| СОРОКИН Алексей Федорович (12.2.1795 – 22.2.1869)
Георгиевский кавалер Русский военный инженер Инженер-генерал Член Военного Совета Вице-директор Инженерного департамента И.д. начальника Главного ИУ | ![](/UCHILISHE/Vypuskniki/1805-16/Sorokin_AF/sorokin_af.jpg)
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Награды: ордена: св. Анны 2 ст. (1828), св.
Георгия 4 ст. (4.7.1829), св. Владимира 4 ст. с бантом (1829), св. Александра
Невского; Железной короны (Австрия),
Почетного легиона (1827, Франция); Золотая шпага с надписью «За храбрость»
(1829), Золотая шпага с надписью «За храбрость» с алмазными знаками (1849); Знак
отличия «За военное достоинство» (Польша).
Сын унтер-офицера. Воспитывался во 2КК. Вступил в службу кондуктором 2 класса в Инженерный корпус. Произведён (1815) в прапорщики, оставлен при Инженерном департаменте. Подполковник гвардейских инженеров (1827), получил орден Почётного легиона (1827) за составление «чертежей» для инженеров французской службы. Участник Русско-турецкой войны (1828-29). 1828 – прикомандирован к Гвардейскому корпусу, с которым и совершил всю кампанию, причём под крепостью Варной сначала участвовал в осадных работах, а затем, откомандированный на южную сторону крепости по поручению генерал-адъютанта Бистрома, усилил русскую оборонительную позицию несколькими новыми укреплениями. За отличие при осаде Варны награждён орденом св. Анны 2 ст. 1829 – руководил траншейными работами при осаде крепости Силистрии с начала её обложения. Неоднократно принимал участие в рекогносцировках и схватках с турками. Во время одного из таких дел был ранен осколком гранаты в голову и контужен в руку и ногу. За отличие под Силистрией произведён в чин полковника и награждён орденом св. Георгия 4 ст. (4.7.1829). 1829 – начальник Чертёжной мастерской Инженерного департамента. Участник подавления Польского восстания (1830). Командирован в Действующую армию. Особенно отличился в сражении под Остроленкой, когда под выстрелами польских батарей восстановил мост через р. Нарев, и во время штурма Варшавы. За первое дело награждён орденом св. Владимира 4 ст. с бантом, а за второе – Золотой шпагой с надписью «за храбрость». Возвратился в Петербург, состоял начальником Чертёжной мастерской Инженерного департамента. Генерал-майор (1837). 20.2.-5.5.1845 – и.д. начальника Главного ИУ в период пребывания генерал-майора П.К. Ломновского во Флоренции на заготовке мрамора для строительства Исаакиевского собора. Генерал-лейтенант (1848). Участник похода в Венгрию (1849). Начальник инженеров Действующей армии. Принял участие в сражениях с венграми под Вайценом, при местечке Тисафюред, под Дебреценом и в некоторых других, но особенно отличился при переправах через реку Тису, через которую в течение всей кампании устроил 3 переправы: одну на понтонах, для другой построил 3 специальных моста и третью тоже на понтонах. Все эти переправы были устроены под выстрелами неприятельской артиллерии. Награждён Золотой, украшенной алмазами, шпагой с надписью «за храбрость». 23.8.1849-17.4.1859 – вице-директор Инженерного департамента.![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4QA2RXhpZgAATU0AKgAAAAgAAQEyAAIAAAAUAAAAGgAAAAAyMDIxOjA5OjE2IDE5OjE3OjI4AP/bAEMABwUFBgUEBwYGBggHBwgLEgsLCgoLFg8QDRIaFhsaGRYZGBwgKCIcHiYeGBkjMCQmKistLi0bIjI1MSw1KCwtLP/bAEMBBwgICwkLFQsLFSwdGR0sLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIAV4A+gMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APfDyenHqaQjapPbtSM5VDnoKZvyp3HIH4VYhxfIBIx7ik3ZOQc5puSFJHfrTc46dfWgAZSGJyQT6UfdbBGDjrijlhnuBjimZIycEn0JoAeGx3wR04pmSWyM+5FJ5hIz29KQsVTOOO9ADmbBAyBu6j1FQ7sMIyMgjII6HnpTgdy5AA47npTODkgck8/WgB24ZI6Y9BTgSBkZ4qnqGp2ek2T3d9MsMK/eLHP6V434z+MtzOJbbQEa3gI2mZl+ZvdaBHsGp6/pukjdqF9BbA84eTBP4VUg8Z+GL2MiLWbNiq/d8wDNfMeh63b/APCW2174iM15p29vtIc7mCnowz3qn4gh0KPxBM2j+fLpu8eSbhSrle+QOlA7H1xHfWM0Cy291DIhAAZXBFV7nV9PgYxyalbRFf70oGfQ18hy3ty1vFbxyzLsJUhDtXH8PTrSL500OxCXXO77+3dxSA+x4JIZo/3MiyL7EHP5VJuCrn0OQO1fIOl+I9a8L6gJLS8uIJV5ePduV/w+7XrGhfG8Ty29vq1kgIXfJPE+BjHXFMLHsZ5B3c4B4Pak3DcQOQRwRVHT9Ws9Vso7mzkE8Ew3KynGasqXwC3IPtQApYnnnr0PpTipCHbgtn14FKxyjErk9hnFEZQ5BBxycdvzoAAQDn5SOQcj0oSQlcZwAM59KR5dqjAGAOw5HrxUZKHB+Y+gHtQBbR1PBAPqM55p6SA8DaMevWq4I49ccmpCQrAAE5GCQKALIHQ+3U04BSAQD6ZBzUCvkjuO9PVwCBjI6ACgCcEgE8HPOfak3ANyeBxwKaCdg4wRjv700Egk9e/1oAmSQtwRkA5HFTbhVcAkE46Dgg0mH9P1oGE3mFk8soFz84f09vekJIXBXt9aYSVGO7djQCcZwQP50CFV+Oe/agLtYA8nPFBPzE+3Ax1pkhPJB7/lQArHb0OKRGPPQ5OKGOV6Dj1ppHyHJ79BQAhJXIxkCmlvm24I78+lAbp6frQMkgk4A6nHagBVGVwvJzXO+M/F9h4O0Y3V4zNM/wAsMS8GRvT6V0gZQ5TOCTkEd68J+PerWV5rVjp8E4e4tUbeirlVYjOCfpQI4zxL46vvF14Ddz+RGp2hQ2FQH2qzaPpN5pLWsm03S5CS9nHtXFrCsKv5odSxPSi3uJbZkeL5pcHD+g9qZRe1HTjHbqW+ba+3d6VnLLsuj5jO69OO9WI76VGZiN/G0buxqk7yvNvPDZ+9ipAsJM8WSq7FUcn+KoWZXidfu88e5oKF0JO/zWPP92mpFLE5XGePm2/Nj/aoALi4llRdxZ4mORmpdOmS3kRrlN8Mvyv/APFVo6V4T1bWZoI7O0Z1kbCkjrV3xN8PvEHhlV+32TCHGVZfmU+tAG54V8Tah4C1CUeY1xpsw3rkEjH+zXvHh3xZpPijT0n0+7WRcAso6qa+W9L1Typobe+8ya0+7IjHoP8AZrS1YDwvrMOqeFtRZrZsFHQ8of7rimI+py+Dg7gDwSe9IHKEkBlDDj0rzv4dfEgeKbVLfU9kGoEkL2Wb/d969FMmI9h7gDGMYx1oEEZxl9iliCRmpQ4KqehbqAargFnIB+XOck9qeDkAcD0HegZJkMxI42nkGnhju4BPoQe1RFTggDGDSBgOATkjkmgCyJcKMZHPen7yrAcdM1UYYUKDnjr0pVA4fJ47k0AaGS3C8AnBNPAJYAdMgn8utVBM5BGeMcD3qQTuPmA4IwPagZYzjj0469aXcfRvzqATMzEDAUDOTSeev98UAPZiGOeo6d6QsSBjIB9qV/lYkkEHAPtSNleeB3BFAgJAwSeOmaZIScDAOB1Hejj685NKAGB5wMdaAI3IyM5APTHY0vJ46YPJ9RTRjBPBXPGTzTwrFsgYHUgmgBAAH6gZ/UU4fJwRgn05zQQQ2QoI75prMERmJ2qBuJPYDvQByvxH8UHwv4QnuLcN9tmxHAEHIY9W/KuW+Ffwzi1W1j8VeI1ae4u2MkMTH+Hsze9Yc+s3XxH+IMekWtzHJp6T4OxSG8teTnPvXv8ACkNlaRW8C+XFEoRVHYDinsBxniX4Q+HPEKkpB9llP8cXGPwrmrb9nnRY1Bmv53YNkkcV62XJ6ZwO/Sn784HAOM4zSA8Z1T9n6B2b+zdQEMYHCSDPNM8N/AOCCTzdZuRIoyDEh4r2kEEH5sHrmmgYfOMk9cCndgcMnwX8IfITayEA8jeeauW3wp8I2sjsumq+8fdc5ArscAHrwPSoy3UA4GOp9+1LUNSvp2jabpUQjsrSOALyAq9KffWFtqNu0FzCs0bD7jD8/pUoOADu4Of0pQ2COpPTI70DPnn4ufDGLw3bLrejqfsbPtniY5C/SvHHvdkMsKjaHO78a+2fEGi2/iHQZ9Nuh+6mXGR/Cexr478Z+HW8PeI7q0kcOkLj5z39xSEZz3EWnSWElhfzSzoBI+AU8qTPQfpytfSPw58VnxV4YR7uQNqNu3l3IHr/AAmvmIN5PzINtxw6H+ED/drvfg/4gTRfHMVrO7iDUV8k8jaHPT9e9NAfR69wW6Hj3oYlcH24I71G0hTnKlTnn09cUsknKlgWz0AP86AJhJzg85/QUqnLb9uFUkDFQrKjKMc4OMjpn3qUEPkqMtjkjoKAJAFbBLYJ9acIy3yqByeOfSmKjFwSd3HboKm3CNh2JHBx1PegYDKsSwGTjGOaeWzg/eBGMmocmRshiTjoOgqRchssMnpyOOKAJCCOcDGOme1Myn90VMwztzgHpg8UuP8ApmPzFAAxJG3JPPpxUZBAxgnJ6+lSEnONg9xmmlc4xkgHpmgQu3CZXk+hGMU37vA4HGOaeWIXHfsAelRMxBAweBwDQA1x2xnnJ46CjIJ7t6U7ALHI6dOelNySRjBx1oAdhCuCzYJz7Vn61vbQ7zyJP3vksFOMjOKvEbkOcdeMCqWrP5Gi3c2wkRxM2FHPSgDxz4H6a0finULyRPMeFWVn3425OPun1xXvTTB/u4OMY59q+d/hPrJOsNKZhaWaOxdT/Gx6n/61e9WsglLeXwmckk8k+1MSNRJA6A5IPTA7VIeccn3wKrxqcDB571KDgHIx75pFCEnd1IHbOP1p4dl6nB7EUwjBGeSfalHPAyB78igBxlbnt+HFODbhk5GTmmAHPHQ8/SnBc8Z6n86AGhizAcDjIB7ZqQHOeQR9aYQBk9zk8dvSkVSqkEkZPfmkIlU4Xg5Hv3r5u+PVj5XiJTbwKpbDsQPvZr6PBYDkE4PYcV81/GmeW2+I5ncyvH5agAj5QtPoB46/zbj91l+6v96prRZba4t7j50ZJBsdB33bq1dcjhtpnt7WRLmJhv34G4Z96xpWZX+8yv8AVqQz7HheSeztpGCsHiV9x4xn270SOEUliWDc4I4P0rC8Baimr/D7RrhXLsIFjkJ5IZflIrWeMBFJyyr8qc45qiS8GdkG3y1PX5hTmciPAAByASBwarRr5abS3ykc85OasiT5Qc7h3GOn1oGTqCcknjHTOAKRZizAopxjpniow4bIC9AOe+aQYKbxkEds0gJ4xkksQOemelTjhCOQMZBz1qsrlkUE8nHSpFLb+AcHgZ70AThvlABxtPOOfw5pdw9R+VRJjdkrz1wPWnZ9/wBKBkxyW54A6Ed6aMhuDge1KCTknj0oA+UkcHPWgQhZQCR6dR3qM4DZPPvnpUkg6DgccelRk4GeDnjkUAKcbRtxjPrTGJ9Mrjk4xSKoXOMDnmg5APJwe3pQMI5ATgcE+o7VHewG5sbiIkHejIQD7VLjaA5IIPTihm+YHAwRjHSgD5h8DSCx8WXtvMnyRkqwIz0ODxX0d4Zt/L0O3wQwCkj1wT0rwfXrSDRvjNeQWmUNwxZ1P8QKqcf99Voar8WtU0G6li0+KMwK20Rt0TAwKYj6FD7ANo/DNS5Uknk4689K+bLb4j+N76VZ4HWM3C5EbcfkKuQfFrxVpNykFzbedHGCzCVdrn1ye9ID6DMqbcg8dBz1p4dAw7D09a5bwX4ssPGmkStZufOhx5ygYCk+hq74rbVLDQvtulos91bYfyT/AMtF7igDocptAzgH1NKGUDAYY9M9K+avEPxd8Z3968Nlbx6ckZJYhcsn1NY1p4q1/WWjbUvGbWDKcRqxKg+u7FAH1UJUL4D/ADDnb3xTtwOcY69zXzppEfjy3judQ0XxLba/s+8iy5fH+6ea9O8C+NLzXbMrqdqbWVDsJYYy3cUAd4HHI6+3avPvjJ4dg1nwPdXyQI93aLvWTuq9671GVhkHnHQdqy/FlvFd+DdUhly6NbvuVOO1MZ8WXDgLsCZZV+Qt/D/tVXZi/PzM396i6bfM6hvkU7RT1hmuI1eK3cqnyuUH3qQHvnwIuZX8D3MMkfyRXTFWJ7EV6FiMKCUwyjcVBzjNcf8ACHwhqugeAZLq+ha3e8k87Y5wVUDg4rpprjy50KMASdpOO1Ai6JFUbVDZYZOehp+W3DjCg5znOaZubcNqiRGxwKkBIbGcADoR0HpTEWIlGCVGRnJJOeae+Sg2jhuT7VWilK9SuDwMDHNTByV4OD3J6UDJFO1gSCCvOB1NWBJ8ozkD2qOOQEg7dzZFOEp3AHbgA5pDJiVJBzgkdqZsX3/OkUAoME4wefWnbh60CLDHDYwcYo5EmME5pRzgnI9qax5AGQe9AEbkhuNxPpjpTgQEI9+c9qCcsSCduOBnoaQlSwDckjPBoAAME89e+OlQncGOe/U+tTHIHynGOxFRGRWJIzk9c8YoATcWXbhuOopCAsmMnHvTs5brlh6ikPPJPLHsO9Azx/x/oJl+L+l6gzhbeW2bL9NrIK5nw94VPinVJHUbcruViOCc9a9R+IWm2V7JpQukeR0dtuwdBjvS6bplr4aBvre1ZjgRkxqWUoccn0piPPrr4U+M9H1iC6tUh1N1cMHLDb9CvpXTxaDrvh60vdS1q0tZtMmiLTwAbzAe2zuK74azbOiLC8sjNz8qHj2xVLxDm60GRbpjb2uAzCQ/NLj+HHYUgOQ+Dmhav5E+oQXsdtYu5HkNHln9DmvRdWn1K2dY2tBd2zA73hbY6cdCD1FHgezFj4YgEcYi83Mm30zzWlOCW43Fu/HFAHB3Hwz03VrlLkXDQ20seTEq4bcf4mPeuZ1P4F3V5p7Rw6pZi4kn3PMyEHb2HXivXjCZIyEIV1GBkcZ9/aqJXVfORDaxeXnmQScfljNAGN4f+H2naDb29zPL9s1WzjCpPGNhYKMbffNKE8RHbNFolpauzbnikuBz78DrXTR25QDzH3EEYC5AGP50SEjPJBbgnNMRi6dda8bhlura2hAPLCQtx+FbE0DXtnLbmYIkyFG2jkg1ExUoMHBXoCO1Vp7wW8YKk59Mcg0hnzd4m+EWu6R4uWwgt5Li2upP3NwgyACeC3pX0X4L8CaP4P8AD6WMNrDJK21p5XUEyP689MVo2eoLO6RuF3t8yrn5h71m+NfGNn4LsbW91DzPs1xOIWdVz5eRySKAOS+N2qaxYJ4ct7CZ4LO5v0SUxkgtgjgkdsZ4rZlQRqqKQCvyuy87vQUald6H8SvDsf8AZV4t9BaXMchkQH7ykNjB+lQOgnkljidEZHIK44HP60AXoV8optdo2b7u0Z4/pSt80m15PXgDPNU2VjIqsDjHBDZyfpVyKFHXei7HHcjlh69eKYE/GxBt3be4qVGLxk/dPXjmoi4jjwzLkDlgOtKG2thSzAnccLmkIsKWGBuVhkdO561Ipzjo245JNQGMgLs+VV+bJNWWIVgcgDAOMetAx8bEjBB4xwOcVLtPt+VQrtOBkg9TjipNy+lAy2MMB0wOoNREbs4IH86cp47nsKaH56AHP5UAITtQZGce1IAAuTgEnpjn8KeecnJPv+NNxlyCMAkjOck0hAw+YswySOCDUTHKsAcNjHIyB+FSgNuIH8I/AiowCDuJUleQPWmMYqbQ3zEk8kYOD9PSnEINrBirDnAFONwXbjK54IPQ00qVYjCg44FAHDfEKeS0vtHlicIWkZHZujLjnit2xnElnGyMx3cKQcA+2K4z4yalLY/2QEKnJkbY0e7JyvWqfhDxfb6gYF2+RPnYsWeMdznP6UCPTLLMcbbvm2scMq8Via7cR3WtWmmM3mXdyckFziNfpjmrN3rNtpOnPc3jqkcSlj2z7AVxHgrxHo2t/EeHU5p1S5vYyIRI2QFHbPagD2m3jW3s1jC4CgAY4qCeceYoJwSepq45QR4B4zgc1TaFbnBUqcZGQc80gHpIpY4JJ64A5p7OSoIAIzz2INclrOo3mg3QuYYzcWif66NT86e49q3bPVba+tY7mCVXjk5DK2e1MC4ZACQMg8/rVaeUlCCCd3Q4p81yAucMTyMYrA17xFbaTas5V3bp5Yz1pAaAkw2JNxyMdc8/Wub1zVliuFgVyhB+ZgDnHtQddu309buOFcsM7RwKwYtIuL1WnvVYOSX+WTbspgdrpU/9oSRkbhGuA3GSfYEVqa1Z2VzoU0d5Yi+hVTiB137j0CjNZulo+n2oySzY43cYJ/nWvD5shjknjMkiHKMpwoz6jvQBh+HfDlj4J8I3KwQtbmVWnkXqUYjG3j0rIjkFyjuf4wAwU+vUkgflXV6yu7T5TJMxlmAC56AdcKB61zPmu0MabGRiCkgwPmGcjj1460ASMslqqxZCnbjJXIx6etOiVvlEjsSvIWNuT9aI4gz7XXYvUOq8j2pfKMeNgQANgFDkr70AXAxLKvytGx7fw+9Oh2RyKnzlmO4sBnI+tV1J4V02k5y3cirMSEW5I6HnOdtMC27ExqHKgEZJIyQewpdyyKMbSynkdM81XGdwwfkfGQTknj+VEbPt3ZKjkk7sgdsUgLyhd4CkZ7nOeKXyz6fpUEZBUDO7OMnGCTU28ev86egF0HtyOeuelMIAbgcE9T2o3BSTjGewobBYnk55PPSkA1wwYEk4AIJz1pinZnOcAdDzT3ZSB356egpDIAxByQB1pAMGGYtzg9RUZ4PBbA6e1KSRg/MR0BFNbLryeaAEjwSSW78j1qQEbSdx989qaB8nBBJGCcdKa/G0DJz1JpjPNvjLYNNZWN0GiVomK7pD078flXCvocmnw2up2EmRJsDrnocZr2rxnpEWu+DdRs5USR2gZov9lx0x9a8ksdRbUvh+lgkSvdR/K49AD3poRfh0rVviXqkmnPc+Xptk4WeVejn+7XN+Pvhfrdlr8raBpsr6ZGAS0R6N617f4Q0mDw74TtbKLaHKCWaV/l3MeSSfyq3aeJtNn1a5077ZGJIVUuCeCaVwPmWHxd44tlTSP7WvME7AkzHKfjXolv8AD74kRGK9sfFkiTugdo2kOwZ7Yqtq2j2+u/HK6SGYKdizRkDhJF617RbyssKLIW87bgn1xSSAy/A+ka3p+mSv4kvo77UJXJJQfKo9M1I+kJoElxPZKwtHl81rdRnY3Tj2rXjnUbiSQV64/h+tWRIpgIY5GMA4496oZTS4WSMsrA8AAn0rAn0k3uqLvjVlSQOHLdeatT28tlqDGIloZCDtbkKx7/Sta0jCkO+DnngdaQilqFrbRxos21VU9AM5NVrO237JGX+LIyQBj1xV68BmO5HyVzlSOKo+cYLcFSP3n94dqAGeLdTOk+Fr3U0BZrZA6J6kMK1dM8XaZqenwXNtI7vJGH8koVYcc5HpWHrkE13o8VuwGXkVmRhnCg1LEPs8eYjtIH3gBlhQA++kvL27WWQjc4wqLyEWqqxGK3TA/ehcqq849z60vmjfkkuMZO8cr7n1FFvc7pS2TEkaEjC53c4xQBHE0kqkhiHcAMS3I9jUqyJCzxuu4cDBGTRHt2LIeAW5Ddc+tOjiYyCU5kTO0AEDj1oAdC+1tzMW3dFI+7VuXEiIrZJ67R0FMkUjDqyhc98YP0psEgLsh6/wnHUe5oAtIv7sEks23IwOlOYblYkFTjBFIm7AXDbR2XoRTnUnd82COw70CHI4PyhgGHUZ/U0/P0/KohGpXZnjHP8Ae/OpN49f0oGaThXQlTggdB3pFQjBJzjoTSLgEgYJHBxTycAZ6epoGMAG8kqCuM8GmFflOT17CpMKvGQFI69ajcEtuB4B4IPFAhmQBgZUc8A9aiGBgAjrgVMBlSF289SDmmEYPIx9aQDWYtgqMZ4Oacw+YYPHX69qNobIBAzycmgEr8oIwDwSOgpjInOQDjaM8nt1r538RCfwP401SFnmNrcSGSMIOoPIJr6NUHGGVSB15615B8edPTbpd2ifMwkiLZxggbhQI434lfEW9untbXTr9Xt0jQkJxnAGd4+tZfgzw9rnjrVZWGqR2kzMCWk5NctEz3t2s0qN9lT5pjjdurs9IzazQzWc/kK4yhjPzj2pAd7b/Bfxro00suk+JLKaSQhvOlBEgP8AhW6+gfFmHypDe6NcNGoBC5Ut79KpaLp+p291FqP9qXUyvHiRTM2FH+7613ul6r5sJ8qRpVQ7TvbLUAcvN4l8T6XoN7LqHhwtqEPASJsxyAHrUHhv4qaTqd/HZ3Eb2EshBQTHOSf4T6N1r0A3W4MJFYjGeRnIrkfE/gbRfEd1HcPZRw3QcO0gXDMB6+lMDq2IkI5Gc9MdOf8AGnKQkeVY5XgjHWs+zQW1nHDG7s0Yxukz0x29anjnATEjFWPcnAb6UgHzALEzNypB3AcHFZ9hZG41CONNq2sWD5e7J9cVk6ve3bzSQW7MzKNrDPGT0AxXS6JpsHh7RGubybayp5k8rnhf/wBVMCr4t1nRPDVlHPrUwtYrmTykbaT8x/pWVtttRggutPljngwfLkif5WB7V4P8VvHb+OvEEz2rO+j2PyW4YfK5/ifBre+AF/qQvNRsGEh09YPtGGHyqT0IPalcLHroRfLRdwDDCqvTv39fWp1yyIrALtJ3Oegoddyxh/L/AHhOwr/DQJU4hDFcMRgjG4/WmApSEfM52xFc4UZJqOMNI/B2xEZAPbHSppVjRcDPzZ+btmq6xJtwp3vjJy3f2FADlbzJlDoNmSPpU6+XbkKVDqw61WgtzHIsgjfap5xz9asfaI3mbbldvOSMgCmImD4fcr7s8E56fhUrSGdgjBxzksp+7j/69QsyRszt8uQSoX+KiIgEZXaS2M5xnigCzGpU8k4Jz7n60/yB/fH51H5yLyu4M44z3xSZb+7+tIZqhQoJzk5yQByaXcJGwQwUc+9HLDJGT79cUwDavBIyCc+lIB5K7Aew5ORUZBMgwGKk5GRjNSSMDwxAAGB+VQqBI/JyFHAznIpgLIp24jKqQckEfyxTmHyggHkcknmkZs46gY7HFIzZzxzjrQA0KpTOfqMHJpGwgwOSvc9R7GnJkAnzMA8DFMlGVIIyQetIBd4KggFiDzXDfF3Sn1bwT5luEM9rIrqvfB4/rXdIgVOTjcOCePyrK1+1lvfDt/BbjNzJC4jGOScf/Wx+NMD5hiT+zrn7DMiKzja6DO7pxXr3hTwj4fu7Szm+TcQJAmQX/wC+ewzXhuq3Zh1E4SZL6N/KkR1+b3X8K6Pw/wDEu9024jBRWjtyCqNHkJjvS5hn1LZ6XaKhBVecDlatwaZaxMWjgSM/7K4GfXFeZ6R8WdM1i0CR31otyv397mNWA9K6jTfHek6haSyRXKBYm2sc5/U9frTEdDcQxHlSTtOARnAqBrYR5cuMMcDI7+n4+tc1bfELRbqRwuoQDZlWfzAAQOScZ7DvUWpfE3wzZ7lh1CK4kUYKIc5HpQBuTuEA3BnYHAUNz+FUtRtp0hzbqkyooKoxJKn29688u/iebWeW/udNljjibESI28SLjkk9evaqN38YrGxvwZJ7ubzI96W1uyrGCR3fr+FAHoWmm00xbnVNU1CERWfzyeZIAsZ9SteW+LfHGufFzXE8LeGLOVLEviWReFkH99jj5UH/AI9S6d4U8XfF/VP7R1i4n0fw/wBfn4Lr/soev+8a9G06bw94J0VtG+H9kuqaiThyhLZb+9JJ0A9s0twPGPiT4Z07wXb2HhjTZmvNRcebeTooO5uwVRz+dez/AAg8Ex+E/Czm6yNQ1IK86nhoxjhT6etYNr4fsdH8SSaxrTQ6x4oum3oSmYYG7Kg7H3r0jStPnS9N5cyKWZflRAQFyeRTAyroQ2u6F0Z1hJAKZ60pEEdwFMrh3AO4EYX2J7YFaHiGJor6KZTtIB2hjjLex7cGs87XUI0O9GwRtP3xjvQBJcbEjZdiyNwSQ3649aqxIrsQqtG3XYOv1x2qwyucRkFIuiqGy2frUclyseIvMaPacFQ3JPpQAFFSQsHZzj5kYY+tPjggjO6OMYk4PHU1XmeN5xCtsXZhux0qVGhhjVFJJPJRI+M0wB2LKrMp3ZyGcY/HA6Yp5hDurSGRpAeT1ANIZfMDfLI2G2hQ23r6DtT0EccX+rwOhz6/SkBN5ZQkANyeSzHj6VP5g/uY/AVCkjhBhVOFH3qPtOONp4+lAjfWFyQRng8ZFNa3mY8gkd8Cr7XcKAhcnAqIah5i/KMdgTSGVPJIUhkyVP5g1E0ZWMEZGD09KuLdbGJJzk85705popkxtCNn9aAKIxxuUbvWgkFScYB68Vda2BXCkE9qgntp0j4TdjtnFMCsow2cKB0GRkCgDbjnAPJzwDVwafIU3MQOPWopLOQYYckjgdqQFZgobAKgdgaXksBkYBwTjjHepzYzDJCkk8nIzxSPaXESqVi3FiMgnp7mmM8j+NvgrSLnw5L4kit1jv4mQSSIMecv+17+9fPAuJrbzUhleJJRskCHapHo1e1/F74h3T6teeD4Y4Pske3zpgcsT97GK8auIUNwkUaMyOQgyf4jUsCkiqv3HX738X3lrStri785Yob3yy52ks+2qF3avbTPCycxOwPzfxVCqptVizfd/u/xUgN97GJJiLrU03Qkpxz838W3bWtputaHoF0kscIv5oJN/wA33P1rkZvs7XI+y+c67Fz5n3s99u3tVrSdDutcvvsdmN56lsfKg7/U0AXdd8R3mt3KwwIqRSjPloNoq9aaJpmi+VNqha7lxnykHSumufBSeDPsyzIbzWr5vLs7VRuZ/wDbI7L7V6BoXgbTPBWiy6j4kkivdYvl2uH+dIgf4F9qqwGbpHig+JobafxJfvb6TaoBFYWrbDJ/tOa6E/EDSdOtzY6RaR20fRYo025z3PqfevLtZsY9K1RxCU/s+Y7otp3YPoawm1m4tPEUU1pFuIO7cvzZP0piPojQND1DUNcj1m+giggYBljPLH0+ld+keWGM7fYV5Z8PPHWoanaTjU1igtbcbEkY4Zmz6eld9d+K9I0/T/tVxfRRRYzv3ZAxQBW8a6tp+k6ZFLqM8dvG8vlq0pwoOO9YtpciaEGOVZ1lXcrxHIC9unSvEviF47n+K3ie10bS4HazikKW0XQzyH+I+xUGvQ/hd8NvEOi3KXus3X2ODZg2EJLFj6v2H4UDOvWXyo5Mksn8LBu/vVMgyBZMxnncxbkk12E/h+3mVguUZ+cdMfhWbJ4Y8oEbs45UdDTEYsEowxVX8xvlYjoatogjQEcvjCkHk1OdMu7WFzszk/LhhxmoljdBu+zSeu4Dgn0pAJkQxuDIS3tztNTKEChkPy4wSec96jePy5F4I77W/n9KbHKSdpUrCrYIDdee1AFqBw8e4FcZ6Gnb29U/KnRx7CSEzkjtwal+yv8A883piNZoScDuO4HrR9lZuxGOhq6XfcBsAyeAT1pcuwYYA2jk1Iyv9lQQguME9ST1potYjgqWYng46VI4QhvMO5RgjJ/MUiSB1dIEPzHgHgD6UAV76803R4VfUL+G0QnCmVwoJ9Kz18W+HZLqKCPxBYyyysFSMTqSxqr4v8H2niuxxPDFJd2yP5DS5KhiuORXyHrtrfaLqzQXUQsb3T5MBUj2FSD8rf7VAH3RMCITyAMZJ9q4nVfi34H0dmjn12GSVCVMUOZGBHXgV8+D48/ECa2ZP7QtdqjYSbddx4xXX/Cj4P2ni3TB4n8TlnS7kMsUER8vec/fYjoPYUX7AdBqH7SmhqGj0yxvbuQZCBk2hq8t8ZfGHxxrcjWt1M+jw43Nb24MTAdst96voDUbPwB8L9PN9Lp1jYvIGEbMm95CB0yeTXyZ4k1q78Ra7eaveLulvJS52twmR8qAegXFDGZk0zSN5jb33dWb5stStcedG3Cp827cfvfSpJHm8lILje0UZZ0ib5evU5qvNEy7G2Oqv03D+GpAfKrrAqv8rJ93a1WdPa286T7cJmj2HaYOu/HyZ9s0umaTf67qKafpls1zeOMpGpyX+nvXtXgr4GfZG0nW9VucNbSedqNjJ8vloOV5HBwQOKAOB8E/Dq98Sa5a6ZeyjS1ud0gkkGGdB1CDufm6V7hfT+D/AILaCn2WxW51WQbLeA8yzMe59Bmk1bxtpfjzR4bzwxbxx31lf+St5dQjZaLjLTkg8Lgd6cnwxvtN8aReKNV1AeJJHKqk0yhDbrwdwUDn2HbrVgUfDWlTabet408Z4k1y83OgHK2ke0AIo9SD+FcL4h1m78Q+Ipo7Jbi4G/KK2T+Ney6r4DbXb77TqGqmO1IK+VA2wHnOMmkiuPh78P4nlk1SxgmK7TvnDyNx2HWgR5jpekabqXhO7XXbGeC4R2T7QoO2M+9cLNor6NJ5pmQu/wByRDlfrXpviT4++GUsry10bTJrxrgbQXjCI5/vYNeFa/ra6le5hsks