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автора «Осенило - Эфиродинамика» в Дзене 🎦: Семинар «Физика Шаровой Молнии» (Заседание №185). вопросам можете написать на почту: arnyhd@gmail.com Или в ВК: https://vk.com/arnyhd...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765525129107873-16373062801127086696-balancer-l7leveler-kubr-yp-vla-62-BAL","isAdultDoc":false,"relatedParams":{"text":"Эфиродинамика 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автора «Осенило - Эфиродинамика» в Дзене 🎦: Наглядная физика. Объединяем математику квантовиков и наглядность эфиродинамики. Вышла очередная статья, где я строго вывел соответствие...","preview":{"posterSrc":"data:image/png;base64,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Неизвестное и непознаваемое. Обо всем об этом под разными углами!","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDAREAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAABQIDBAYHCAEACf/EAD8QAAIBAwIDBQUFBgMJAAAAAAECAwAEEQUhBhIxBxNBUWEIFCJxgSRCkaGxFSMyUsHRFpKyF0RTcoOToqPx/8QAGgEAAwEBAQEAAAAAAAAAAAAAAAECAwQFBv/EACkRAAICAQQBAwQCAwAAAAAAAAABAhEDBBIhUTETIkEFFBVSIzIzQmH/2gAMAwEAAhEDEQA/AKbw97R2s2NvbJccK6VOsUaoDHcyxkgDHr5VqpnLLC27suVh7VNmAPe+CLgDG5g1JT/qQU1MyeCXZYdO9qPgmVc3WgcQWx22XuZf0cU1kRDwZC0aR7QnZdfOqPqWoWTN43NgyqPmVLAVe5GMoZEWrSe1Ps91F1S14ntOZjgCRJI9/my4qkr8GD3otEWuaFJyGPWdOPeDKfaE+Iem9FMjfLsnwy200YkimhkQ9GVwQfqKKD1H2PcgP3aQlKXZ6FGNgKVhvl2J5APAVXAt8uxJQYNHAt77GmTbcCkNTfY06rg7U0V6suyLKgHgKGg3yIV7GpifbwpUb6eTlNH5kR3CiNQVbYDpXIe02OLdx5+8PpQSKW9hH3iD8qBEq3u4GYZnRf8AmNOxB7SdRt4iT+0OXl/hSKUAk+B32q4yozlBBWLiadI2WO5lZ8EBscp32PQ46VfqMxeGPQU0bizVLXaHUriCONRheYkZz+GapZWjOWni/guGjdqPEum3Vuz6tdJzzN8SSBlwDsCN9jmrWXsy+0XwFm7f+KYxL9uVgWyg5cMwH1OxwfDxpvLHon7R/DINx7RXGkFzz22pckZ37q5t45l+jAA+fy6b1m8seilo/wDoiL2puPLeVi1roV2mdlks3Q9fNXH6VHql/ZJoK2HtcayrD9ocGaZMPEwXskZ/AhqPVE9Cuyxad7WXDsuBqHB+rwZ6mC6ilx+PLTWVGb0TXyWGw9pTszu8C4k1yxJ699p/MB9UZqfqpkvSzQat+2bstv4iI+M7CEkfw3McsP8AqUCrU4l4MM4Tto4VtrGF4E5oWPwjoa5aPWZKi0W2cZIdaaiTuCOl8IJqNxFa2wkkuJnEcUaruzE4Ap7GLejX7X2Y0hEI1XXpUlK80iW9urAemSR+OK555NrOzDpnkV2U3tJ7Db7hmb3i31BbqwkYBZHiKMhPQMOh9CNvlVYpOZhmxvE+SktwFqOP3c0Dj0atnBmO9CZOB9ciyECHH8klLZIlSQ22gcTRKoiFwAvgkx6+fWntkPgYOm8RxuMRXQYea81TTH7Rq4g1k7ywNt49zg/lTGiLJLcIvLJbID/MQwP61IxKXXIpV7KNwfEsQfoaAR815CuwtHX/AKmaB8ny6igBzG3yNADTX25AcgeuaAXkP6ef3SYY/wAI3phIKRqVTvDkHNUZl27GbmOy7R9BuJyORboHmfdebBwT9cVW6hwjvnR1ZBfXNwhN4nJJKDiRRjl8tiTkHYj51xZZbz3MGBwXDMt7T9FGm8H63Jc8RX8tzd3KSwpMjPC6oN4ebBVCc822N1+dXgVMw1mNbHbMfh5hCDllPnXceC0OKzqfjLMBt5b/ADpxYvCCCaXfe6xahJZzpZSuY4rhoz3buOqhuhPpQ3QufJaeFuA9d4lkmt9MithcW8aytFPIsTFCcA//AHFK0hKQQl7G+PeVg+jRuAdu7uomz+YpXFjU2Z3qukNb+8CUQv3LcsoXBaM5xhlO/XalSLUmBbnSraZeYxwfw5wygZ38PWltKU2Rn4e08GSN7aFnBGAOm/19RUuBXqMD3HDthzMvu8iMW2wfClSKjNvyDJOHIGJAEi79M70qNEzyxUCCIkcx5R+lJcFSYRhGUJ5SQOu9XZmw7oCP79A8TOO7dWLrvjBp1fAlKnZ01q0N9w9w/Za9pcp1TRp1EiXUQ2OdgJFOSh8PLIxtXHkxOLPdwazHNV4Mv7QOLNM1e27jT5b9ZXz7zHKT3cjMcluuDjGwwK0xHFrcifCKUksfLyhh65G9diPIFRuGccxzvnOaPmwZoGtXkkPYxwyELBX1W8GATtgrv+Z/E1nbbK28F89mO7htr/XLy9m5VuFjjSVlOGbLEjNXNNqjmlJRZudrZRi+m1KN7l2uYo15WdjGFXOCq9ATzbnqdvKsGqCKcuTkHtnsW0ntY4hsYwRBJL36KMAASAP+pNXGVm6KukVs2nzzO05eFo+UKFxykEHOfUDpWgIhXTxpD7wsVyqMVjVggwTnPnt0/KpaGDdXdRGZI3nZ5GY8rRgLy+YPXxH51Nlx5A1w5VVdiUIY4PgaVlx4YJtiDFEOb7ooXg0fktej6XFColvmLFtxEOg+daRiZthO4vk3gtwFdR8K9AfSq4Rm+TYvZ045uBdHhC9hhu9N1ON1jtbhgoExG6gnbDdCPHqN+szimhLh2jK+LbH9n6wqC0jsQOeKaCObvAkyMeZOY7kgED5YqYxSH6jlwwUCdmZRyk9Tt+FXYhyICSZYgArFgOYtkDfGaaYjoq54P0mLhHQtGuFkvYNPvrx1Mh5e8PeFSxA8DjIHljrSceTmnmkvaUPta4kitli4a09IhFHyvdRqo5MZysRUY2PUj5VM7fCDFG3cipDi7VzEttbXN1YA4PPa3UqlQPIc2F+QrNY38s7f4+gFf6pdajePeX91c3crKFM1xIXkbAwMsSSapR2mbr4IbESu3NdW6mPlVA5xzb42PSq3Ahq69+kSWOOVbiOHlkIjnDIcnAwM9fQDI3zU2x0iDdxchMF20sd4rgBNmwpGRjfz3ooadEHVTZqsK2lxJOhUs5fA5d8AY8PP60maY1ZF4VVJr2FmjBEcYbHmfCiPk1k+C0XFx8RAOCT4Vuc5Bt5+81nCsMx4LZPSpFQX0+4msbszwSlGjkEkLKcFGByCPrQ+CaLjrkMfHDaxrUMjR6hIxvvdxjBmWFe9HycIxHril8AvJni3DNjmZmUDz2qEMcSYtylTuuRvirTCjRuIdXuLXsk4PmW7uEma/v0aaKUq/KCuAG67eR2qGuRSimiiXs80k3ftdJclzlpGl+Nm8SwbcfmPWqpiSEyXfdI8asjs68pcH4VB648zSfA6B80mEZQ2CQB5jFNPgaoUkkUiCISIjtsC2wFIDyO31NOaK2gE7SA5HKCVAO/XcdQc/KlY6REuL5Fl5Y1t4kdw8nu5J5tshc5OwJ8PWpsIoH3ss837grDHGuDyxRBQceO29BrBUzzhMd3A0hOSUUD023pwKmT5rvEzOeiDP4Vq3RlFIEaDcM13JcMrNzbnA+8TWalzyU0ki0Gf4Ac5O1NsyLP2dam9rqklucFiQ6Jj+Nl3AJ8sZzVxsiS+SnTyqLh5FXulwCsY6D039KlvktHsU3IRyb83UcvSl45AuvGMh/2Q8FqR/vt+f/MUXQ/gozy9PixgeVHkQ1zg/e/KkMTLKChBB2HWi+BpERpsZGCfrSspKhqVxkED4s70WFIRJcySBFLlljBVQdwoO+B5edSPxwMzO6oVLHfzNMqK5J+oRQ6LfTafC0xii5QvfgCQgqDkgbePh6VUJJIcrsHXVyZLZ1Q4aUhAfmanyRQb0K3NlZCGWPllOS3kauCIfRKZsdcClIVDlvei11GO55yoRhzY8R4/lmiLoRb+BOBdP4qsry9vOIptL7iYQIiaRLdh/hDZ5kYY69DWc8sIf2ZUYTkuEWCXsn0GBoll7QHBkcIgbhm7BZjnAGG67VMdRjfhhsn8xC+u8AWF7wtoHDz8WG2isvep0um0S5cyl5cFe6U86Y8zsfCh54LyzT03Xgrc3ZLpQXD9oVsB4E8O3wNH3GL9ifTn+pHfsn0hOvaHan5cP339ql6jF+w3Cb/1Ensr05lynHUEi+a6Bef1pLU4uxrFPoQvZJZTSFIOMmkYjOP2Dc9P81D1OLseyf6nknYzJzfFxJLj00SbP5uKFqcXYPHP4iHbPs47nSILSWDS7+K3VlW4m4cImILc2S/vCkn5g7UfcY+yfTyLygBrfZhZ6gS8LPY92Mk2mld3n589wwP0ANQ9Zh7NVjmlbRjfHgktOLLhTNJMsipIGc74ZRt9OlbRY5p3yJ4bKz3pMwBQIQoP83hVogs8dyJI+UkhhtvWqdGdci0cN18KlsGhi7lRQTyghRv60iUjVPZy1YzWWs6fKckPHdj6go36LXj/AFBWenopLlF84hmVb/SsMMC9jOfo9ceDyd0kki2rwbxBfQafc2qWkqmzZwr3AVgHkLL1HlXoPRZcsPaec9dghKpMgt2c8Yk5NrZ7HO94uP0qF9KzV5H+U03Yq47OOL5GLe7WKDGMe+L/AGp/isvYvyum7ER9m3FggEbQWKkHORdg/wBKX4rMvkPy2mHbLs84ktbxXl9wHMrKoNxuTsfL0NRL6bmjFjj9U07fAL1C5AmZDsVOD9Nq8pqUeGenHbONoRc3C+4jG3xGkmyXFA2OfMExHih/WtILlMxzpKDOaOOoYtQ0u2u7f47i2QB9t2TH9DX0UHUqOHIuLAGhuECANhubr6muhHOFItRSJ+S5jmDKcF0GR+FVuJcSbHqNrLtAzuw65UjA+tKxURrmUuSoOBSbGX32epiuuai4ztYEf+xf7Vwaz+p16Re40nXrkJcWLOc4ukbf5NXn4E3I9DM/adNcOSp/hTSJFDFTYwkEDrlBX1OnS2Hxmq/ysIhsdRvWqRzUIZwelOgpjcpDKVOcE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Все физические явления связаны в единой модели. Как качественно, так и 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разберём, откуда взялась эфиродинамика, почему нужно пользоваться именно предложенным методом, какие он даёт результаты, и так далее. Пишите вопросы. Отвечу на все.","preview":{"posterSrc":"data:image/png;base64,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сожалению, в эфиродинамике нет консенсуса. Поэтому мы не можем дать серьёзный бой устоявшейся научной парадигме. Пишите