q7QxnKOkoKbyPaHWEDeR7Y6wgbyPaHWEEqaSPcN7Yy5R0oK7yPaHWEDeR7Q6wgbyPaHWEEqWRm4Za4DB0hBXeR7Q6wgbyPaHWEAyx7Q6wgxBwm4bcCDdAQEBAQEBAQEE5+6PENKCiDV8jGYzhyDKg47RLJUOt7DS0YMpwoOQyNjBY0WelBl3dOZBpT8FuZBRBGo70XjCCyCbpwTqxjXd7OtBKKIumkMptNosaMQwIOSABgGJBpNwX+E6ECHhMzBBugjLxoc50IKOe1gtcQB0lBpvJJMEY1W7Z+wINKWNrXyk4Xa3eONByEEqr9O/Mgo3ujMgygk8/4hnhd9iD5p5nSGbnLlmlxhm9mLR1fYt8Xll6ey4Yry5dSHGnl1jYNR2AZlDB1HJLW/5ZpMA9/wDfKQivJxPMONouFs4AtgqIpM1jgr4+ejr2fnn5PsFMIZaaKXVaddjXW2dItXNLyrRpKm5i2G9SISpoYtR3Yb3nZPSgruYdhvUgbmLYb1BA3MWw3qCCVNFEYz2G945PSgruYthvUEDcw7DeoIG5h2G9QQTgii3Z7DcZyDpQU3MOw3qCBuYthvUEDcxbDeoIJU0URjPYb3jk9KCu5i2G9QQNzFsN6ggbmHYb1IJU0MO67jcZyelBXcxbDeoIG5i2G9QQZ3MWw3qCCVPDEYh2G4zkHSUFNzDsN6ggbmLYb1BA3MWw3qCCdPFEYR2G4zkHSUFNzDsN6ggbmHYb1BA3MOw3qCCdNDFuW9hvUOlBTcxbDeoIG5i2G9QQNzFsN6ggnTQxbhnYGLoCCm5i2G9SBuYthvUEAwxWdxvUECDBE0dAQboCAgICAgICAgnUENjtJsAI0oMa0sh7I1GbRx+pBsyJjcON2VxxoNW/qn+EIKoMO7pzINKfgszIKIOPUytD4gO07W7oQb6kkmGQ6rdgfaUFGta0WAWBBKLjzZxoQWQaTcF/hOhAh4TMwQbkgC04Ag4sspdNEIxacPaOLEgs2EW6zzru6TkQUQSg78vjQVQSqv078yCje6MyDD5GMFrjZ6MqDju3kk7MbG6rs5whB805v1ZfNK7oRipqJzjnc4renkept40wTPxdlUfp5fA7Qoc7puSP9M0n9v8AfKIrya89Rb3lOvFlpawP+E2q1Obo2s6ZIfSuV59/y3dc1tu8pYXE52BY2jSZcOeNL2j4y7RVZI0vcd4naUFkBAQSpeGfEdKCqAgIJ0/cOc6UFEBAQSpeGfEdKCqAgIJUvC9btJQVQEBBOm4QznSUFEBAQTpuCM50lBRAQEE6bgM/bKgogICCVLwGZkFUBAOJBpDwmoN0BAQEBAQEBAQTn7g8Q0oKICCTf1T/AAhBVBh3dOZBKORrIGW47MAyoM2TSY+wzoylBrKxrDFqiw6wwoLoCCMXHm9WhBZBpNwn+E6EE45v4bWsGs6wZhnQbCJzsMjrfyjEgxKLJobOk6EFkBBKDvS+NBVBKqLRTvtNgsQYa+SQAMGq2zC8/YEG7IWNOse07aONBq79Qzwu+xB8rvJ31HmxeT8YpqSJmYkWroiNKPUrGm3j4y7Wo4EvgdoUaOd0/JP+maT+3++VCK8nM5hh31w3hFj1oH6FavNthnS8PT+WdSajka53226sAZb4CW/Yssnmlhva6ZbPUjEqOVGl7jvE7SgsgICCVLwz4jpQVQEBBOn7hznSgogICCVLwz4jpQVQEBBKl4XrdpKCqAgIJ03CGc6SgogICCdNwRnOkoKICAgnTcBn7ZUFEBAQSpeAzMgqgIBxINIeE1BugICAgICAgICCc/dHiGlBRAQSb+qf4Qgo97Wi1xsQSc6WRp1ewyzvHGfUgUkTGxNIwkjCTjQWQRqO9F4wgsgIIxceb1aEG75mtNg7TugIJyskfE8vOqLD2BmylBSBrREwNFgsCDdBGbjQ5zoQWQEEYSA6UnANdBkzOcbI22/mOJBOeEbl7nnXdZlxDMg5De6MyDKCT+O3wu+xB8loHGo8wOZ6nHqSMhH9kLp/LD1skaYaR9ru5/08vpY7QquV0/JIP+WaT+3++VEIrydxUx69PNHkdG5uLpCmJ4r1n6ocnycm1+SIIjjp5porOiyRx+1Vyx9R7hH/AC/OHuxiWThSpu47xO0oKoCAglTcM+I6UFUBAQTp+4c50oKICAglTD+GfEdKCqAgIJUvC9btJQVQEBBOn4QznSUFEBAQTp+CM50lBRAQEE6bgN9elBRAQEEqXgMzIKoCAcSDSHhtQboCAgICAgICAgnP3R4hpQUQCQBaTYEHFbI59TIIx7o7RxILthANrjrO6Sg2d3TmQaU/BZmQUQRqO9F4wgsg1fKxgwnDkAxoONGJJZZbbY22jB72JBymMawWNFiDWbgv8J0IMw8JmYINkEZuNDnOhBZBJ04t1Yxru9GLrQSgi13ymQ61j+6MWJBygABYEEqn9O/Mgo3ujMgygk82TtP5XfYg+P8AKb2zXnzFV5Jq+Sw+gFdNuUQ9bcRpWsfB385caeWzAAx2H1KrldRyS0Hlqkwn3/3yohFeTvAwHBaTbgxqUo+TgH9NvikJcPp7xlAsOR2FRm5w09w42rP9L6GIBtv+JYvPSpoRqO7b+873vSgruBtv+JA3I23/ABIG4G2/rQSpoRuz2394+96UFdyNt/xIG4G2/wCJA3A23/EgnBCNTvvxn3kFNyNt/wASBuRtv+JA3A23/EglTQjd99/ePvelBXcjbf8AEgbkbb/iQNyNt/WglTQDdd9+N3velBXcDbf8SBuBtv8AiQNwNt/WgnTwjdDtvxn3vSUFNyNt/wASBuBtv+JA3A23/EgnTwjdA678vvekoKbkbb/iQNwNt/xIG4G2/wCJBKmhG4b235fe9KCu5G2/4kDcjbf8SBuBtv8AiQSpoAYGdt+LaQV3I23/ABIG5G2/4kGDANt59aDaDBE0IN0BAQEBAQEBAQTn7g8Q0oMGa06sY1z05B60AQknWkOsejIEBn6l4/KEFUGHd05kGlPwW5kFEEalzWmMuNgDggzrSyd0ajdo4+pBtHCxmHG7K44Sg0is383q0ILINJuC/wAJ0IEPBZmCDdBx6iRomis7TgT2RjxINt3JJhkNg2G/aUFWta0WNFg9CCUHfl8aCyCdT+nfmQbt7ozIMkgC04kHDqKjtFzMIZG8lxxCxITEcXyPy+ZrXPPUuFpqKqV//Euq/OHq7vzRHweln/Ty5f4btCo5XTck/wCmaT+3++VEIryd63GLFKXE8q3brmHmmk6KiOUDxtKjLyiWu940pL6UMSxecjS9x3idpQWQEBBKl4Z8R0oKoCAgnT9w5zpQUQEBBKl4Z8R0oKoCAglS8L1u0lBVAQEE6bhDOdJQUQEBBOm4IznSUFEBAQTpuAz9sqCiAgIJUvAZmQVQEA4kGkPCag3QEBAQEBAQEBBOoAMYBxFw0oNw0DAMA6EGUEm/qn+EIKoMO7pzINIXAQNJNgAxoMb178EbcG27AEE5YgHxOd2na2MoOSgIIxceb1aEFkGk3Bf4ToQaskYyJgOOwWAY0DVmkxnds6B3kGjo2RyxBostJw5cSDkICCUHel8aCqCdTwH5kGN8DY2Ma7vYM5QBC5+GV1v5RiQdfzFKKe6q6UYBHSTuszNVqxxaYo1vEfF8z5BiLOVKM5ZNZ/WbV0X5vQ3U65Jd9P8AppfA7QqOd03JP+maT+3++VEIryd5htRLgcjP3HmTfUGIVNLFKB4cH2qcnlhtueOGvwl9OaCGi3GsHmp03cd4naUFUBAQSpeGfEdKCqAgIJ0/cOc6UFEBAQSpeGfEdKCqAgIJUvC9btJQVQEBBOm4QznSUFEBAQTpuCM50lBRAQEE6bgM/bKgogICCVLwGZkFUBAOJBpDwmoN0BAQEBAQEBAQTn7o8Q0oKICCTf1T/CEFbQgk+a0ERjXNhtOQetBpTw2xMdIdY5BkQchBKo70XjCCqAgjFx5s40IKve1gtcbAghK+WSF+qNRuqe0cZwdCDeniY2NpGEkC0nGgqgjNxoc50ILICCUHfl8aDZ8zWmwdp2RoQRqGyOheZDY2zuD7UF42taxoAsFmJBsg8x5h1Jp+Ub2lxH6SRg/tEN+1Xpzh0bSNctY+LyfKsO55cu+OzCIWmzOFtfm6dxP1y585/wANL4HaCqsnT8kkf5ZpP7f75UQivJ3qlLqblf8AT+a1MTgFXQPbb0lhCm3lb3jXBPwl9VGJc7zEqbuO8TtKCqAgIJU3DPiOlBVAQEE6fuHOdKCiAgIJU3DPