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Підсумки цього візиту дивіться у відео. Який вплив здійснює ментальна арифметика на успішність дитини, чому 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Экибастуз БЦ "Тулпар" 2 этаж, каб.№203/1 тел: 87077520373, 87013961152, 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Ментальна арифметика. У чому відмінність від звичайної?Ключовий результат данної методики синхронний розвиток обох півкуль головного мозку. Методика трену...","preview":{"posterSrc":"data:image/png;base64,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онлайн Ментальная арифметика в Студии 2х2 (Днепр) 5 мин 18 с. Видео от 21 октября 2016 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 106 — просмотрели.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1765539010391568-11252103523833882220-balancer-l7leveler-kubr-yp-klg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Хорошее качество видео без регистрации в 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полушарий...","preview":{"posterSrc":"data:image/png;base64,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