Первый год жизни решает все! 365 секретов правильного развития. Этот удивительный младенец. Людмила Владимировна Соколова

Чтение книги онлайн.

Читать онлайн книгу Первый год жизни решает все! 365 секретов правильного развития. Этот удивительный младенец - Людмила Владимировна Соколова страница 34

Первый год жизни решает все! 365 секретов правильного развития. Этот удивительный младенец - Людмила Владимировна Соколова Мамина главная книга

Скачать книгу

– клетки нервной ткани, которые не имеют структурных и функциональных признаков нервных клеток (нейронов) и сохраняют способность к делению в течение всей жизни организма.

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

Скачать книгу