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на бесплатный пробный урок по классической математике вы можете здесь: 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онлайн Видео от Кировский физико-математический лицей.. 2 мин 7 с. Видео от 3 октября 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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Видео от 6 июня 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,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