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ03BGc6SgogICCdNwG/tlQUQEBBKl4DMyCqAgHEg0h4TUG6AgICAgICAgIJz90eIaUFEBBxjKBUva0aztUYB9qCgie/DKcGwMSChaGsIAsFmJBpT8FuZBRBKfvR+IIKoBIAtJsCDiRyPfNNuhgtHbOLFkQXZCAdZx1n7RQZm4L/CdCBDwmZgg3QRm40Oc6EFkGr5GtxnDkGUoOPCJJHS+40uwjKg5DI2MFjR68qDSq/TvzIKN7ozIMoPD+cE+65JrBbhlMcQHTrSNWmKPqdewjXLH2uvu6LdXdSx4tSJos9S0nm0yTraW87v4EwGE6jtBUKOm5JDzy1SEGzv5PzlQivJ3lj+n2KUuknc6DzE5Zn1gDLvYCbOkW2Kfyy6a8cNofVw2o+YLMy53lJ0zKnUP8Rvedk9KCupU/MHUgalT8wdSBqVPzB1IJU7ajdmyQd45PSgrqVPzB1IGpU/MHUgalT8wdSCcDKjUwSDGciCmpU/MHUgalT8wdSBqVPzB1IJU7ajd8Qd45PSgrqVPzB1IGpU/MHUgalT8wdSCVO2pMQ/iDGcnpQV1Kn5g6kDUqfmDqQY1Kn5g6kE6dtTuh/EbjOT0oK6lT8wdSBqVPzB1IMalT8wdSCdOyp3Q/iDLk9JQV1Kn5g6kDUqfmDqQNSp+YOpBKmZUblvbGXJ6UFdSp+YOpA1Kn5g6kDUqfmDqQSpmVG4ZY8AWdCCupU/MHUgalT8wdSDBZU/MHUg3ht3TbTabMJQboCAgICAgICAgnP3R4hpQbPlY02Y3bIwlBpqyyd/sN2RjszoNYmtZUPa0WDVCC6DDu6cyDSm4DP2yoKII1Hei8YQZdKTgjGuenJ1oDYSTrSnWd0ZAgxFxpejBg9SCyDSbgv8ACdCBDwmZgg3QQqHNbLCXEAWnHmQba0sndGo3aOMoNo4Ws9JONxwlBrB35fGgqgnU8B+ZBu3ujMgyUHzrzrmb/QaGmBtdUVsTC0Y7Adb7Frh5u/26PrmfhLdkZ1GhxsDQBYMyt4q66tZgBTS+B2D1FEOn5I/0zSf2/wB8qEV5O9Uped5mduL55aq8Qir2sJ8eBWryl1bfjW8fB9hGJczyUqbuO8TtKCqAgIJUvDPiOlBVAQEE6fuHOdKCiAgIJUvDPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ03BGc6SgogICCdNwGftlQUQEBBKl4DMyCqAgHEg0h4TUG6AgICAgICAgIJ1AtjstItIwjOg2ZExndGHpyoNkEm/qn+EIKoMO7pzINKfgtzID5mg6re2/ZCCM0b3OiMp7Ot3RiQcoAAWAWBAQRi483q0ILINJuC/wnQgRECFhJsFgQa71z8EQwbZxIJuiAniLiXutOE5siDkoCCUHel8aCqCdTwH5kGXSMY0axw4MGVBpZK8YewzoyoPnHm61rqvlmkb/eVpeRlIa1bYfF6OwjSLz8HPNlvotUsvFGf9PN/y3aCg6fkn/TNJ/b/fKiEV5O9Upea58JZddLUj/ta2nk6nYVani6tpP1THwfYYHa8Eb9poPWLVzPKnm1pu47xO0ohVAQEEqXhnxHSgqgICCdP3DnOlBRAQEEqXhnxHSgqgICCVLwvW7SUFUBAQTpuEM50lBRAQEE6bgjOdJQUQEBBOm4DP2yoKICAglS8BmZBVAQDiQaQ8JqDdAQEBAQEBAQEE5+6PENKCiAgk39U/whBVBpLK1jSDhNmADGgjAyWSFocdRtmIY+tByGMawWNFgQSqMcXjCCyAgjFx5s40ILIITy60bwwa2A2nIMCBDDaxjpDrGwWDIEF0EpePDnOhBVAQSg70vjQUc5rRa42BBx53ySQv1ewyzvHGcyCsUTGgEYXEYXHCUFDiQfMfMl2+535ZpfltnmPUAt8Xll6e04Yrz8nOONGCc/6aXwO0FQOn5J/0zSf2/wB8pCK8neqUvP8APsZfynXkDDGGyD+y4FWp5nRtJ/5IfUrknFRc1DMDaJII3W52hc883nZY0tMfFyKbuO8TtKhRVAQEEqXhnxHSgqgICCdP3DnOlBRAQEEqXhnxHSgqgICCVLwvW7SUFUBAQTpuEM50lBRAQEE6bgjOdJQUQEBBOm4DP2yoKICAgnTcBmZBRAQDiQaQ8JqDdAQEBAQEBAQEE5+6PENKCiAggXtZUOLj7osCDY72TF/Db05SgyImsY6zCbDa440Cn4LMyCiCU/ej8QQVQEHGbK0TygDWdaOyMyCgie/DIbBsDF60G0oAgeALAGnB6kCHhMzBBuglLx4c50IKoBIAtJsHSUHFhke58ojFo1+8cSCzYWg6zjrO6TkzIMVX6d+ZBRvdGZBk4kHyvm07/wA1aOPGKWgL/jJC3p5Xp4OG3n5u1RglUECCS3GWOwepQOm5KLv8s0lg28v5yiK8nd2u2fapS67mWF0/L15R6vegfYbegWqa82uCdLw9f5f1UlRyXc0oZbbTMBNuVuBZZPNLl3UaZLfN3dM+UMdZH7zsvpVGCu8m+X7UDeTfL9qAHy/L9qCVO+bdn+H7xy+lBXeTfL9qBvJvl+1A15vl+1BOB8u7wR5TlQU3k3y/agbyb5ftQN5N8v2oJ0z5d3w/eOX0oKbyb5ftQN5N8v2oGvL8v2oJUz5d1w8rsvpQV3k3y/agbyb5ftQNeb5ftQTp3zbofw8py+koKbyb5ftQN5N8v2oGvN8v2oJwPl3Qsj6cvpKCm8m+X7UDeTfL9qBvJvl+1BKmfLuW/wAPpy+lBXeTfL9qBvJvl+1A3k3y/aglTPl3DLI8nSgrvJvl+1A3k3y/agF8tnD9qDMHCbbjszoN0BAQEBAQEBAQTn7o8Q0oN3Oa0Wk2BBLePk4YsG2fsCDWKJral5NrnaotcUHIQYd3TmQaU/BZmQUQRqMcXjCDeSVjMBwuOJoxoNNWWTvHUbsjGc6DEDGslla0WC0aEF0Gk3Bf4ToQIeEzMEG6CM3GiznQgy6Yk6sQ1nZTk60AQknWldrHIMgQYp+9L40FkEqr9O/Mgo3ujMgycSD5JXSb7zVvZ5OCnpIorei02/auiPI9WOG3r8Zd1a493sjpUOZpMAKeXp1HWn1IOn5J/wBNUn9v98qIRXk71SlGsjEtHUREW68T2j1tKQtWdNPm7Dygn3nIdA0/3DpIfgeQqZfNKu//AMsvX0vDd43aVm41kBAQSpeGfEdKCqAgIJ0/cOc6UFEBAQSpeGfEdKCqAgIJUvC9btJQVQEBBOm4QznSUFEBAQTpuCM50lBRAQEE6bgM/bKgogICCVLwGZkFUBAOJBpDwmoN0BAQEBAQEBAQSqdbd9nHaLLc6DLYcOs867vTi6kFEEW/qn+EILIMO7pzINKfgtzINnyMYLXGxBx5nSSGKwFjS4YcqDkMjYwYBhyk4Sg2QRi483q0ILINJuC/wnQgQ8JmYIMPmAOq0a7ugfagjLG980O9OC09kYsWVByWtaBY0WDoCDKCUHel8aCqCdTwH5kG4cAwEmwWY0EzK5+CMYMrzgCD5HdjhUc98z1BOtZM2IHwgLpnyw9bJww0h6JVcqc/6aXwO0IOm5J/0zSf2/3yohFeTvVKWALTZ04OtEseTL7LgrqU46avnaR6HOtVc3Nb3DzRPwe7pOG7xu0rJwLICAglS8M+I6UFUBAQTp+4c50oKICAglS8M+I6UFUBAQSpeF63aSgqgICCdNwhnOkoKICAgnTcEZzpKCiAgIJ03AZ+2VBRAQEEqXgMzIKoCAcSDSHhNQboCAgICAgICAgnP3B4hpQUQEEm/qn+EIKoNZHNDCSbBZjQQgfI+FojGqNpyCrIWh2se07aKDFR3ovGEFUBBGLjzerQgsglUysbE8YyQcAx4kGsTZHxt1jqNsFjRj9ZQWYxrRY0WIJTcaHOdCCyAglB3pfGgqg49TMDE9sY1nWYTkCDdkVoDpDrGzFkGZBU4BmQfGeUHb6uv2q+deEwB9DTYum3g9fdcqx/S9OquROo/Ty+B2hB03JP+maT+3++VCK8neqUgwOB6CEIQ8p3GK8uaKPFu61sjR6HtUZfBpvY+mk/0voFLwz4naVi89ZAQEEqXhnxHSgqgICCdP3DnOlBRAQEEqXhnxHSgqgICCVLwvW7SUFUBAQTpuEM50lBRAQEE6bgjOdJQUQEBBOm4DP2yoKICAglS8BmZBVAQDiQaQ8JqDdAQEBAQEBAQEE5+6PENKCiAgiCBUvJwDVGFBkyucbIhb+Y4ggxucBdIdZ1nqHqQbUxtgZmQUQRqO9F40FkBBBr2MmlLjZaRZ6cCDa2aTF/Db0nGgPiYyGSwYS02k48SDaHhMzBBugjNxoc50ILICDjRyhr5WtGs4uxBBTdPfxTg2Bi9aBUACmeALBZkQUb3RmQTq37ulmkxakbnW5gSkJrHF8d8vxrXO+fLUVM8hPTa5dN+b1d35tPg9QquVKoI+nlJxajtCDpeSpGjlqkHjyfnKhFeTvN4309RRJvG+nqKDhcgzCDzA5ihJNk8ME4ABzFTk8sNt1xw1n7H0WlqIxG4HW7zvdd05lg81X6mL83wu+5A+pi/N8LvuQPqYvzfC77kEqeoiEZ73ePuu6cyCv1MX5vhd9yB9TF+b4XfcgfUxfm+F33IJwVEWp72M+677kFPqYvzfC77kD6mL83wu+5A+pi/N8LvuQSpqiIRnvd4+67pzIK/Uxfm+F33IH1MX5vhd9yB9TF+b4XfcglTVMQi97Gfdd05kFfqYvzfC77kD6mL83wu+5A+pi/N8LvuQTp6iIRDvYz7ruk+hBT6mL83wu+5A+pi/N8LvuQPqYvzfC77kE6epi3Q72X3XdJ9CCn1MX5vhd9yB9TF+b4XfcgfUxfm+F33IJ01RFuW97L7runMgp9TF+b4XfcgfUxfm+F33IH1MX5vhd9yCdNURCBnexbLvuQU+pi/N8LvuQPqYvzfC77kA1MX5vhd9yDaA2xNPSEG6AgICAgICAgIJz9weIaUFEE3TC3VYNd3QMXrQSZEX1DjKbTqjsjEEHJAAFgFg6EGHd05kGlOLIWD0IKII1Hei8YQVc5rRaTYOlBPePfwxY3aP3INIImieVx7TsFpOZByEGk3Bf4ToQIeEzMEG6CUvGhznQg2fMxmAm0nE0YSg1slk73YZ0DGg1pmNBlAFg1kF0Eqr9O/Mgo3ujMg67mWo+m5fvGfYp5T/wlWrGstMMa3iPi+Y8ixGPle77ffYXk+klbW5vQ3U/8ku/1sNgwlQ5052f4eUnDax2hQOo5J/0zSf2/3yiK8neqUsWIOu5cfuPNVzQLBWXdh9JjNqX8rfLx2/yl9Mpe47xO0rB5iqAgIJUvDPiOlBVAQEE6fuHOdKCiAgIJUvDPiOlBVAQEEqXhet2koKoCAgnTcIZzpKCiAgIJ0/BGc6SgogICCVNwG+vSgqgICCVLwGZkFUBAOIoNIOE1BugICAgICAgICCdQbI7bCbCMAzoMakknE7LcjR9pQUa1rRY0WBBNv6p/hCCqDDu6cyDWn4LcyDckAWnAg408pe6MRDWIcO1kQVbDh1pDru9gzBBRBGLjzZxoQWQaTcF/hOhAh4TMwQZfIxgtcbEHHlMkksVg3Yw9rKg5DImMxDDlJxoNkEoO/L40FUEqr9O/MgoO6PUg8z5j1rYOSb5Nva+mcBZ+bAr44+qHTs41y1j4vJcuQGK4rujPu07bBnsxrW3N0Zp1vM/F2lnRgUMkqp7GUs7nuDWtY61xwAYFEzwmT+PJ5Hk/m7luC5YKOevjiqIi4Pa+1owuJwE4FyxvMU+L1J9k3dY4450+96unvO7arDTVcMw6GSMJ6gVvGWs+MOHJtstPNW0fZLk2Gy3Hmw6FfVi6djzT+ZPL82ITwzw+uzEpnyy6IjXBb4PqNKf4Z8TtKweWsgICCVLwz4jpQVQEBBOn7hznSgogICCVLwz4jpQVQEBBKl4XrdpKCqAgIJ03CGc6SgogICCdNwRnOkoKICAgnTcBn7ZUFEBAQSpeAzMgqgIBxINIeE1BugICAgICAgICDSbujONKDdAQSb+qf4Qgqgw7unMghDMN01rBrOsxBBvunPNsrrfyDEgxOADEBg7QQWQEEYuPN6tCCyDSoIELyTZ2ThOZBKJ8j4mCPALB2j9iCrIWtNp7TtooNZeNFnOhBVAQSg70vjQVQRq5GNgeCcJGADGgBssjRrdhlgsaMfrKDxnm88Q8iVkbcG+kiisGXWeFpi8zt2Ea5YcCijEVLTM2YWjqAVplN+NpbVlZT0kRlmdY3IMpzBJnRlkyRSNZeG55vOvmoIqe0xPvB26p6cYDu/ee5efvss1rp4y9P9u7Wc2ac2T/AB4uP2+Dqqago2UkTHQMkjaNUhzQcWVeX2w9m26yRf1ImY7ubMnL1yyWOEG7J96NxZoUdkPSpv8ALpwtr8+LLLrqqcg0V61dNZiAkLm9RV62tHKZRO4pf/Jjpb7Gk9ZzTS3rddZ/UW1U9NN/hDMzuucMOsRjXRTc5dJjVT9Ps71mJpNdej21J5mc/UgLam6aStYCSXwvLHHDhwHAoj3C3jDzLex7S3lyWr84dnB51xswXlcNbTWd57LJR7FrX3Cvi57/ALZmf8eWlvwdrR+cvIdQQJax9I45KiJ8f3raN5jnxcmT9ubyvKsW+U6vQUPN3LFd+kvSmltxASNB9pC2jLWeUvOy+358fmpaPsc+jlY+MmNzXjWOFpBGE+haOOYmOa+t68yDGthQbAgoJ0/cOc6UFEBAQSpeGfEdKCqAgIJUvC9btJQVQEBBOm4QznSUFEBAQTpuCM50lBRAQEE6bgM/bKgogICCVLwGZkFUBAOJBpDwmoN0BAQEBAQEBAQTn7o8Q0oKICCTf1T/AAhBs+ZrTZjdkaMaDRzJXtJedVthsaPtKDNK1ogZYLMCCqCNR3ovGEFkBBGLBPMc2hBnfFxsjFvS7Ig1kh/hvdIdd1hstxDB0IKQ8JmYIN0EpePDnOhBVAQQjkax0pcbO3g6UG1ssmL+G3pONBrNG1kDyMJswk40Fm9wZkHz7zmlJuG76YY6ivgbZ06ptW2Hm9D26PrmekOHXXjHSFkbG76oIsZC3qw+hVmzkz54py4zLi09DI+X6uveJZ8Yae6wegehREeMuaMdpnutx+Dw8tWb4v6svMm2mpraaitxWDvOGdeJny+peZ6P0GmD9NtaYfz2+q38IXpQDTAHCDbpWUuWIiYbxnVcYz6imqMF5rPbKmBHW4F8YIqeTLHOwj1laY+OsLU6PSMILTiwlc0yxb63pUGicsFNMLJYmSDoc1p0omtprymYcCblnl+YkyUUQdtM7JHUVGjprvc1eVpRh5fjpzrUN41tE4E2bqd2r8OJWi8xylad53RpelLf2uxgvHn2j/S8yPmaMTKmNrx1jCtY3N48XNbDs7+bDEf/ADLsIPMHzJpQPqKahvBrcZYTESPWSta768c3Nf2jY35WvT8XY03nLXw2f1HluojGV1O9so9ti3jf9Yc1/wBt0n/Hmr9vB2FD51clO7FU+ooXknszwuy+loK1rvaS5r/tndR5e23yl6Gg5/5Or7Ppr3pnE+66QMd1OsK3jPSfF52X2rc4/Njt9zuYqymmbrwyslacTmuBHsWkWiXFbHavONFdcWYcClRKneBHgIPaOX0oSqXt6Qgzrs2gga7ekIJUz2iLCRjdpQV12bQQNdm0EDXZtBBKnc3dDCMZ0lBXXZtBA12bQQNdnSEE6dzREMIy6Sgprs2gga7NoIGuzaCCVM9u5bhGXSgrrs2gga7NoIGuzaCCVM5u4ZhGJBXXZtBA12bQQNdtmMINYeE3Mg3QEBAQEBAQEBBObujxDSgog1fKxneOHIMpQcdu9kqHYTGzVGcoOQyNjO6MOU5UGX905ig0p+AzMgogjUd6LxhBZBN0wtLWDXd6MQ9aCMUbnTymQ22EdkYsSDlAACwYAg0m4L/CdCBDwmZgg3QRl48Pr0IKuc1otcbB0oJmR78EYsG2cSDSmjaHynCXa3eKDkIJ1PAfmQZ1wGYcAAwlB8f8zuarvvm/LnuS65N9UUtUXzytwxh1lgaDlIWmG2uujX2/d1v6sUnjWvP4udS0MdM9z3EyVLsMkrsJJ9CRHjLnx49PjLqedr2dQXMYYDZW1x3EDRj7Xed6guXe5eymnjL3vYdnGbP3T/jxxrP8Hn6KkZSUcdM0YI2WH0nGSvHiNIe/nyzkvNp8W1J+nb69KmWFeSkjNYYMBbhChXJXWNY5tmODm25cudWb4sndX4uFfTbbukOVpa7qKvi5uinN6ClIdTxu2mg+xc1o4sdFbG9CgLB0BBkBvQEQ1YG2HBlKDNjegIMWC3EB6lJMQzYMig0a7uNzbHMa4dBAKETMcnDnuG5J7TLQwlx94NDT1hRo6K7rLXlaXEHKd1MdrUr6ikecsMrmjqtVomY8Wv67JPmitvnDmQR820QsoOY6kNHdZUWTN9q0rnvHKWGSNrk/yYa/Zwc2m5x8yqNoDnUF4sGSSMxE4fy2Lau9vDlt7ZsLcovT5Tq7ODzYv6mIF4cs7wZXUkgI6nWravuE+MOe37dwWj6M3+6HY0/nPymezXUNXQu/PCXN+ILWu/pLlv8AtnP+S1L/AGu7oPMny/riGw3pTtefcktYf+IBaxuaT4uHL7Ju8fOku6u6uuiphG4ngmBJs3b2Oy+graL1nlLz74MlfNWY+xzt1Fj3Y6lZkCKEi3UHUgbuHYFnTYgnTRRGIdhuM5PSUFdxDsDqQNxDsDqQNzFsDqQTp4YjELWDLk9JQU3EOwOpA3EOwOpA3EOwOpBKmhi3Dew3Lk9KCu4h2B1IG4h2B1IG4h2B1IJU0MRgZawYuhBXcQ7A6kDcQ7A6kDcxAYGDqQIBZE0dAQboCAgICAgICAgnUECO0mwAjD60GNaWTAwajdo4/UEGzIWsw43ZXHGg1b+pf4Qgqgw7unMg0p+CzMgog49VI0OiGN2uOyMaDfdyPNrzY3YH2oKNY1osAsHQEEouPN6tCCyDSbgv8J0IEPCZmCDckAWnEg40spdPEIxbhI1jixIKthBNsh13enEgoglB35fGgqTYg4l5VlLS0E1RUythp426z5XmxoAUSra9ax3WnSHzK9+aL65ymkoLke+h5eadSpvEjVkmAxiPoBWFrzbk8HLusm7ma4/pxeNuvydHeN00F3cz8v3fRRBkMMcsshxuc7FruOUlde3rEVl9F7Zhph214rHjEPUEkuFmD0qyJfP66rF78zzVLTbRXaNxTHIZPfcvC3OX1MnyfcbXB+l2kU/Pk+q3y8Icl3dOXASsWUo0n6dvrUyV5LFQloTu3hw7rsDgp1YzPZbXwSvJofd1QMY1CepWpPF30tx1dpcz95dVK/pjHsWWSNLSpaOLmqiGEGQg1Z3fWURDKJEGUGG4utEQIllAFiIYb3UIMNnpxKTRk2OBDu0DkOHSo0NNOTiz3VdlQCJqSKS3HawfYkNa58leVpcH/KlyEa0MclM/DY6CR0dnUkTMeLf9fl8Zi3zjVeCgv2js/p3MNdT6uJrn7wZu0tIzXjlLO2TFf/JipP4Owh5m8zaOzd3pS1zRjbUREE+tti1rvMkOa+w2F+dLV+Uuxp/NPnansFbcMNSwY5KeWw/C5bRv58Yc1vYdpby5bV+cOfRedV1RMDbxumupDaS5+7EjMJ6Wm1a139fGHLf9s5PyZKW/B3VF5u8g1RAF5tgdlE7XRWfEFvXdUnxcmX9v7yn5Nflxd/Rcy3BW/pLwp57cWpI0/atYyVnlLzsmzzU81LR9jsWvY7ukHMbVdzSnTmyJoOO04PWUFNcIGsEGbfQgnTcBn7ZUFEBAQSpeAzMgqgIOvvy/rouK7ZbyveqjoqGIgSVEpsaC42DrKDk0M8NRRw1EDxJDMwSRSNNoc1wtBB9IQXQEBAQEBAQEBBOfujONKCiAgk39U/whBVBh/dOYoJRSNZAy3HZiyoM/xpP/AA29ZKDWRjWOisHvYTlKC6AgjFx5vVoQWQaTcF/hOhBNk1kbWsGu6wYsXrQbCJz8Mpt/KMSDEgAlhAwC04PUgsgIIwkB0pO2g67mTme6Lgu99ZeM2o0dyIWGSQ5GsblVbXivNz7ndUw17rS+aVDb85znFdfWtQ3Ew61JdbSQ6SzE6VYTM258niTXJup7sn04/CvX5vSQxRwwshp42xQsGq1gFgaPQpiIh6VY0jSI0h5KuG98xIRj+noScP5iuzFGmN7W3jTazPWy/N17uuu5pJYz/iqj+BSjKXvwW+oLHeZuynzdvs+y/UbiIt5a/VL51clTe89JIy6YoPp6WR0W8qC4uqJmn+Jq6pGqNbACvJ9OtY485e3uN5k3GS1qxHbE6R9jt7lveK9btFU1hieC6KeE4THJGbHNtVL07bK4MvqV18XJpP07fXpVZaV5LKFggEWHEcaImIngi/DDLC7K0gZrFas8Uba8xbslzOWX61y0/wCUFp9TiqZuFpdN+bs1mqIMhBo3EkIhlEiDKDDcXWiIESIMjGgwzuoiBEsoCDDO76yoQybFIwUGR0IMMJ1etDRKWiopwRPTxyg7TAU0heuS1eUzDgTcrXBLh+kbG7I6IuYfYUdFd9mj82pDctXSm2774r6OzEGTEt6irxktHKS24rbz46W+xz6W+PMajaBTX+yojGJlVC0n4hhWkbrJHi5b7XY382KYn4S7Gn8yfMKlP+KuyirgMboXvY49ZIW9d/aOcOa/smyt5b3p8+TsIPOgssF58vVlMR3nRasw9mqtY39fGHNf9s6/48tJ+fB21H5zciTkCarkonH3amJzLOrWW1d5SXLk/be8ryrFv/mdXe3VzhytWQsFNetNIejeNaepxBW0Zqz4vNy+3bjH5qWj7HcxzRSt1onte3paQR7FeJ1clqzHNsXBSgDggnSn+AzMgraEBB8p80b3uC8Ob7o5Xvkudc9PHJeF6sZFJMHOLd3TxvEbX+84vw9CDl+RHMLa3lapuR8jpKjlypkoA+RrmPfTgl1M8tdY4AxED1IPpYQEC1AQEBAQEBBOfujxDSgogIJN/VP8IQUc9rRa42BBJz5ZGnUGq2zvH7AgxSxMbE0gWuyuOEoLoJVHei8YQVQEEYuPN6tCDd0zGmzvO2RhKCczZHxPLzqNsPZGPF0oN4GtELQBYLAgogjNxoc50ILW4bEGNYWIPIc28+XfcGtSxMNbe87v8NQx4Sclr7O6FnfJEfN5+939cP0x9V55R/q8jQXBeF4V39b5leKy8XG2Gl/uIG5A0ZSFlETPGXn49ra9vUzfVfwjwh6J7OyS7Dg6lZ3qZEHjKX+Nz/ez/kU8MYznGF24/I9uI7drT5y6G+61t7c0ajTrUV0gtHQ6Z2M+peHvMvfk0jlD6323B+n2ms+fN+FXn7mlm5dhqLuqqOeZjJpJqOaCN0jZY5HawaSO6QTZhU5K98xMPOwWnDWazE89Yc3le7Kmguyb6salVVzy1UsWxvDa1nqCpmtEzw6NdrjmtJ15zMuypXNFO21wB6CfSspji3rOkK7yPaHWmi0SbyPaHWoS0kLCLdYAi3CSpiNWWSNZiY5wxyxXUkV2uimnZG5sr7A9wGC23KrZ66y6st48XbG8rtt/VRfGFj2yp6lep/U7u/movjCdknqV6si87t/movjCdsnqV6tG3ldw/wC6i+MJFZIvXq2/qV3fzUXxhO2T1K9T+pXd/NRfGE7ZPUr1Bed3fzUXxhOyT1K9WG3ld1n6qL4wnbJ6lerP9Su7+ai+MJ2yepXqf1K7v5qL4wnbJ6lep/U7u/movjCdsnqV6sNvO7g2z6qL4wo7ZR6lerP9Su7+ai+MKe2U+pXqf1O7v5qL4wnbJ316n9Tu3+ai+MJ2yd9erDLzu2z9VFjPvhR2SepXqz/Uru/movjCntk9SvVj+p3b/NRfGE7ZPUr1ZF53b/NRfGE7JO+vVq28ruA/VRfGE7ZO+vVt/U7t/movjCdknfXqf1K7v5qL4wnbJ316n9Su7+ai+MKO2Tvjqw28ruDADVQg+MJ2yd8Nv6ldv81D6nhO2Ud8dWP6nd/81F8Y+9T2ynvr1aSVtzyCx81O8ZdYsNqjsmU1y6cp/F10l2coTWGSOmD9prg09YKdkw6K+4Za8Iu0juu54Ha9FfE1G7/wqkkdRKtE2jlqtO/7vPWlvnEObDfnNFGLKPm7XaMTKnUeOsLSufLDnvXZX8+Kv9s6Oxp/NDnyl4st13i0fn3Litq7vJHOHNf2v2+/K16fi59L54y0zGtvG5XaoxupZmSD2kLWN9PjVz2/b2Kf8eev93B29D56cizusqJZ6R+zLESPibaFtG8p4ua/7a3MeWa3+VoejoPMTkmuaNxfNMXH3HSBruo2LWu4pPi4cvtG6x+bHb7nBu2s5Iui973vT+t076295I3zumnZ2GxN1Y42YcDW2laRaJcFsdq84mHEo6vy9pebavmeDmGljrK+mjpq2nFTEIpDCTqSEW98A2Kyjv8A/PfJX/52h/8A5EX/AO5Bxb0525Vlu6pjo+YqCGrdE8U8v1ER1ZNU6psJ6UHzPyV8+r55t5g/yxfdDEa5gkDbxpnWMeIQ4kuYenVyIPuaAgICAgIJz90eIaUFEAkAWk2BBxRI59S8RC3sjtnEgs2EA6zzru6Ti9QQbu7pzINafgtzIN0Ep8cXjCCqDV8jGDCcOQZUHHi3sk0v923BnOBByI4mMHZHryoMTcF/hOhAh4TMwQboIzH+ND69CCriMZODKg+e80+YdRLVvuPlVrau8rdSesxw0/SScRIWV7+EPH3XuEzPp4eN+vhDreX+WKe7nSVVRIay9ZjrVFZJhJJyNtxBZ1roz22zjFxme6885d7hxZFbV1zLWTuOzINhiGZB83mvht3VfNd5mwy75tPTAZZLLGhb7nJ2Yonq+t2Wy9e2HH4ad0/JwLoo3UtExslpnltlnccZe/CV4EceMvot5m78nDyxwj5OTJPHEMJtORowq0VhzTbRMNqJh2v4cZxtHePrU66Kc2sjKGFtspawDK51hSNZXiky4brwu8nVp4HVDulgOr1rX058Z0X9HxnglbeVQ/UggZDbne5RrSHNbc4azpH1z8HOpeU3y2PrZ3G3DqA2aFWc8eENseS0+HbH4uxHLVx6oDqZr7MrrbVlOW0ptji3GWf8sXB/JR+371HfZHo16MHlnl8C36NntTvsejXox/li4nf9mwD1p32R6VOjP+WLg/kme1O+x6NOgOWbg/kme1O+x6Neg7lnl8DDRs9qd9j0a9GP8s3E7/s42jOU77Ho06Nv8sXB/Js9v3p6kno06H+WLg/kme371HqSejToweWeXxjo2ZsP3qfUsn0a9GByzcR/7JgHrTvsj0a9G3+WLgy0bPanqWT6Neh/li4P5JntT1LHo06B5YuAY6Jnt+9O+UelTox/le4zh+iYB6077HpU6B5Z5fBw0cY9Z+9PUkjDTo1dy9yy3HTwjO78U9Seq36eOiT7n5SYLXR04/6g+9R6krRtNfyyk67+TB3vpW+jeD709Seq0bG08qT9zR8PIbO8+m+InQp9SV49tvP5JRfJ5esxvg9WsVHqyvHtWSfyJGr8vRiax/oax5U99l//AB8v8jX6nkl2BlHI4flieU7rK/8AlW8YrH2tg7lc8O5KuXw08hU91k/+XHjakf3KNprtfwuV69/R/h3hPrRPt+KOeTHH9zcXQ951YuTqxxOLWYW6VaK5Oik7TbRzy4/vVHKt9yEbvkqY24tZ7W6SrdmWfBnOHYxzzV+5ZnInNbx2OTWMH552/erRhy9ETb2+P+3X+2VWeW3OL8XLNJH45vuU+hmUnP7dH55n7G//AMU86uNn9KuyPoBkeToU12+bxVne+2R43n7F4/JbnF7QXR3XCcotkcf3Vf8AS5erP/0vbo5Vuq3yK5ld36ugjPS2Nx02K36TJ1Un3bYRyxW+9ZnkBe7z/EvmBnSGU9ukp+iv1RHvm0r5cM/7m5/28RmzfX2dbIGQAf8A6k/QT1bV/ddaeXF//Uqx/wC265nfqLzmeOjdt+21XjY/1KZf3ZN+eKk/Pi726/IHyyo6RsFVdEV4TAkuqZx2zafy2DAuvHTtjTm+a3m59fJN+2Ka+EcnM/8Agzym/wD81SfC771o5XFvTyW8qqS7qqph5WpppoYnvjhY1xc94b2WgW4yUHz3yF8kub+XeZxzTfbIbviIlEN2B2vMGyte0BxHZbq6wylEv0OiBAQEBAQaTdwZxpQama06sY13dOQIAhLiHSnWPQMSDDABUuAyNCCyDDu6cyDSn4LcyCiCNS5rTGXGwawQZ15ZO4NVu0cfqCDZkLGnWxuyuONBpFx5vVoQWQaTcF/hOhAh4TMwQb2hBwrxraWkAnqJWxQxBzpHuIAA6TaomdEWtFYm08Ih8zvfmq++cZ5LvuJzqC4mksqbyxPmsxtj9CwtabcngZt1k3U9mP6cfjbr8nZ3Pct3XTSCmoogxo7zzhe87TjlSI0dWHBTFXSsOYzG7Opay2RDWTuOzIlsMQzJA+JNmNbflW2QgUdNVSVEhPvSk2NHqXNvsvfaKxyh+nbPFG320Xn/ACZKxEf/AC7GovaAOIEgA9Atd6lyxjlz1pa3BrBPVyfo6Jzyf76Y6o9qntrHOV/TrXnLkf0u9psNVWMgZljiItHrVZy0jlCs56xyiZTFFccD7APq5shkeC312qs5pcmTe5bcKVmflDlMbSmz6iqghj+Ux7Wj12LKZVr7fny8cndp0cpl6XDTN1W1UDfSHhR3PSw+33rGlaT9zDuZ+X2466G3oDrVGrojY5/5ZTPN9wD/ALtp8IJUpj2/PP5U3c5XKO6+R3pbE8/Yi8e3Zukfe1bzhdhP8OCqkPSIHn7FHFP/AJ2SPGv+5RvM5ebIrrrn5oXDSFaInorOy053p96n9ZvZwti5fvB4/wCXYpilp8FZ2+OOeXHH2qsm5ulAMPK9cbcRcLFaMN58JUmu2jnmosyi5/cexyvMCcsjwFPoZOik5NnHPNH2Ki5PM5+FnL8bfQ+YBTG2yz4KzuthH/bP3KDlTzSeLTdtFCPzTAq8bTJ0Vn3D2+Pz3n7FWckeactlsdBEOnWtV42WRnPuvt8cu+W48t/M1xw11DHbl1C5I2N/gifetjH5byqPKzzDdxL7pWeGIqf0FurOfftn4Yrfep/8S83WWz8yBoy6kdmlT/589VJ/cW3jlh/FuzybvqQgycyVOrl1WtFqvHt/xVn9zY45YK/eu3yTacM1+V7zlsLArRsI6qT+6LRyxUWb5IXPZ/EvCvk/6oboVv0Feqk/unN4Up9zb/4S5SYNaV1ZJ061S6z2K0bGis/ujc+HZH9q0fk1yWbLKGdwyufUP9gUxssbKf3NvJ/NH+1y4/KHkZgs/pAf6XyFyt+jx9Gdv3FvJ/O5UPlfyNFiuGncel2Eqf0uPoyn33eT/wBlnKHI3J8ItFxUjfTqtVo29I8GNvdt1PPJb71ouWLkaLYLnpYx0mNlvqwK3o06Mp3+eed7fe5kNzXbDw7tgHSdRn3KfTr0ZW3OSedrT9srikhHdo4m5gz7lbtjopOW3WfvbWCLCYWNH9lNIV7pY16mQDUj1GnGbRbYp4IUaJW4ozb0lwNqI0hnWns4dp8QRLDppG4XR2DOEGpkqpB2Y9RvSSLUGzGyNxRC043Ei1B0FBzxTVnON58rR0kjau6qeKpmnJbu3NmtADcuRBnkjnal5uuCO+6SmfTwSSywiOYjWtheWE4OkhB37HSvHabuxntJQUaxrcWNBsg4l73hHd12Vd4SNL46OGSd7G4y2NpcQLcyDzHln5nXPz/dU9fd9PLSPppBHNS1Fm8aHC1j8HuuGJBxedvN24+VOZrp5eqKWerrb0fG3Whs1YBM8MY6UnaNtmZB3LudaFnPLOUNxJ9Y+lFZ9Rg3eqdbB029hB6NAQEBAQEE6gNMdjsVo0oN2tDRYBYEGUEm/qn+EIKoMP7jsxQTpyBTsJNgsQDK55siFoyvOJBOWIB8TnHWfrYzkzIOSgIIxceb1aEFkGk3Bf4ToQaslYyJmscJAsGUoOq5i5ju25KE114zinhGBjLbZJDssaoteK82G43NMNe686fxfNp231znUMqb1a6g5fa4mmu0WiSUDE6U+lc8zN/k8O0ZN3Pdk+nF4V6/N6eCCGnhZDAwRxMADGNFgA6FbTR6MViI0jhCiDVuN2dEtkQnUyxRQPlle1kbR2nuNgCJ0efl5lrbxeabl+n3w7r6+Xswt9Lbe8rRC0cHn4fKOAl76i9JS+RxdKI2hoLjhOUritttZ11fYx+77RWtfSr9MacV2+U1yw2zPvGpa1uFzy9rALPSQn6XrZS37yy6f48cfY6aquXlySoNDcpvC+q7FYyU7pp/M4BU/S1eTk/f2eZ7MOOl7fCvB6TlryRfNZNfry1uP6WF7iRbkc+3Qta7Cvi6Nv8AuT3SfqyWpX4VrD10Pkr5ftFr6B0jspfI8/atf0WN3T+5t7/Np9kOXH5R+XseK6Ij4nPP2q0bTH0Y2/cO9n/slyo/LXkSMdm5qfB0tt0q36anRlPve7n/ALLLRcm8os7NPc1IbPf3LLOsjCp9CnRjb3PczzyW++XMh5Y5fjw/06l1vRDHYM2BWjDXoxneZp53t98uUy67sZgZSQNGSyNo+xT2V6KTnvPO0/es2ngj7jGMHoaAp7Y6KTe0+LAk1sEQ1vzZFbRVlrHA2uJJ9iDcBBnAMJOBBMzF2CIW/mOJBlkVh1nnXd6cQzIKYEAkAWk4AgkZXOwRC38xxIMtiFus86zuk4vUgogEgC0mwDGUEjM5+CIWjbOJBlsLbdZ51nDETkQUQCQBaTYBjKCW9e82RDs7ZxIMthaHaziXO6TiQUQYJAFpNgylBPevfgiGDbOJBlkLQdZ5139JQUQYLmgWk2AYygnvXP4Q7O2cXqQZZC0HWcdZ3SUFEAuAFpNg6UHyrlsk+fHOOr/+Lo7HetyC/wDt1aP/AI1hJx/W1vXv3IPZ803hzNQ0kUnL91R3tUukslhlnFOGss7wcWutQV5arb/rbuE1+XdHdlbruH00cwnGqDgdrgNxoOq8wby5goaKjN1h8dNNUNjvKuhj30tPAfeZFltOAnDq40HQxXpftfyvzmb8L4a6GnqWR0Bi1IooBC7dOjl/vd42xznW4DgQeE5LqoOSrt5H5ykIhuS+brZdl/ye6yRgLqWd2QYewSg4HMNJU19x3bztXsLa7mXmu73UocMMd3wveymYLcWsO2c6D31S15/3F0pD9Vrbo7TbO9bvQLcyD6qgICAgICCc/dHiGlBRAQSb+qf4Qgqgk+YEFsY13WeoetBpTRExMMjtY9GRByAAMSCNR3ovGEFkBBGLjzerQgq5zWi0mxBCWSSSN4YNVth7RxnBkCDzHNfOt3cuQsgjaa2+J2gU1FHheScFrtkBZ3yRV5+939cPDzXnlDyNDcF43lXC++aJPqq/HT0eOGAZBZiJWURrxl5+LbWvb1M0628I8IejNuszR6lZ6EtkVOlEtW43k4ADhOJB0lfzTCJzRXXCbxrsRZHw2n870WiEYuW6u8JG1PMNQZyMMdDESIWZ9pSjud7uqSmgwNZBTxj0Ma0BRMomdOMvOVHOEVRUmh5doX3tWE2a8YIhafS5Um/R519/3T24q99vwcyh8t75viVtTzXWuLMYuulJaweh5CtGGZ5tae2ZM3HPbh/LD3t1ctXNdkDYaOlip42jAxgx+I4ytorEPYw4MeONKxEOz+kpgLBGArNWfpqfYCCTo6YdlsYc7oH2oMNoY3G2Ro8AxIKikphijAzIH0tPsBBN8dMDqsjD3dA+0oAoYnHWkaPAMSCgpqcCwRgAYkD6an2Agm5lNbqMjD3ejEM5QBQxFwMjQbMTRiQUFLTAWCMABA+mp9gIJujprdSOMPd0DEPWgNooidZ7B4BiQU+lpwLN2LAgfTU+wEE3R01uqyMPd0D7UBtDE7tSNB/KMSCgpacCwRgDoQPpafYCCbo6a2xkQe4dGIetAbQwk60jQfy5EFPpqfYGBA+mp9gIJuZTk6rIg89OQIAoYSdaRocejIgoKWnHuDMgGmp8sYQSMdOTqxxBzh1BBltFFbbI0E7IxBBT6WnFlkYQDTU+wEGjoac4GRhx9iDZlJE12tqjW9gQcGn5ZuWmvyrv2Gma29K6NkNVU4bXsj7rUGeXuXLn5duxt23PTtpaJr3yCJuLWkdrOPrJQdmgIBAIsOEZQghWUVNWUk9JUsElPURuhmYfeY8EOHUUHT1HI3K1RyrHyrPQMfcMbGxMonYWhrDrNszFBa8+UOX7zu+goK2jZLSXZLFPQw4hHJT4IiLNlBvJyrcUnMcXMj6YG+YIjBHVWm0RuBBb/wARQdsgICAgICCc/dHiGlBRAQcfetbUvAwu1RYAg3ET34ZDYNgINy1rWENFgAxBBrT8FmZBRBGo70XjCCyASALTiQcWORzppd0LRaLXHFiQUETG2vkOs4YbTiGZB4PmzzCldVPuPldgrL0cCJ6rHFTg4LXHESscmTThDx937jbu9PDHdk6+EOt5f5Zp7uLq2pkdW3tP2qitkwm04wy3EFSK6c1NttIxz3W+q885d505FZ1Swe8zOgyg6q9uY7uu5wicTUVju5SQjWeT6bMSmEw64XZzBfJ17zkNBQuwighdY9w/O9Dg7qmpbvuqkLYIo6WnYO2+0N9bnHGomUWtERrLo5+c31dS6h5coZL0rMW8YCIWnpLsqr39HnW9w7p7cNe+fwc2j8tr6vWVtVzfXmVpwsuuncWRj0GwYVaMWvNpj9rvlnu3Fv7Y5PeXXc1LdtM2noKOOkpxg3ceAnxOsW0V05PZxYaY40rGkOxY2VjbGxtHot/BS1ba1RsN+L8EGj5pGY2i04mg2k+xBqfq395oa3ZBw9aDdu9aLGxtA9B/BBtrVGwPi/BBo+eVmNg1jiaDh0INSKqTvNDWbIJtQUaJWCxsbbPQfwQZ1qj5Y+L8EGj55W4CwFxxNBwn2INXCrf3mhrdkOw9aCjd60WNjaB0W/gga1RsD4vwQavqJWYCwFxxNBtOhBqRVSd9oDdgOw+soKN3zRY2NoHRagzrVGw3r/BBo6aRmDVBccTQbToQakVUnfaA3ZDsPWgo3fNFjY2gZ/wQZ1qjYb8X4INH1EjTZqAuyNBwoMFtVJYXtaG7AJt9aDdu+aLGxtAHQfwQZ1qjYb8X4IJvnlabNQF+yDhQYIqZO+0BuwHaUFG75osbG0AZLfwQNao+W34vwQaOnladXUBdstKDBbVPwvaNXYDtKCjTM1tgjaAMQtQZ1p9gdf4INXSzDAGNc7oDkGwY94/iYPyhBQAAWDAEBAQEBAQEBAQEBAQEBAQEBBOfujxDSgzJIxuA944gMaDSyWTvdhvQMfWgxExjKhzWizshBdBh3dOZBpT8FmZBRBKfHH4ggyZrTqxjXPTk60GBCXG2U62UNyBBCapp6QVFRUSNhgjsL3uIDQAE1VtaKxrM6Q+a31zdfHN08l2cuudR3I0llZexFjpAMbYfQVz2vM8uTws27ybm3Zi+nH42/wBHOum5bvuej+mo4tUEEySHC952nFIjR04MFcVe2sOezujMpaMoOFel7XfdrGS1kzYxadVuN5PQ1owqUxDpvqeYr8wUw/pN2O/v34ah7fyj3US7K77nua5YXTNDWGy2WrmcC93pLiolFrREazOkOrl5zlr6h1HyzQvvOrtsM5BbC0+l2VV7+jzp383ntw177dfB2NF5aV15EVnON5GYWhzbvp3akLPQbMatGLXjLXH7VfLPduLa/wBMcnvLruy77up20t3U8dHTtGAMABW0Ro9nFhrjjSsaOexsLMIILjjcThKlo312bQ60GHSxNFrnADOgnvXPOAhjNokWnMg2YIWYQRacbicJQb67NodaDV00TRa5wHrQT3j5MThGzptFqDdjYWYQQXHG4nCUG+uzaHWg1fNEwWucB60E946TE4Rs6cqDeMRMGAi04zbhKDfXZtDrQaumiaLXOAGdBPeOkxOEbfTZaUG7BCzERacZtwlBvrs2h1oNXTRNFpcOtBMvdJg1gxhy2i0oN2NhYOyRacZtwlBvrs2h1oNXTRMFpcB60Gmu6T3hG3ONY/cg3Y2Jg7JFuU24UG2uzaHWg1fNGwWlwHQgnrPk97dtzjWQbxiFg7JFpxnKUG+uzaHWg1fPEwWlww4h0oJ60khwuEbei0WoN2CFgsaQOk2hBvrs2h1oMGRgGO30BBr/ABH4+wPag3YxrRY0WIMoCAgICAgICAgICAgICAgICAglUC2Oy3VwjD60G0cTGYseUnCUG6CTf1T/AAhBVBh3dOZBpTcBn7ZUGXzNadUdp+yEEJmPe6MyGwaw7A+9BygABYBYEHU3/wAxXXcNA+tvKYQxN7rcbnnI1rcpUWtEc2GfcUw17rzpD5pUvvvnapNRee8oOXmuBgu8GySfodJ6FzzM2n4PDn1N3Ot/pxeFfGXpaemp6aBkEEbY4YwAxjRYAArPQrSKxpEaQo7unMiyU9TTU1Pv6mRsUTRa57zYFOg6B1/3rerjDcEGrDbY+8pxYweAZUStS8vXZdpdeF5zfVVVlslbUuAa3wtOABRNkWvFY1nhDiP5tnvKoNHyvdz7zqO6alwLadvptVJtM8nmzvpyT24a99uvg7W7vKusvCRtZzdeDqp2MUMJ1YG+g9KvGLXm3xe02yT3Z7d09PB7qguy7aKAU120scMLRZa1oAwe0raK6PZx4q0jSsaOWyjgGEtDicpxepSu3+ng2AgGCAC0sCCOpG/gxg/nOJBuyjgBtc0Od0lBv9PBsBAMFOBaWNAQS1I3myKMWbZGD1INmUUAOs5us7pKDf6eDYCAYIBhLQAglqRyGyKMWfMOJBsyigbhLQ5xxkoN/p4dgIMGGnaLS0ABBPUY/hRizbOL1IN20dOMJYHHKSg2NPAcbAgw6CnAtLQAEEt2x/DjAG2fsQUZRwNwloc7pKDb6eDYCDDoadotLQEE9Rj+FGANtw+xBs2jp24S0OOVxQb/AE8GwEGHRU7Ra5oAQS3bJMEUYDdsjQEG7KOnb7oc7K440G/08OwEGHQ07QS5oACCe6Y/hxhrds/Yg3ZR07cbA44y447UG308OwEGDBTgWlgAQa7qN57MYA2ig3igjj7osJxlBRAQEBAQEBAQEBAQEBAQEBAQEBAQTn7o8Q0oKICCTf1T/CEFUGksjWNNuOzABjQRgbK+Flv8NtmIY0F2RsYLGixBpUd6LxhB5vnDnu7uXImw2GrvWbBS0EXae4nAC6zE1Z3vpDg3m/pgjTneeUPF0dw3lele2+uaZBUVnepqAcGAYwLMpWOmvGXnY9rbJb1M/G3hXwh6NvfdkxYFd6EtjY0FzjqtGEuOIZ0Q6Ct5pEszqO5IDeFX3TIMEEZ6XOUrdrj/ANAA/wDUeZqxlQYxa2NztSnjzN95RNtEXvWsazwhNnNdZeUgoeVLtdWvHZ+pLSynZ6fSqd0zPB5k762Se3BXunr4O3u7ytra2ZlXzXXG8JB2m0UbiyBp6DZjWkYvGXRi9qm892e3dPTwe6oKWCghbS0FJFFG0AakdjWjPgWsRo9imKtI0rGkOTu6lxtka11mJtuAKV24NSPcZ1oM61TsNHrQT+oqC7VYxrjlsJsCBu6lxtka1/QLcAQUtqdhvWUAuqthvWgmZ6gu1WMa458AQBHUONsjWuOQWmwIKa1TsN6/wQNap2G9aCZqKgu1WMa49NpsHrQY3dQTrSNa85Bb2R6kFdap2G9f4IBdU5WN60E9/Ul2qxjXHKQcAQYEdSTrPDXnILbAPUgrrVWw3rQNapysaPWgnv6hztVjGu6TbgCAI6km14a85LTgHqQU1qnYb1lA1qkY2N60E9/UuNjGNd0utwBAEdQTrSNa92TCbB6kFNap2G9aBrVOy3rKCf1FS42Rsa4jGbTYEBsdRbrPa17shJwDMEFNap2G9f4IMF9TZaWsHrQab+qdgjY09LrTYEBsdRbrPa17slpNgzBBTWqdhvWgF1TsN60GolqHHstaW5XWlBQRi213aPpyZkG6AgICAgICAgICAgICAgICAgICAgICCc/dHiGlBRAQQ12sqHlxs7IQZ1pZO6NRu0cZQbCJjGuIwkjC44SgU3AZmQbOIAxoPAc2+YUn1n9C5ZaK2+bf4k+OGnGUuOIkLG+Xwh5G79xnu9LD9WT8I+brLi5Ziu+V9dWSmtvee109bJhIJyMtxBUivHVnt9pFJ7rT3ZPGXeWAqzqdNeXM1BQzOpow6sr3EBlLB2nW/mI7qlOjrqmgr62I1nMtY2hu8doUET9UWf8AiOxlNYhF7xSNZ4Q0o7+qKz/03kq6t+G9k1b27unb6ST3ln3TPJ5072+We3BXu/qnk727PKt9XOyt5rrzeM4w/RtOrA30WZVpXF1b4vae6e7Pbvnp4Pd0lPd13wNpqOGOGNosZFEAB7FrERD2aY4pGkRpC2qZDY9wa3YadJUrKt3bRYCAEGddm0OtBo+ojbgBDnHE0INdV0nEcGjYB0oKDdtFgIA6EGdZvSEGj6iNp1bdZ5xNCDQNdJhkeANhp0oKtMbRYCAEGdZvSEGj6iNrtUHWdshBqGl/EcLNgHSgo0xgANIAQZ1m9IQTfUMadUHWfkaEGAHPP8Rw1dhp0oKNMYFgIAQZ1mbQ60E3VDAdVvaf0BBgNMmGRws2GnB6ygoDGMAICDOs3pCCbqhgOq0hz9kFBqGa5tleD+QHB60FgWAWAgBA1m9I60E31MYdqtOs/oH3oMahfxXD0MBwetBUFgFgIAQNZvSEE3VDA7Ub2n9CDAbrm2VwP5AcCCoLALAQB0IMF7NodaDBlGJnaPoQN2XYZDb+UYkG9gssyICAgICAgICAgICAgICAgICAgICAgICAg0m7nrGlBs5waLSbB0oJ718hsiFg2zi9SCcUQFS/W7TtUdooOSgw/uOzIOL9TDT0RmnkbFDG0l8jyA0AZSSkzorNoius8Hza++b735snkuzltxprnYdWrvc4C/IWw/esJyTbhDw828ybme3DwpHO3+jk3Rcd33PSsp6NllrrZJThe92UudjUREQ32+3pirpVS9L7uy7Ga1XKBI7uQN7Ujj0NaMKs3iNXQ1dZfF4U5nrpm3Dc5xukI38jfR0JMxEK3yUpGtp0ce6qyacmi5Kul1S4myW9agEMt2tZ2NZxaZ5PPne5Ms9uCvd/VPJ6a6fKg1FS2u5qrDec+P6VtrYGnosFlq0jF4y6MPtPdPdmt326eD3kFFd1FA2GCCOGJosbGxoGL0BaxD2KUrWNIjSG4h1zbqBjT6O1YpWUZTU7BY2NvUgzuIdhvUg0e2mYO01voFmFBoIt5iYI2n0DWQUbTQNFgYM9mFBtuIdhvUg0eymZjY204hZhQaiHef3YjbmFqCjaanaLBG3qQZ3EOw3qCDR7KZmNjbcgAwoNdxvMbGsZ0WC0oKNpoGixrB1IM7iHYb1INJG0zO8xtpxCzCg1EG8xxhjOiwWoKNp4GiwMb1IM7mHYb1INHtpmY2C3IALSg1EG8xsaxhyAC0oKNpoGtsEbbMyDO4h2G9SDR7aVmNjbcgAtKDQU+vjY1jDkAwkIKtpoGiwRt6kGdxDsN6gg0e2mZgLAXHE0DCg0+nEnfY1jdkDD1oKtp4GiwRtAzIM7iHYb1INHtpm4NQF2RoGFBqKcSd5jWN2QMKCjaeBosDG9SDO4h2G9SDV7KduNgJ6ALSgwKdjxhYGt6AAgqxjGCxoAHQEGUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEE57d3gx2jHnQYbDabZDruydA9SCqCTf1T/CEFSbBag6y/eYLruW7pK28ZxDC0Gy3vOOy0ZSotMRzY59xTFXuvOkPmU8t987SMmrg67+W4zbBQgkSVAtwOk9C55tN5+Dw7Tk3fG30YunjLvXvuy6aBtpZSUcIsa3A0YOgZSraPQpSKxpHCHna7mWurIS+hLbuu9vevSq7Nv/AC2HCVMzEJyZKY691piHW3MK6vqXDlq733lWE2TX3XAiNp6WAqvdM8nnfrcmadMFdf6p5PY3V5U72obXczVZverBDhC4ubA0+hox2K0YvGXTh9oibd2ae+34PdwUzaSBsUEUMELRgYwaowZlro9etYrGkRpDOvWSW6gY0ZJDb7ApWbMinbhsY52VxttQb/4roZ7UGHOqGi0mMDpwoJ69ZJaGBjRkebdCDZkU7cNjHOyuJJKDc/VZAz2oMOfUtwu3YHSSUGm8rJAdQMaMjzboQZZFO3D2C7aJKDf/ABPQz2oMOfUNFp3YHSSUGmvWyAhgY0bRt9gQZbFM02gMLsriTag3/wAV+T2oMOfUNwu1AOm0oNA+sktDA1jcjjbafUg2ZFO022MLsrjbag2H1PQz2oMPfOwWkxgem1Bpr1sgOqGMGRxtQbMjnbhAYTlJJJQbW1XQzrKDDnztBLtQDOUE9atkB1Qxjcjjbag3ZHOzEGW9JJJQbf4n8ntQYc+oaLTqAetBPWrZBgDGN6TbaUG7I52HAGeIkkoNv8T+T2oMOfUNFrtQDpwoNLa2TEGsb0m20hBsyOdmIMt6Tbag2tquhnWUGHPqW492PWUBhqH94BjfRbagoyNrcWM4ycaDZAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHCqbzu5hMb6qFr2uGs10jGkWHKCUHLjlikYHxvD2HE5ptB9YQbIIg2VL/CEHn+b+ebt5egbGR9Vec+CloIsMjicp6Gql7xDh3m+pgjTneeUeLw8N0V961f8AXebZGvlZa6moCbIIG4xaDgLljETM6y8ym3tlt6mfjPhXwhK8+doI4nMuwMk1BY+slOpAyzo2swV50jm7sl6Y41vOjpLvgvrmKsEtBTuvScH/ANxrLWUkX/LjPesVYmZ5OGu7y5p0wV4fzTye5ubyroXTMreZaw3tWNwtiLtWBmZgV4xdXRi9prM92ae+34PewRUVNC2KAMihZ3WMsa0eoLWIevWsRGkch1Qw9mNwccriRYEWZaITYZJA85LSLOpBXexbY6wgb2Oy3XHWEE3VLSSIy1xyutFgQYaIrdZ8ge7Pg9QQV3sW2OtA3sePWFmcIJGpY4lsbgSMbicCDLRF3nyB59JFgQU3sW03rCDG9ist122ZwgmaljjqxuBOVxOAIDWw26z5A93SSLAgrvYtsdYQN9Fj122ZwgkalrjqxkHpcTgCDIENus94e4ZSRgQU3sW2OsIG9ist1xZnCCRqWuNkTmnpcTgQZaIQdZ7w53SSEFN7HtjrCAZYgLS8WdNoQRNSH4InN8ROBBswQg6z3h7ukkIKb2Lbb1hA30QFuu2zOEEjUteSI3CwY3k4Agy0Qghznh7tokexBTexbY6wgGaIY3t6wgkalrsEZFm0TgQZaINbXc8PftEhBTexbY6wgb2Pbb1hBjXe42MGDaKDLYwDrHtO6Sg2QