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Здесь я поговорю об основных понятиях теории ценностей (цели и средства; ценностный монизм и плюрализм; моральные стандарты 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онлайн Теория ценностей в философии: что есть благо,.. 1 ч 16 мин 51 с. Видео от 28 марта 2023 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 22 — 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такое традиционные ценности? Для того чтобы ответить на этот вопросы, нужно понять, что такое традиции, что такое ценности? Какие традиции были раньше? Когда появились современные ценности?","preview":{"posterSrc":"data:image/png;base64,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образуется ценность объектов искусства и почему простые в создании объекты искусства стоят невероятно дорого? Что мы покупаем на самом деле, покупая искусство? ценности картины 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лекции Н. Шавеко, канд. юрид. наук, ст. науч. сотруд. ИФиП УрО РАН...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1765510202798076-11570056420421847453-balancer-l7leveler-kubr-yp-klg-49-BAL","isAdultDoc":false,"relatedParams":{"text":"Нужны 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наука объясняет моральные ценности.mp4, Как наука объясняет моральные ценности.mp4 видео, Как наука объясняет моральные ценности.mp4 фильмы, Как наука объясняет моральные ценности.mp4 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лекции Н. Шавеко, канд. юрид. наук, ст. науч. сотруд. ИФиП УрО РАН...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"22","reqid":"1765510202798076-11570056420421847453-balancer-l7leveler-kubr-yp-klg-49-BAL","isAdultDoc":false,"relatedParams":{"text":"Традиционные российские ценности - 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онлайн «Пленарное заседание 1 ноября 2023 | Ценности в системе воспитания: теория и практика» от автора Институт воспитания | Фгбну Иидсв. Хорошее качество видео без регистрации 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онлайн Пленарное заседание 2 ноября 2023 | Ценности.. 2 ч 9 мин 32 с. Видео от 2 ноября 2023 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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