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онлайн Клуб " Ментальная арифметика", фундаментальные.. 55 с. Видео от 10 февраля 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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онлайн Клуб "Ментальная арифметика", умножение двузначных.. 33 с. Видео от 10 февраля 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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онлайн клуб "Ментальная арифметика" - Ментальный счёт 56 с. 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онлайн Клуб "Ментальная арифметика", умножение двузначных.. 21 с. Видео от 10 февраля 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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видеоурок из рубрики "Ментальная арифметика для всех" посвящен детальному разбору прибавления на абакусе 1, 2, 3 и 4. А начнем с повторения состава чисел 5 и 10, вы ведь помните прошл...","preview":{"posterSrc":"data:image/png;base64,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