вопросы. Поддержка движения эфиродинамики 11:23 Вопросы и ответы 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буду выступать перед участниками нашего семинара при физическом факультете 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Расскажу об этом. Вместе оценим её...","preview":{"posterSrc":"data:image/png;base64,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предложению одного из подписчиков проводим онлайн-консультацию по эфиродинамике. Отвечаем на вопросы о времени и прочих вопросах теории. Время: 14 октября 2022 16:00 Москва...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765525129107873-16373062801127086696-balancer-l7leveler-kubr-yp-vla-62-BAL","isAdultDoc":false,"relatedParams":{"text":"Консультация по эфиродинамике. 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автора «Осенило - Эфиродинамика» в Дзене 🎦: Семинар «Физика Шаровой Молнии» (Заседание №197). 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соратник Михаил вновь расскажет про свои успехи в экспериментах на базе эфиродинамики. Дискорд: / discord Телеграм: https://t.me/OseniloAether Форум в телеграме: https://t.me/OseniloForum...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABwAEBQYBAwgC/8QAORAAAQMDAwIFAgMHAgcAAAAAAQIDBAAFEQYSIQcxEyJBUWEUgSNxkQgVMlKhscEk0RclQkOC4fD/xAAaAQACAwEBAAAAAAAAAAAAAAABBAIDBQYA/8QAMREAAQMDAgMECQUAAAAAAAAAAQACEQMEITFRBRJBEyJh8AYUMmJxgaGxwSOR0eHx/9oADAMBAAIRAxEAPwCC6X6Gh3fpJdEtwoa7mJLAbffdS2UJVncNyiB6D/FXKJ06tJb0baZcOOzJkGQqW/HcSsuJbOf4gSCdvHHvzQxs2uodp6fztPvxVqemPtvIdz5UeHkYI+c1ZtO9UIIsEByGnwZemm1vZUtJS+XHMlOO+MZB981y9dtyXujSfxjrv4LUZyBoKntPP6b1dqN7TKdLwreHG3PopTSll1tSQSneSSFA454Hepaz6cjK0dY5cPS1iuEiSHvqXJknwTlLhSnHnTnj2B9PvVGuoOmrY3Jv+ndKS2LlJbUgOKlBbbG8eYtpwCDgnGScZpkx1G0VI0haLfqCzTH129LqUlEzwj515ORsP9/Q0sW13ZY0xO8nQ+8PDr/ZmBlWsaG0/J1ZrO1QLOzlm374qJHkDTpKQSlS8eXJOCeCMGqVpPpDMsmvbPJvkBmTa5k5DPlcS62rJ5QSkkA4p/H6yWKZf7xJn2h1y3zIDdsQyzJCShtOMecgkny98ViL1h0pakQYFissiPEZuDdwkB2V4q3VN9kgkAJH2rwN+wFoacgbbbzv4fPqq5YVcrDpi1/ue/SIem7LNkx74uM0ma94KENAHgHcnngeue9BD9omKiJd4rH7mtVqcDAKm7e94rask+Yq