Сортировка предметов – одна из самых полезных игр для детей дошкольного возраста. Детям нравится изучать свойства предметов, выявлять закономерности, поэтому такие игры скучными не бывают. Тем более, что маме не надо тратить много времени на подготовку к такому занятию.
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)