Эротические рассказы

Педагогическая диагностика развития детей перед поступлением в школу. Пособие для педагогов дошкольных учреждений. Коллектив авторовЧитать онлайн книгу.

Педагогическая диагностика развития детей перед поступлением в школу. Пособие для педагогов дошкольных учреждений - Коллектив авторов


Скачать книгу
С.С., Глазачев С.Н. Педагогическая диагностика экологической культуры учащихся. Пособие для учителя. – М.: Горизонт, 2000.

      2

      Здесь и далее.

      3

      Критерии и основы методики оценки результатов работы по патриотическому воспитанию. Научно-исследовательская работа. – М: Армпресс, 2006.

      4

      Богомолова М. В. Формирование оснований нравственного поведения детей старшего дошкольного возраста в условиях общественного и семейного воспитания // Современный детский сад. – № 2. – 2010. – С. 12–18.

      5

      Ривина Е.К. Государственные символы России. Иллюстративно-дидактический материал. – М.: АРКТИ, 2009.

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
Скачать книгу
Яндекс.Метрика