Современные методы профилактики и коррекции нарушений развития у детей: Традиции и инновации. Сборник статей

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      Примечания

      1

      Выражаем признательность проф. М. Боултон (M. Boulton, Professor Emeritus, Department of Psychology, University of Chester) за проведение независимого статистического анализа.

      2

      Последние 17 случаев включены в число 35 детей, указанных в предыдущей строке.

      3

      Степени свободы скорректированы за счет значимого критерия Левена для равенства дисперсий.

      4

      Результаты восьми детей были исключены из данного анализа по причине отсутствия данных о возрасте.

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