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Кандидат философских наук, Надежда Соколова выбрала не совсем стандартную тему 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Особенно в Сергиевом Посаде, особенно — если тема «Русская религиозная философия». Кандидат философских наук, [id298908258|Надежда Соколова] выбрала не 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Соловьев был признанным религиозно-философским мыслителем-энциклопедистом и тонким поэтом, литературным критиком, публицистом. Основными темами его философии были: идея всеединства, 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Западной философии. Лекция № 4. "От повседневности к совершенству. Сократ и учение об Абсолюте" - 29 просмотров, продолжительность: 2:00:17 мин. 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Лекция № 4. \"От повседневности к совершенству. Сократ и учение об Абсолюте\" - смотреть видео онлайн в Моем Мире Elena","promo":"pumpkin","related_orig_text":"Философия Соколова","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Философия 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Хорошее качество видео без регистрации в 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Лекция №2 \"Как мы познаём окружающие предметы?\" | Труфанов С.Н. 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автора «Захар Прилепин» в Дзене 🎦: В XIX веке случилось то, что должно было произойти: родился и расцвел целый пласт русской философской мысли, которая дала почву для, 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автора «Профессор Миша» в Дзене 🎦: В этом выпуске в курсе лекций по Мировой философии мы рассмотрим следующие темы: 1. Начало философии в Древней Греции и «семь мудрецов». 2. Философские...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"35","reqid":"1765523660145516-13200859249813516194-balancer-l7leveler-kubr-yp-klg-1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автора «Альтернативы (А.В. Бузгалин и другие)» в Дзене 🎦: Из второй лекции цикла «Что такое марксизм?» Вы познакомитесь с тем, что такое материализм, в том числе – материалистический...","preview":{"posterSrc":"data:image/png;base64,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автора «Курилка Гутенберга | Наука в лекциях» в Дзене 🎦: Тема лекции: То, что нельзя сказать словами, то нельзя подумать. Голубева Светлана Владимировна - Выпускница малого факультета...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765523660145516-13200859249813516194-balancer-l7leveler-kubr-yp-klg-11-BAL","isAdultDoc":false,"relatedParams":{"text":"Светлана 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философских наук, Надежда Соколова прочитала на Евразийской Школе лекцию о связи между философией Хайдеггера и апофатическим богословием. В ней она подняла вопрос о том, почему 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автора «Школа Православия София» в Дзене 🎦: Раздел: Немецкая Классическая Философия: Иммануил КАНТ Историческое значение Канта. 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