3K5+9XaF1a0dItl1tt5tMyTHm3RVwAblBooJBATnac9z7UM+rt70zdnop05bZUBtLZDiX3/FKzngg4GBj0xTHD2XLbn9Rpj6aD3vwq6rmluFS7Rb5dymx4MFhb8l9SW2m0DJUo8AV0poP9nSFHhIm6vkLckbcqitr2to+VKHJ/WhP0C1BYdMawTd73425DPhxC2kEJcUoJyrPYAZ5rq6861tCLeI0hiU74igUeC2tXi4+RW5WrBjg3SVXRol7S4CYQK6ndK7BHltJ04VW87RvMh78JWTgHzHI9vmhHcYBt9zkwS626WHC2XEHKVEHGR8Vctf6udvt8uc1+1vR4CHfAQwF5G4AhBKsZ4wcjPc1T/oJsW2tXKVBfiwZDhRHddHC+/Y/Y/pRYZChVpluYXlpFOG0elYaTThpNFL+CwGhilTlCQRSoyvSrX0i0LHuGmZmqNT3iRFtEVSW/wm/EcdcV2QkHjtzk1aZnTawTk2q72G4PSrNOnogyUvR0oeYcJ4CgOCMcg016TX2xXXpxO0Xdrgm2LLyJTElaSpsKSNpCgOQCD3HarRGv2mNNWu0aYhXti4LN3amzZLaVJabCcAJTnk8ZJOK425uLsXDg2ZnADccsazG/jriFqtPd1WxHT7Rjt3uGm4t2vAlwm3yoGIhLZ8IHOFBWfT2oc6/wCnUONojT92tjch2TcEPKWyonyhC8d/Xv8AFEG16vsSeqmoJq7mhENxExLbpWShxTm7bgenf+vNTFn1IyNF2SDbddxrLIiIdEpBQpZUVOEpJwkjt/elW3V/bOY7JHdmQerXz7LSdQ3prA6qRaHaoSdO+ntsnaJvd4uxfYdtq2T4Q53Batpz7Y71cD066Zo0wjUIuN6+kXJMRP8Ao0b94Tu7b+2Ks+utRabOl9Sy41xjf81ZYQ1tRsL7rKwHF7RwknOcf70PZmqLP/wSYtibg19em6F4sbjvCNgTu/WrxcX913+82XDEaAsaTqOjpzvIOyHI1uqgOo3TOJD05ZLlYy+89cWFvLbUOEgLKQB+nrTew9OIr/TC+X6e6+3PtzjTaGhjaQvPf2xijJYtWRF6M08zbtfxLMYsQplMqbUslRWSCcJI7GojX+tNJytM6ybt0+MhUx6MplsDYXygHesJHbJOcfNGlxPiDj2PKcO1g6doBGWgZaZkE4BJhRNJmq5kQMFTeOBxRb0Zf/rrYiZP1MtNyS27CTFeypCG0oBDwGQAAkEd+Vdsk4oSNqC1qUOck04bwTXZVqQqNgpWhWNF0hEh23Rrrf4dhMuMqCpXjqSw5s8RSArAI/mxn9T61nrRrWDrWTAtljaDGnrfHbDQSjaHndgClgfyp5Sn8lH1qlFuRfLm3Kmy3WGY5aXLlNNglhkEICgkYyQSMAck/JrQf9LF2F0rbbTs8VXogcZA/LsKla0uRuUbmv2rpGi8smVBjpVy+3gHYruPyNSdtlMy2fEaJ4OFJPdJ9jVev1xDpLKS4G2048Ns4yrHAJ/+4qL07dFwLmFvL/AdO1zHZPsftVz2CMJVENB4pUwMp1UlxtvYUIHfGeaVLyFNtB5Eq36L6d3W9xw8wsRmPp0uPPSFBlttJUP4iTjBwCPfPHaorqDoS96VnRX5T7T0SZn6d9hwLac5PYp747e/aiT0vW1eelc2x2yQiVPTJafW025lbjaQQce+CQcVV+rVoe0/YbYLpc1peVuUIS3FKUzz/EU9kk9x6+9czR4nUffmk5wAmOWMkcszr+I6arSNuBTlDuAZCUTSM5ASlYI7A85+OQKLuodI2yB0QtWpBPZXOfk8lGApQURlKvcDB/Wgm1OYbcW+FFTMgBCQVYOR6n2FOZOoZy7c3blTCuFHUpxLBKfKTjkH1/Kte6tqlVzSwwAZK9QqsY0hyuvUeZJT0i6fR/HUWiJ68Z4KvqFDP6ULn3nN4G84p7eb4/JgwGH3HHmGEKDDRWQlkFRyAO3PfI75qMbcK5DSw2M7gQgc55p6hT5G6bpWs7mOCtqn3/DWlDyhlPofmt1necS8haylwJVylYyD+dbpLSXbkCW0oEh9Y8PJBRz2I9O9e3VNpiW8pbbaKUOeIU585KyU5yMcDgYJ4qwRsq9FovbinJDjrW1gKOdjYwkflWYisNJyvcSAeTWq4ZV25z2+absNvIUfEODjKEA8mphshVlSviqS4koPDiktnnvz/uKxfXCqO6w2vBRtSflSiMD7Dn7imUmd9NbWZKEneFnaFpx5uQDj75rzbW1yrcw04tRW6+VrV3PfJP8ASrgIEKK8XJhEVkKK0pU4ThQ8wbT6hP8AMs+pqFnLy4EBvwUISAhB7ge5+TVpuLkVh1yWtIkygMNoPKGh6D2qoyHFuvLccVuWo5JoFBXe3vFrTTUqMrLqmcHcMjI4/wAUqaaVX42nJDSv+0pWPuM/70qXgAnCsa926fdPIGpX5aV2hL4SBu/Dz5vjirBrwXe7txYku1OR3o0cNOKU6panHMqJcwQNoOQNvPbvV26bTNQW+xKR4SoMJ9aA9MbT+KPYZ784JxxnFERaIU82l6SpNwcWh38R5vYp4oz4YVk5OT5c55rmrzjD7auS5gIzkTOGl2cQNDidjpMalGzFRkA+SY+P0XNdn0peWVNKfgNttqKtr0hrekYGex49MfessW7USIAWxCUhhTu5txtgDK+3Bxn17ds4rpFh+fKhWeNNtbCmnXnky2lRQhLSNw5HA2YGTnjOPWo2DCiP2KO0tSv3fFnvOuKBA8oCMD81HgUu30icZNRg1jBnq4baktwOsiFb6hHsnzj+UBXtEapuDaHZUSQXU+XLh5CQBgD149hUk7oyfCs6kKjhTzZRtUpICslWRs9ffOR7UehNdfu7UolMXdbFfwEkNHavse+B/itCN0uK1GlvSbilElK3HltqAZbJCSMnnBznnjig3j9dxAdTgQCYkxr4R03E9EfUGCYd58lAVOkbwgsTpMKSpsuEuLSPPg9zk+verFprSN+1wxabbclxLZa7UgxmHtiQ88lTil4Cc5WvKsbuAAPWi4wxqFdw+vf4tC3vA8JTqdigV7SgN59B8cYzSYmPQmYrEFryjK0AcErQ22pGM/zYI/8AKpO47cNEFokxodAZk6dI+a8ywpzJOP8APuhH1atVkt2mnItm0qLe9bZgSm4h1RXKaIwpLgJwSFdiMYxj1oMrmOu7WwgrCM9vcnmusr1bGNQWhyzXRamozS1BCknJUQ2kkn81lf6UPv2iNFaY6a3ix2uzK+pL1tD0p1xSVKL28gjaOEDGMD59a2+DX77ukS4QR9uiRv7YUnSNCgyIEp+3NIUgsoLxKPFVgYx/6NSMtCIVrykeKE+ReDjOccg/Hp96bTb4lRH/AFc52kcfao+bcfHYLMVDzaVEFaN2U8e3tW0kFtkSoaYbiEOyN6k4S2oAjPvuqHretK1I3LIyO2BWj3ryCntKzWo0WW04eXMBIz8EUqh4RHiKSRnKTj9KVUuAlTaMLoLo9fbnKiyGnX0lvATs2ApIHuk5B/SrHcXZcu4JL01/AASEJwlOB2GAOw9qVKuYqUaYrufyid4yttjiWhs4TPXV3uMO1R0sSnAg58qjuH9e/b7emKhY+prnNs6IxUywypYJQ0jAyBjPOeeKVKpUaFLsh3Rvp13+KjUe7nOVf7OwXoLbzj7pX4Hh5yB5cEYxj5PzTaNIfjvOtsvOoaXkLbDitigeCCnODSpUs5rWk8ohOUsjKly1+CXStRJTzkDJHsVY3EenesTX3pCXri45h5PICUhKQQEgYAHH8CaVKqW0abTAaP2+SBcSJlBXXWsr0iI/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Она называется эфиродинамика. 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автора «Осенило - Эфиродинамика» в Дзене 🎦: Сын Юрия Васильевича Буртаева рассказывает о жизненном пути своего отца. 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