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEH5xuL/ACa7m7nb/MXLlVftQ2+H7meCnkqGxs1R2CQ4WZkHp/Jh1COeeZv6QJrouR0UIpuW6xzmztlB7dQ2F5Oox2IIPs2tZjQeB5r8wHw10tz8tsFdfL26skoww0+HvPPSFjfLpwjm8nd+46W9PFHdk/CHijeFycuSy1lbU/1fmOa0z1BOsGE42gnEMypppxly4sGPBrky21vP5p/g4NOznXnOf/C0zjR5HOtjp2dfeUzMzyVru8ubhgrw/mn+D3/LnlFdNK6KqvuQ3lVtsLYXYKdh/KzL61aMX83F14PaaxPdlnvt8eT3sVLTwxtjijbHG0WNYwAADMFtEaPWiIiNIHmEHVawOfkAGLOiWBTh5BlAsGJgGBBURxj3R1IBjj2R1IJvdEDY1ge7oAQYFOH8QCzIwYAgruo7LNUWZkDdx7I6kE3OiB1WsDj0AIMCnDzrSgehgxBBXdxgWaoszIG7j2R1IJuMVuqxgc70DAgwKZryDKAbMTRiCCu7j2R1IG7js7o6kE3GK3VYwOd6BgGcoMCma42ygHoaBgQV3ceyOpA1Ix7o9OBBNxit1WMD3dAssQYFM11hlANmENGIIK7uPZHUgbuPZHUgm50durGwOd6BgQBTNcdaSxx2RiCCm7j2R1IG7j2R1IJudHbqxsDzmwIApmuIdKA5wxADAEFN3GBZqizMgbuPZHUgkXRElsbA5w9GBBkUzXO1pQHHIAMAQU3ceyOpA3ceyOpBod2TYxgcc2BAFOwkOeASMQswBBVAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEAoPlNz8reZ/LN98x1F0Q3VV0V93g6uj+pmmjkaHNDdUhrLMiDsLi5Q5ij52m565trKOKphozRU1JRazYY4idZzpZJMLz0Ii0xHGeTz3O/mt/UHS3bctSaS7m2tqbyA7bwMBbCPtXPbLrwh85vPdPV1rjntp42/0dBcN1c131AaPlyhdQXY/jVsvZdL0ue84XW9AUV18IZbWbzHbt6aR43t4vf8teTlz3c5lRebhedXj/i2iNp9DcvrWlcXV6WD2ikT3ZZ9S3x5fc99DTSQxtiibHHE3A1jW2ADMFry5PWiIiNIHvnbZa5luQAG1EsatdJ3nMY3ZFtpQbtjnaLG6gGYoNrKnpb1FBo+SdmNzLTiABJQY1a2QdotYNkW29aDdjJ2CxuoBkFhQZsqulnUUGj5KhmNzCcjQDbpQY1K2QdpzWDK0W4R6UGzY6hgsbqAZig2squlnUUGj5J2YCWl2RoBJQY1KyQdota3ZFvtQbNZUNwN1AMxQbWVXSzqKDR8k7MGswuOJoBtQa6lZIBruY0bAt0oKNZUNFg1AOgAoM/4rpb1FBo+WdpstYXHE0A2oMFlY/C8ta3ZFvtKDdrKhosbqAdABQZsqulnUUGj5Z2my1pdkaLbUGpjrJLC9zWjKwW6UG7WVLRYNQD0AoNv8V0s6ig0dLO02azC7I0A2oMbusfYXuaG5WC3Sg3DKlosbqAdFhQAKrpZ1FBo+WoabLWF2RthQN3WPsL3NA2BbpQbtZUNFg1AOgAoM2VXSzqKDRz6gGwFjndABQbtZK4fxTZ6GoKgAYBgHQgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgEgIIx1tJJUy00crXVEAaZogbXM1xa3WGS1B1vMvMlyXFRfU3pVMp2e4xxGu89DG4yVEzpxZZ8tcdJtblD5RfNZzv5i1Bp7vgfQcvh2B0trA8bT9rMuae6/wAIfM577jfTpSO3F/8Ar1fKvk/y1dJZUV7heNY2ziWbpp/Kz71rTDERxeltPZcWLSbfXb48vue+Y2CNoYzVaxuBrW4APUFro9mODYyxtGs54sCDQzGTuuDGbRx+pBswQsxOBOVxNpQb7yPaCDBnhAtLwAgnvXSd1wYw+8cZ9SDZggZhDgXZXE4UG+8j2h1oMOmia20uFiCe9MndcGMPvHH6kG7NwzERblJOFBtvI9oIMOmia3WLhYgnvTJ3XbtnScZQbs3LMRFpxknCg23ke0OtBh00TRaXCxBPeOkxODGdNuEoNoxAzukWnGSbSg33ke0OtBh88TG6xcLEEt6ZcTt2zp94oKM3LMThacZtwoNt5HtBBh08TRaXCxBPemT3hGz2lBuzcM7pGe3Cg23ke0EGHzxMbrFwsQT3hkPeEbDi2ig3YYWCxpGe3Cg23ke0OtBq+eFgtLgg0LzJZ2xGzo94oN2bhgsaQPTbhQbbyPaHWgGWOzvD1INf4j8fYb7UG7Wtbi60GUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB4/zR8xbs5E5XmvarskqnWx3fSW4ZpiMAzDGSg/L3ll5u88s5rvWKlnpn3xzdKxorrwe5sFPKDY11mUNbga1B+iOWPJe76e8G39zbXS80cynD9XVYIIScNkEI7LQmiJiJjSeT6IyCNjA1jGtYBYGgAAeoImOEaQ2EbRgIHUgzqM2R1IG7ZsjqQZ1G9A6kDUZsjqQY1GbI6kAtZlA6kDVZsjqQNRmyOpA1Y9kdSBqMs7ozWBBnUZsjqQNRmyOpA3bNkdSDG7j2R1BBnUZsjqQNRmyOpA3bNkdSBu49kdSBqM2R1IG7ZsjqQN2zZHUgwY2bI6kGdRmyOpA3bNkdSBu2bI6kDUZsjqQNRmyOpA3bNkdSBu2bI6kDUZsjqQNRmyOpA1GbI6kDds2R1IMbuPZHUEGdRmyOpA3bNkdSBu2bI6kAMYMTQDmQZQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAIQfLOf/ACHoue+YBel+35WCmhbqUd3wCNscTcthIJtJxlBwKD/at5W0xDp46uqcMNsk7mm0Yj2NVB9Zu274LuoYKKnL3Q07BHGZHGR+qMVrnWkoPFXjzDfMXnTdFwsqSLpqLqqKmalsFhlY8BrrceBB566ucuZp+WfMyrlrXOqLkqqyO632C2FkURcwDpsKD3/l/eNbeXJFxXhXS76sq6KCWolIALnvYCTYEHoLQgWoIVNfRUxiFRMyF07xFC17gC95xNaMpQeI82+aqmg8t75vXl6vbHW0pZEyqiIeI5DK1jh0YLUGfKDmq9r3uGou7mCQP5juWX6e8X2AbxrmiSKawZHsKDxVF5h823t5x3Y2mrDHybW1FVQ0lKGtsndRR/xJtbHq7w2BB6/kzme9Kvn7nmhvGr1rtuiaD6RjgGthY6LWebehB5c+Y/NV7+Z3LD7uk+l5JvOoqqSlYWjXrfp2HXqMOKPWwM6caDmU83M/MXmZzZdP+aKq57vuj6b6SGnbDYd6y11pka7Kg5XLfM3Md0+aDuTa6+hzFdkl3urzWPZG2elcx1mrKYrG6rslqD6PTX3c9S+COnrIZX1MZlp2teCZIwbC5mHtWHHYg5yAg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Рис. 4 Примеры попыток построения утопий в ХХ веке. Пирамида А. утопия строевшаяся на идее равенства. Пирамида В. утопия строевшаяся на идее братства. Пирамида Г. утопия строевшаяся на идее свободы – утопия современого эскописта.
Можно говорить, что выбора такового не было, все было предданным – но нельзя игнорировать необходимость подписывать отречения от родственников, поднимать руку во время общего голосования на собрании, и таких примеров бесконечное количество. Если не отречешься, выберешь не «мы» государства, а «мы» семьи, не поднимешь руку вместе со всеми, то внезапно получишь конструкцию типа «мы – шпионы Ватикана», и, подписывая или не подписывая, голосуя или не голосуя –