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Хорошее качество видео без регистрации 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Ивановский Сергей» в Дзене 🎦: Канал «Научная Тематика»! Поддержать канал Донатом🧧💰👇. Философия и мышление воспринимались как последовательный процесс...","preview":{"posterSrc":"data:image/png;base64,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Ивановский Сергей» в Дзене 🎦: Канал «Научная Тематика»! Поддержать канал Донатом🧧💰👇. Бифуркация — это момент 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Ивановский Сергей» в Дзене 🎦: Канал «Научная Тематика»! Поддержать канал Донатом🧧💰👇. Подчеркивается роль аналитической химии в повседневной жизни: 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«Научная Тематика»! Поддержать канал Донатом🧧💰👇. Далее объясняется, что получение уравнений состояния — сложная задача, и предлагается использовать графические отображения этих 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Далее рассматривается понятие волновой функции как ска...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"23","reqid":"1765509255248177-14894594643884058831-balancer-l7leveler-kubr-yp-vla-192-BAL","isAdultDoc":false,"relatedParams":{"text":"136. 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Гости выпусков о Науке и Культуре - 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Волновая функция. Самосопряжённые операторы.» от автора Научная Тематика. Ивановский Сергей. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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онлайн «Дедов А.С.| Наука в Школе. Мотивирующая среда. Лаборатория непрерывного математического образования.» от автора Научная Тематика. Ивановский Сергей. Хорошее качество видео 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","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1765509255248177-14894594643884058831-balancer-l7leveler-kubr-yp-vla-192-BAL","isAdultDoc":false,"relatedParams":{"text":"127. 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Для начала рассматриваются наиболее простые случаи, когда 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