4Mf6iNyy7/73NIZq3mueVNKftLu+AoWE7c+tZ+r+JNR1e18hpmWzTbmAdF9z61iPL5yq0nyqvyqu2hnWKJljZmZ+vtipAvo8+j3Gn6ha3kRmIS5iMT8wsGOFb0PH619eeAfiJpnjXR4ZBcRWurKgF1ZswV1f1XPUH1r4yb+Lb/3y392rYlulvDdB3Fwp3LJlg4x3yO9NaAfexLoA+eST97k02V2KhmySB6V8i+HfjR4y0GEBdXS/tl/5Y3w3n6Bh81fS3hjx3o3iazsTHeW4vZ4Fle3D5K59KpCN2OyE8nmSx4z2zjPvipL6+t7SEqSg4wFGOK5iT4meFZdYl0ePXrSO8jfy2SR9vzeik8GujSwtnVvPRZHbqT3pAYpmtb92TaUTpkdT/wDWrRs7XToI/lCn5t2Ow9aa+h2zzH7O7RnsB0NULqyntUKszK20hZFPcnPTv9aAOgW4tY1Cpt6Z4FH2tP7v6Vy8UtzJeKqtmJUwSxGWb19qseZMONq/99UAdFEkj5y5XaeuOtCRb5HDOxwex6ip4z8znJxSKN0znsABnpQAyKJNzKRkg8Z6ilQKUL8gpkDHUEUK+JnyMcDAxmnQkeTI2CASTigBjqAgnQjOASecEeuK8v8Ajb8P7fxN4bbXLWPGpachcEDiRPQn2r0+PElgy5ONpANUNNf7Z4bQ3IWUMhDj7wI5FMD4Ztrc32p29j3uJAgP+0Ttr7p0HS4dD0Cw02DcIrSBYxkeg/xr5E02ytZPjBawxx/uDq21FJxgK3dK+yTguAuRnoRSA+cv2l9WWTXNK00/PHbwmRlHGGY4B9/u15b4Y8EeI/FazR6Lpc9zFE3zMvCK31bjd+NdT+0Fefbfio0WcGCCNC2emTmvp/wno9poPhPTdO00KLaCCMIQBk8ctx1JJJzRa4z4y8SeCPFHhMiXWtGurOPO0SOA8ZPpuXisFHckLuk2t1UHg/SvvTWdLstc0W507VYEurS4jIeN19uo9CPUV8J6ssdtq11DAW8lJnROQ2RupNWA98/Zt0bRblb7VpWim1eBhHHAesCf3h2ya9uewErXcR2tY3KFXt2UYDH7x/Gvlz9n7WX0z4mJa+UZ/t0ZiIWPJTHOScjH15r6tm3qpWPknIBODTEcJpvwus9EaOw0K+az0m5Lm/RkDyT9winGAvXk1w/x08UDSNOsdM0TX7pLuKY+dCHZWEY7kjAK5wBivQfHnjuDwT4Wa58uWW7mDRW6rGSvmds4r491jVrzW9YutSvZfMubpyzMPU9fw60NjL114i1i4/c3+q6jOifeilnf+Way3hkR/KmSRJQMDeNuwVXnk8x2Y4JY5Ld69S+GHwavPHtn/al3dfYtMR/LDbcySkdQo6bcd6kDzKX5+Gk3svHC80n3VVT8vP8AwI19J6p+zHoj2jf2dr97FddvOVZI8/QAY/OvBPEfhq98Ka1PpepR+Vc2zbX5BVv7rD1BFVYDGd9vTdub726mAZjJX159qczB5CcrxzlhjP5Usn3uf7nX0qQHxKpPO5+M/wB3ipJLd/siXIliw/y4WT5xz3FNht3vLhYIlkkkY+XFGi5eQ+lekeEPgX4t8TM008I0WCM+WZbsMkhP94IBk/iaAPNVgCzDflY8feGK6LwZ4Y8R6/q0Y8OWlxJPG3y3akxxwH3k6D8a+h/DH7PvhLQ4lbVhJr14GDAtmKJf+AKcH8c16VDp+naNZrDbWkFrDniG2jCrn6CnYLni/hr9nqN7xdQ8U601zfl/NaG0H7vcOfmc8sfoBXtbzJsVlCgABQM9MdzS4IGZZFSPGdoBFRkl8yxAGMKQQRksPUUxFlD5q7wdufukDBP4envTmWKePbKoZRxxyM1m2N3DfW4ntblTGxCuhGGTttx2NWPtvlMIpD5crZ2oFyqgdcnpQBHJpSniLDKBnAPf+tV/7On/AOeX6D/GrcctvdgSwOGjkHysuRux3xU3lN/z1kFAFlG/dFwMA9KImPls54H9BTpRsgIyCcYqC6byrLGCQRg4680ASxHMRlbGOTn096SKQGyeRckEEj3rG8UeILXwr4fW4ucESypbxoxwGdjgDP0zWN8TfH8PgHwsksYjm1C5xHBCW9uWI9O1AHWG5isdHmups+XDEzv9AMmvPtF+Mnw6ttIjjhvxZKNxFsYWyvtjHNeZeNP2grjWPDT6Pp2miye6hEc07neRnqAvYGvFLW6a3l3hQTgpvoA9Q8OX+meJv2grS70u0ZLaa+adQ5x8uM5/9mr6yPJHHGevYV8e/A9hN8XNJVl+WNXKnHP3a+o/FHizTvD2jXNzcXkMbAFEy4+/0APpQtgPm/xToJ+IPxm1C10/fA0979nZjyqhV+dz7ALXsngdNT8N6hrejx659v8AD2gRBWlvB+8SXbvK7hxtCsM/hXHfDJbfRfCPiHxs0LSyoGgt938X8TH/AIExq14qVvDPw10/w7Jdt/a/iSZr3U5/VPvzZ9tuF+gpgW9X8b+LPGGn6Fo1isehyeInlzcxEu4t0GdwyeC3Ncfdfs06tFexQ2/iO1nEhO8tCVKr3ON3Ndz4rurVviR8N5IXEFpIkojZRj5Sg21seP5YdH8Q6Dq93qceneXIbZtwOJkbkgnt0oA8iT4J6voWsJZ2ni+zs9RmUiKOMuruvrwa9w8K6R4mtfCVxY61qENzqe0pBcpu5GPlLe/0p2kQadc6ybwyxXE1yDLbtjLCMeh9K62Rkjt2l5IAoA8E1f4W/ErXrW7spvEmnzWk7Ye3LvsyOe4bBry7XPhD4k0TxTpnh5xaXeoampaGOBywAHUsSOBX2DaBWt1ljYfvDuLA8V554HiuvEfxb8Q+Lrlo5LK0J0uwZemFOXI/HP50mM+YpfCmsyWOp6gLRja6ZKILuUMqiOTOMGvdfgV40j0fTbXwnrtvPYXEhMtgzxECZG+Ygd/XmuIa/IHibwpE6/8AE88QiNnJ4RA/zf59q7Hx1rf/AAhfxp0zVLxd1pb6QYotgG7oVBA9c0kB7Je+LfDthFJLc63YoIj8481SR7YHevkf4s+Mbfxv46nvrFSLSNBDF6uBzk1uR6DNp1n4R1C5fzU1/UTPIkq44LY/Va7vUdH8LeJPixc2K6fbNpmg6c8lwYuEeU9M/wC7zT3A+cRC+NwUlRUkzdkRk3V9QfDf4XeDta+HOmX2oaJFcz3IdjKzkMRuIHI9qt3/AOzz4PvXJt4rqzJ7RzE9+MA0rAec/CDxd8O9C0N28SaZDHrFrMJo7t4PNaT0KsR8pBr3Twn48tPiDpcl7oXm28MU3lStcR/MeMnaOncV8v2R0fwL8WZbXVbQ3tjp13IgMo3sFCkJlOhwdpxXo8fx90fQ9Lk0/wAP6K1zOo3JOIRDHLJnklB04xQgPctU1my0dYID+/u7x/Lt4FPzyN6+wHUmpoEazt2mvJt8mCztjOAewFcJ8I0vda0ibxrrpDalqhOzcuBDCPuqnoD1rug32+4BXa1sh5x1Y/4VQiKKGS7uzcy8W3AjjPQj+8aS1vY9Vmniti3kW7GKV8EZb0X1HvUF7dS6jqcuj2oeLy0Dz3GOAp/gU+tXzH5USW0C7FUAEgdB6fWkBFLp8N3dRMmVFvkZVtuTjBzjrgfzpFjuXvpW8wNasoVUZRkY4Jz3BNTzu0cccMAw7nGTztA6k/hVfVLkwRwWNvJ5dzdsUQ7c7QPvNj6cfjQBMoQx7xDgLnkHGR0OKi+0D+8fzpdT/daetnGZDJcfukZeq8ctUsVh5cKJ58p2qBmgCl4k8XaJ4cubKDVrxbZ7tiI9x9ByTXhfjP4538HxFt7vRHE2i6fiNoc/LcFvvMT/ACrynV7y7udSi+36o2qT7NqvJL53Dds1Su7dIrpk3ru3chPuj5fu5/ioA7n4k/Fu++IjWdutm9lpdq3m+WPmaSTsT/SuH1K8v74w3OoXj3LoMRLJKX2IOMe1VkMqviLfE38IJ3f8Cppid/3rsv8AdZKAGXEqtLwvzfxcfdqKJGuNsITP3ttWLiVposfIv8LcdcfxUyG6+xOk1v8AJKjH5z826pGdr8I5xpPxFtLm8PlxwxyMHYdwnAro/hdp2p+I/iDcarfWH2u3uXlkaOdsRx5JyxB6Yzx71rfD3SvCVn4PuL3xPd2k2o3mZ4YPNy8UY6BT6n0ql4AvL3xx8RL7UhLNp3h6yCSTwwMU80Kf3aNjqScGqELpk13q+kan8Po9WXSdSstQeWztbkYFwA25UMnrwPrW34s+Gvi6TTNT8U+JvE1kbkae0PlLHhFQjlF5xnoPxr2Z/Cvh/UGmubrRrV5rtVMzOgLtjpz2P0rM8U+HbPxxo7+H7zU1tLQbMC2lDSZHRWB49O/WmB81aj8TNU1248LvZWAjuPD0Kojj5lkfAXcf7ors/GvizUPEvhwSzpFdafC0c88YYSuJAOQMdFzXpt/8ItOs/hne+GPDgS2uLnbm7n+Z2II3En+leXXGmeFfg5pcmn6/A+sa9P8A6QqwlhGB/Bk9qAI9N+J/irTLi21++8Ks+nW8f2eNhGYti/U9a9B174uXL6HZ3OkeGrrULe6jLzurBhCvQhtucGkze/GT4RixtSuk3MuBOHBwmD0A9DWbovjDw/8ABPRI/Cmrb5dTAM0xt03hyx4yT0oATxJ8WdM0/wCF5tooX03Vb6CWCO2DbjbnHJb0yDxTPhd8SvBnhvwPo+jXlzcWVxhjM80LBGlYlmO7pgEV5dpfw31r4m+INY1HSlhtYDcu++VvlySSFB9a9B8Y6P4BsNI8O6H4lur5ta0q1S2+yWKgyOWI68Y69OeRQB5Xb3qSx60sME13cz6iLi3eNGYqmW3vlfau3+JtxpPi74p+HbaHVYbi0ubaO3klRshTnJz9ele7eDvB+l+D9LWx0uxWKIgOXkO6VmPJ3E+nTFJpnw98L6dr1zq9ro8AvLhyzSMAwXPUKOg/CkB5v8fobPTvDvheO2jjzDcLFAyYwgGPSuH0+O78LX3jDT7eaC4lkslM86t/eBPH5169q3wa0nVvE/2+7v7s6cknmx6eH/do/cjPY+1W/Ffwj8N+JbeOTyv7JmjAVpbQ7WdOm1vUUAaHwviEPwv0CPuLVD09a61ABID6HH41xui6TH4f0ldGstYulS3jKwtNtfyx6n1Fc/p3ij4inxhJph0ux1LT4CFa8h/d5OMgnLccUwPnv4g6ZPcfELxJdLuntor2R5J4v3ixgsQFYjpz8tafwTj8NzeNpB4j8koY/wDRhO21S2R1P0r6M/4Vnoseg63pMG63j165FxevwzADBKKfTOSPQsa+VPG3g258I+LL3R5AZfs53KyDdtQ8rvI4zgjNIZ9L+MvGlto1vo/hzTr6xjvNTuFhPln5YYCfmIHbI4Fdhqd3Do+lxW1vNBbzyAQ2wcgZY98d6+Pfh9rVl4X8aWeo65p0tzZ4OVMe4jPAcA9cV6tqfxb8K618SvDU4sLmWyscxGS5TDLI5AU49sUXEe3PPH4c0LzbmTzZRgMwHzSue/59qt+elhpz3V0duxPMlbHTvWRfp/aXijTFltUuLCNGuUcr9yUdDn8TS+LrsLFYaaAJDqE4VkP8cY+9z9KYGjo7G5tftxLE3I3KGHKqegqHS5m1PU7y98orDDJ9ngJXlgo+cg+hP8qd4j1aLw54VvNRZGZbeIKioOWJ+VQPxIq1pNu2m6DbwsN0kMILDuWAyf1NAyvaX8Op69dRRlZBp2Iyw5xIwyR+WK1to/vfrXO+CtMlsdEaa5BF1qEz3Uyn+FmPT8BgfhVa88bWNrfT25mGYpGQ/MOxxQI+MLW3+1L5KEGbBIMhCLgL83LVDDIwR1UJ8wBBc7fyqO4VXkXYG+Y7fmoRH3cbFP3g275RUDLiS7pGyFX+FKimIa384Shmb76r/BTI7qZFdFw8ci4I2/d+bse31pqr5U3lSD5X6njcKABCj/7Sofun5c0OzRMyH7/9z7y092dJll3D5uMunzVVVh3f5v72aAO1S2TSvh7ppnWPfrd9vPyKXSFeOPTNfWHhHwfovhnQIrPSrXy4ZsXDluXdiAck+1fFU+s3l8YGuJ3eKwj2W4wF8sZyo496+vvhL4pfxT8OdPvLmZp7uMeRMx6ll7/lVCOv1TTItY0m50+4klSG5jMbNE5R1z6EV4Z8efCdl4V8MaFe6EGsFjlNpK0LbZJQQGBZh8zNlSfzr31SS2OhHfqa+dP2j/D89tr1jrKySNbXqbCjytthkUYyBnA4x09KAKX/AAuW78IJDaaLrc3iW2aNC738RLRMeTtPylv+BUnxU174feMbW3v4tVml19ljh37WWGMZ5zx256V4m4+bBOONufvVatIftEqxRp99dm4BtpP+1RcZ7DH8UvsHiHRNH8LXZtLHdHb3F0wHl3A4GVDjjHqa2/jpB4GjsTftILrxO5VE8qUNux18wdlx9K8LudLv9LYW15b3Vr5nzIky7N34EVVlsLi3kJNvKm/5l3jqtAHUeDdS8bWf2+HwxfXEAETTXSRMvCqM9/8A2XmsS18SagPEkOsXl1PeSpcR3EzSOcylGBGT9RWdbXjWU5eGRlOMHYxXI9KijjeRlCgsZGwFT5iT9O9SB9geBfincePEu7i20Rbe2tiEAN4nnO/cbDjHbmtHVviTB4X1CFPEemT6Np9z8sV3LIsgL91Kx5wPevkDSNXv/D+qNf2Un2e7VXj3OivtyMH73f8AUVUvL+7v5d15czXDgYJmct+WelO4H3NB4v8ADV1p5vrfXtPmtV5Mi3CED6//AKqqjxlomsaW72GoxMGfy1MnyFyOmAcZHoa+Q/BPxB1bwReO2lvAIZmUyxyQLJuHfBYHFfSPhjx54K+KcKWFzZxG5U5W0vlUvkdWTHb8aaA1dT+yf2er6rdrbRtw8nmLGwPXrnn6CuS8LeJfEOq6prVv4J0m1msY5MC+1ByoZwMYKrz1HGewrpvHXgKzvfA+pxeH9ItF1PygYSUGWKnO1WY9a4v4K+KbnRrW60XxDpd5ps1xdF4p3tXEbMcAqxx8nbBPHNMR1Op+KPG/hl5bzWNFs7zTFjTfJYu3mRtj5sqc5GenQdOa6Dw3rujeMNFF9aJHMjgxXCzRL5qt/FG/Xv8AXPrWhqWtWEen3cMKrqVwbd2FjEVZ5QQVwR0Ck8ZNeX/Bq0lXxLrFzZwXEWlCGK2beflkmTdu69wMLx06UAeieJIdO03w3e66+nW/2izt2McgtVlaNcdApIB+ma+LNa1SfWdautSuGRpbiQuSihB7cDgV9s+JPC+leLNNNhrdss9tndHhmQoxGMjBGfp0r5d+IXwi1fwRqfmRW11qmkff+0xwEBR6MRnFSxkHg/4x+J/CkUkHnf2lblcJHdSE+X9D/St/wx8ZPtfxDt9b8aiS5gt0dbVbcYS1J6nZ3/nXkMm1pS0aeWmeBnOKZu2+houB714x+OR8XfYdK0bThBbfboWZLtvmuCH3IOPuruVc/WvcPEWr3Vv8P9WvSYFvYbeQApJhN+McE4Pfp7V8Mg85XAYenb3zXUav4idNMs9Dg1TUbqwiKz3MM0imMTn/AFhT+8p/2qLgfammXKyaPa3DupUwqzPnj7oJJNfNWuan4IfxFqLm8Vi1zIdwk4PzHmvXJ/ih4Pf4ez3sOp2JSSz2R6czgPnG3aVAz7fhXyROIXuJGxa8sT8r8de1UmIjiQy72klwy/KmKajDytjfMmdxx603buuF3llDDkrUjusszH5U+i/LUDFhk8udXKpKqEO6P0k56f0p7bvOaUReTHc52AH5R83b2FVi21VZxlX6gU1VynJ2MrdaALCbml4LSyj5TStaYuFC7juG/OBwKRLWVYndPur/ALX3qksovMvNkW7aoyT94YoA07fR72/ms9I022aS+vDny1GQwPT/AHa+lvg94D13wDZ3dnq08MsF0RMixMT5b9wfwx0rxL4QeLrDQ/icL/WZFihuUMIkYfLHk8H6V9VT+ItHj0179tRtfsyLvMokGMfWqEa44B2gYxyK4j4xeHP+Ek+GWoosavdWIF3AR1+QZI/EZFdpbzR3FtFcQurxSKHUg5yD0p7IGVkblXBBHsRigD8+n3SlpFxhmzgn1/8A1V9BfBSDSNB8F32qXUQe/YuVkUBnAxxtB4FeY/FHwFd+CPF93Cbdxpkzl7SXHyFDyVz6rmuTt9Ruxai1W4dLdPm+WlsxnqnhbST4v8ZXuveMLswabbFis9ydgmPZRnqPaqXxR1/QprGy8O+FpBdQREyXNxIvzu3p06CvOJdRuri3SG5uJpVQ7o4yfl+tU90iTbt3zfeyO1MAw21fu/L/ABV6v4E+BOueL7FNTvLmLR7GQB4y6bpH9wP4a8rBl3id+R5mcHuetfbHgbxroXizw5azWF3DG8cSiWBnAaJgMEH29/ekgPD/ABf+zlqei6NLqWjamNW8lfMkt2h2SEeq46/T614xJ8hGwMny7X3H88e1fcfiXxlonhbR7m6v7+ASxRlkhVwXckcAD3/pXxBeXjzyTM6KGmkMpfHzDP8ADQwRU6fP94e5r3n9nHw8yXl5r15ayRxOojgnl2qjHvjPJP0rwnCSTRr5iqCAGYjha1brxNrF49qtxqU5Sz4gCNgR47gUgPuVpEaRoxKm5SMgsAQT04J4PtTfIWVxFkkKMnnuex/nXw1deIdSnvvOOo3jrvDZeU5OOhNfU/wp+JNh4r8OMLuUpqdjAZr3KFURBwDnvxVCO5OlWtx5zPCsm9DGVfOCvpj0NTW1vHb2yRW0UcEKj5VVQFH0A4614p8UvjZLpdx/Zfha7Tz41juPtkW2RJFZSSh9MZU/mKr6T+0nAtvcf2lpJjmjSJoRESQ7cCQH07kUwN/4n/FjUvAesmwjsra4E8Ie3nEpDRuOoZTwR7Zrxe9+M3jS81C7u4NUaxW4XDW1ug8o54PytuFdb8e9TsfE2l6B4j0i8hu9PuA8YyoE0Ljqjd8exrxIHarH8s1LGOuZfOm8xsZPUCgJsCl1PzdB2q1cXrS2lvbGGFPs4IDom1nyf4z3qs2105fLetIB6RSSxtIgTEXXlR/+ukZdvy7vvfNwaYfLVcDDSZ/4DT4XaORWU/OCv4UAJG5digbaN24AjvS+XD/fWmBfz5x71MDDgfuloAc6siqh3bG+f7v3qYu+W48uP5i3yoFGd1I1xPPb7S+4Rjb/AMBqSyuntLyKaJ2haM7t69U9xQATqILWJA37xZDkelK6btw3L03J7VYiigmvpFxOQVbyu7OeoZvw5/CqLDZKyK6nDbd/r70AH2mQfLI7MjelaC4t9CkkUbZZm2Z9EqpGBG+XT5AMdelX7wLFpNvG52SlNyIvOVPc0AZDwunzAceuaka/uHs0tWmcwIchM9aYGO35V5xtPFS3t7JeyRF40TyYxEAi4yB60AfW3wGv9R1H4a2p1CGSMWzmGJ3481B0Pvj+lelxzeYhIBUZI5HJ968d+G3i2TXtH8Pa5byMsenKNI1OyVvkjU/6ufb9doJ9CfSvYiCjA5B5x9e9V0EcH8T9OtNX0+30XV41TTNTJhS8xk2t1/yzJ9Fbp+nevkTWtIufD2uXel3gZJ7VzG/HUj+lfdeu6PbeINFudMuxmK4XAOOVYcgj3Br5l/aFfTf+EmsIIpFk1WCAR30qrsWQ9FPucZzQB45ktJlv4etGSTjueuO9Kysjbev8NIxUSHYfk7ZqRj9ny8upOPu1c0+e4tpQEuGt1m/dvIGwAD61Rb5N21s801T93PzKP4RQBdubgvcASXLTBDt3ly24VBJJiOSOMtsY859qi+8hzj5O1BbHTjHWgDY0LQbnxJrEenadte5lVmWNnC7gO2fU1DqWk3Njqstq+nXFrIh2eVKp3A1qfD94oviHosk032OIXCkv6c19kXVjYXg2XlvDcpOOQUHT69QaaVwPhmLT7u4u/scNrNJcscCJEJY/hXsE3hvU/hZ8GpdRBaPVPEWLW4BX/j2iILfmcY/4FXr2k+BLfwrrz6jp7Q3+5iEFyuJ4VPUCTqfx5rqNSsdO12wvNLvkiuYpYWzE/OMjAP4GnYR8IHcF44AqZJBHMpCiUL0DjgjFb2reC9T03U7yzWP7S9uz5WFS/wAoJGawXtJ4pnRo3DIcPx0NSMY7/u1VHYx/eK+hpR8sXX/vpaZjB2nP/wBejLgbATg9AO9ACgeu35u9MPoP0qRl2x8ths/cxSyu0u3ftXavB9aAFaRpQgOz5F2CiNvKZg/PP501kBChXzxk57U5FkkjcqrEKNxwOnTJ/lQAx02tz36YqZXXYP3fb+9TQjL5XO5WpNq90bNAEYGxiM4H86ckLSOqqnU469akEgHyN8yk/eYUXEX2f5N6sOvFAD4nlgdWUtHJgkOh2n0pnlPtfET5xz6CmkExmTGVT5QXP6YqUToLMRCM7y2fML4z7EUAR7i0Z27gWzux90123hbwmvj3xxY6LZytbjyA08zfwAD5iK4cANEgG5mzx7V6V8GPFdr4T+JXmavKLe1uYjbySsOEP8JOO1UB73Y/BHwPp9kLYaQLlsYaW4YlmPrkYArxj4y/CW18FwrrGlM4sZHWLyGO4wnHHPcGvpmPXtImtWni1S0eFRlnWYEYrxv42fErw1c6SPDSSDUxMwe4a1Yful6ghjxnOKGlYR5R8JfHUXgzxNINSXfpWpR/Z7kEdAf4vwP86+ttG1CO802FhcQ3LKoKPFIHDx/wtx0yO3qK+DEb5wxb7voM16D8IvHw8D+M4p7l8WF9iC9djnYpOVcD1BOfxNJMZ9jKfkJOPXArzv4s/C608eaY17AzQ6rawt5JXGJO+1vavQVKuoKsrK3zKQcgj1FPGQRjA/GqEfn5dWzW0zQyI6yxsVkRh9wjtVYc54z/AEr3b9ofwCuk6ovijT4lW1vmCXSYxsk7Nx2NeJ3JjeNZAyByfmjRGGB65PrUDLegeH9S8TazBpekWrXV1MflQdPqfSvSL39nnxxbacblYLW5kijz5MMgLnvjBGCarfAXxbY+FvG7LfxKy6mgto5R96Js/oD0J9hX1yhLopXHOOQRj65FNK4j8/7ywksbpra4VoZ42KyI4xs9j713ngz4Nax420ePVLDUNPW3Y4dWlJkj57gCum/aasbK18c6dPAirc3FnunKgDdgkKxHqea8r8M+JtV8J6zDqWlzyRSRsGeMMdki/wB1h3BpjPo3Sf2efCtjNbzy3F9NNAyuVMoCsw56Y6V6rMkEcI3wlsYUEDIBxx0rhfh38VdP+Icj2iQSWeoRxeZJA/KEA4JVu9dlM62l5bfu5HMj7CyLlVJHBb0+uKEIzr/w/Ne3X2iTXbmwiCjMUBRQvuSRnNYOv6P4gt9LW703UDq8NqDLGwxFdJjqVYfLJ/uHGfWup1CbSoZS+omOMSHaHm+63tngfnVez0uw028Yaapjs74N50MRJjJIxuGMhSc444wc1QFPw9rMuq28F+0MVzaX8aPDeWqBg4K8iReqkc+1eUftFuukWOm6ZpsFnaWlzukuViRRIXBG3JHOOteo+Bo7TSdQ8Q6NoiL/AGbZXq+WOSsTNGrSID3UEk/8CrxL42/DrXLHxBfeKED32mzvuMhcM8Gezei+lS9g6njciFHK5DEdWRs8UzGGBxge9Gfm6fSnbhu6BT6jmpGIzFlxnOKkjIEbcbT03etNQBmEYDOWP8PerNxbyW0xheLbuOQhPT8aAKw+aT5hu9cGpg0sAdI5c5Tkxngg9QabFcTW07vG7K5BXI7g1GvHAO3dwQR29aALNpaz30wjtwzyY3Afz5oZpAxBHOfSoJGyq44OOQKXzB6t+YoAdP5CyKbZX2YGRJgknv0psKfabhFaVI938TngU3aWjBPKLwTTMADGd3HUdqAJARvJI+XsR3xT5ljiZkjlDoyg7h29qSMI0QAXG1vmkJ7HjpUaAD3HHX9aANXRdNW5+0XcsgENonmSKR1PYVRm824eW4Ktv3bmI/grShufJ8LMNwDzXIGP9kCug8N/C3xP4r0sXuj2D/ZpDgySuI1f6Z60AcdFLI28GV90h++X61A8B2hgd3zbcZrpvFXgLXfBzRf2xp7RGZuJA25PwIrnmQQxsSWEu7ZyuBQArDfHvdWZs/eX+7tpZop4reOdlCq42KfXFOsZ47a8juJUWdQfmhc4V/Y+1QLcSMqRMdyjoPSgD6r+A3jz/hIfC8eh6jITqmnKRGzn/XQg4BB9R92vXCeM9/avgzw14n1Lwrr1nq2nTETWjHap6Mp+8p9jX2x4Z8R2Pivw/aaxp0okhnXJA/gbupHsaq4ifxBoVp4k0S50y9VWhmQrkjkehr4h8U+Hrnw14lvNGukZZ7dyoyPvjPysPqK+7iSADk5rxL9oTwI+q6RH4ksos3VkAspX+JOxoA+ZInaNjt6kYr1jw78d/EnhnR00qB7a/it48W8lzGQ6Z6pw3Qe/pXk+xhJtxknt61NFcPBI7jbu2lSGGQc8GpGavinxZq3jDXpdW1qYT3cgC/cwqoOgA7CsMjLDHP8AWkB5yRmr+l6m2k6paXscUMzWzCQRzJlCfcd6APqP4N+D4vDXgu2vGtGg1O+jDzySD5gP4V9hiu41e1utQ0W4i0+dre5xmGQHGHHr/hXz3qv7QWtNc2kunonliBRcQToNnmeqkcge1dB8MvjL4g8UeN4NJ1KO1a1uVbCxx7fJx3B71aaEeieF9c13U/PtvFujQ2S2/wBy4Ubknx3xztxXTxajbT2fmaeyTFlzHjKqSPcjpU8zpGqLjIIJOR1rBs/FWg3niR9Ds7+3kv0jG6FT0xyQD60xlzQdJt/DeizeZJAjSSNdXc+NitIxyzf7vb8q5/xp498DReGZl1O/ttTtLz9y8FtIHZ/Y4PHtV/4kraT/AAx12G7ufssZtmKyZx8wGQK+Lix8zPbuM0mxGt4mh0WLW3Hh+a6ksSNwFwuJIz/dP0rLEUTWzSGUK27AT2pskmQw6gnJNTX9nJYypG7xvlA4MbblwagZWzjjOPcUq8nkMR3wacUXaCWwx7YxinQS+S4cfNg8g9MUAMOSp3HJHTnpUsOC8QKAhfvAdxnvU9ncWsepvLd2he3LMTCj7dvpj6VVHycHk9QaAJblo2bzFTZ83Cbs4FR7G/vN/wB80SOX/wBb/D0PrTPOf/no1AEpckfMFH9DVcZyMVq+ILCTSvEuoadjBt7h4wPo1Zq4R8Ome2KAGjBU5ODwAB3qeS5nuFiWVmdIV2KAPuj0qucbff8AlQHIzgkZ60Abmg2kGo6tpFldsEtprlEZj2BbmvuOzs4bCxgtLZFjghQKiKMADFfCjiGG3sfnId13lkHzIc8V7J4f/aQuLSyhtNU0s3JhTaZo3wzgdOKpWEz27xvo1nrfgvU7W+RCnkMwd/4WA4Oa+HpmLyuxbdjg5716z44+OeqeLdCuNNtIU0u1l4IVt7yL/dJ7V5OjBiySAcn7/wDdpMZEzljkmnx4Zx3OeB61HtJ6cjOBSUgJ2jxCJM/K5OB/jXqfwO+IMnhTxINEvpVGmai4yxPEUnZvxrzrT7+0sdPvY5rCK8lu49kckhKm3IP3l9TWYG2lSOCD1zQB+gazbgpHPGevWkuYY7mCSGdFeKRcMrDIIry34J/ERfFmgf2ZfOP7U0+MITnmZP731r1LcTgdjVCPJbH4C+Ff7XvrjUBNcl5S0MG7asaHp9aqeKPgHoN9ZTPoEb6fqEaFo1Zi8TnHRgemc9a9euwwAliTdMnQDuO4pJ9WsLDTZNRvLmO3tLdS8juQAAP6+1AXPgu8tZLG8mtbiMxzQuUkQ9VIOMVIun3P9mvffZpjbK+zzgnyBvTNaHi3VYtc8XarqcClIby5eaNT/tGvXP2dmtNasfEPhjU2insrlElW1ccknhmX0x8tSM8H7Vu+D11b/hKrF9DEjX6ygoE647n6V3vxV+DU3hASaroytPoy437m3PET6j+7716d8FPAEPh7wuupX1vGdSv49wkA+eKNgPlp2Az/AIlfGYaHKdG0VIbq8WL/AEictlYjjnH+1XztaanfaZq0Wp2tw8d1G/mJMDznPWrfi7T10vxhqtjFI8iQXLqGcYJ5rLhuJIY5EUjbIu1sihu4Ho8Xxev9X8L6zofigtfxXkBEEwXDRSjp+Feb/wDLI8HeOM1GTznGOOKASGBB5HNIBS2cDGOxp8Z4JZdyU3JkZmd+cZye9OFxItq1uJP3THcVx3oAlktZreCGaRdol+ZCT1FEcxgeTGMOhQ7x2/xqASNkZY9Mc05VZvk2MXc5A9aAJY4PMXewIi3BS452U0qhlCbuO7+1N8+RI5IFdhHIRuB4zjpTSPmAfnA7GgBCMMMHcM07y0/vim7v3mex6GrP2D/pvF/31QB2fxotPsfxR1BlG3z1SYYHqv8A9auAr2H486YE8YWV88mRcQbdo7EV5pd2tmNKhe3SRLmMlJixyrn1HpSAy2YEqQuMAA+9OVN8ijAUN0yeKjqWJdwf0VSRzTAlvH3tG4kDB1zsB+52xVXmnpGzrkEYHY0jhl+Un8qAH20L3NzHDEuZJGCrzjmtJdGMGr3Ol30i2t5CxQu8g8tSOuTWTuPGeQO1ITnPvzQApPPSrcbxI0UkcTOEX97vGRknFU6tzxC3ggZZXPnpucYwOv15oArsYxuC5PzcE+lMoooA2fCviS78J+JbTWLIkSW7crn7y9xX2d4W8V2Xi3w3baxYf6qZfmQ8tG3dTXwxXp3wZ8c3Phzxhb6WrSyadqTeXJDx8rnowp3A+q5ZiFDEkDORXmXxj8B3/i7SYLzSLkxSI3+lQPKVidB/HjoCK9DmXzkC7mXBB4qvbRTPPdSTyrLBONvkMvyoMYP1z70uYLHzVB8BPGF60jH7DEgQNHIZ8rL24Ndd8Ovhf4z8DeNrPUwlnLbsvl3R8zOxD146544qfxr4muvg/wCItO0/QLaH+xbqITyW8hZmL5Ibaf4RgL09K9D0XxvZ6/oZv7SG5hVpRDiQAtnHXg0AdJc3MNxJJbeULns6smVHpnPFVbvULuxg80WaXMcfAitW+fHsv9Kz2v1hmaFvM8i2iEku1sNISaz77xTp8+pNbw2ssVxHA0ySKoHAGcHBp3Cxy0/wR0fxbrF/r9zrV1KL+cyqkSBTH6q2ehHSuE+KPgjwT4ItJLGza+l1i62vbiRxsiUdcnvmvabzWX0Pwjf+IdLtoy01tHdmCRiqlyOW78/4CvkzX9dvvEOrTalfzvLNK5PzNnZ7D2pAZTEHHr3pKXp7/WnmUNCqBACDndQAwKSQAM54FIRgkEYNSxTGApJEzpMrZDA4xSGR5piXYs0h+YnvQA6KSIRSCRGZiPkIPQ0SXk8vl7pD+6XYmOwqE8GigAJJPPNLQBmnPH5cxjJ6HGRQBJJ5hjDSKSB8ivjjjtUFP8z9yYzk85HPSmUAf//Z) Участник Восточной войны (1853-56). 1854 – когда появилась угроза англо-французского нападения на Балтийские берега, назначен временным комендантом Свеаборгской крепости. Отстоял Свеаборг при бомбардировке его союзным флотом (26-30.7.1855). По окончании войны остался Свеаборгским комендантом и строителем крепости. 1859 – член Военного Совета. 1861 – назначен и.д. коменданта Санкт-Петербургской крепости, утверждён (1862) в должности с оставлением членом Военного Совета. Инженер-генерал (1865). Скончался в Санкт-Петербурге, похоронен в Петропавловской крепости на Комендантском кладбище. Фото 2009 Источники информации Брюховецкий Р.И.
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