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Несмотря, что частота колебаний в катушке составляет около 400кГц, в катушке...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Наномир, Строение вещества - 1 (Научфильм, СССР) » от автора Анатолий Логинов. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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В. 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учёный РУС - Рыбников Юрий Степанович, продолжает открывать глаза и уши всем зомбированным и "спящим", заставляет думать мозгами, а не тем, что на метр ниже ... Такая 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Teach-In – это крупнейшая платформа, где собраны почти 400 курсов с различных факультетов МГУ имени М. В. Ломоносова, доступ к которым открыт абсолютно каждому, мне 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онлайн «Периодическая система химических элементов Д.И. Менделеева. Строение атома и вещества.» от автора ГБУ ДПО ЧИРО. Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,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данном видео показан эффект управления магнитным полем свободных колебаний феррита. Этот эффект я назвал "Возбуждение феррита".","preview":{"posterSrc":"data:image/png;base64,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онлайн Химия 8 классы, тема "Строение электронных.. 9 мин 43 с. Видео от 23 октября 2020 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 25 — 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Из чего состоит атом, и какое у него строение. Протоны, нейтроны, электроны.","preview":{"posterSrc":"data:image/png;base64,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