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На какие три простых вопроса нам невероятно трудно ответить и почему? Как правильно читать философские тексты и почему...","preview":{"posterSrc":"data:image/png;base64,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такое забота о себе в античной философии? Читаем \"Герменевтику субьекта\" М.Фуко","promo":"pumpkin","related_orig_text":"Ростислав Соловьёв. Философия для всех","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Ростислав Соловьёв. 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Но мы должны осознавать, что это не наш пир. Он не принадлежит нам.","preview":{"posterSrc":"data:image/png;base64,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освободиться от рабства у самого себя: античная философия о пути бесстрашию и безмятежности","promo":"pumpkin","related_orig_text":"Ростислав Соловьёв. 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Главный вопрос. Новое видео из цикла "История философии,твой личный формат"» от автора Ростислав Соловьев. Хорошее качество видео без регистрации 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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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М.В.Попов. 05. «Философия эпохи возрождения». 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онлайн «49 Введение в философию. Философские взгляды Соловьева. #соловьев, #философсоловьев, #владимирсоловьев,» от автора EcclesiaRus | Философия и философы.. Хорошее качество видео...","preview":{"posterSrc":"data:image/png;base64,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