Эротические рассказы

Дружелюбные. Как помочь детям найти друзей и избежать травли. Сандра ДансмьюирЧитать онлайн книгу.

Дружелюбные. Как помочь детям найти друзей и избежать травли - Сандра Дансмьюир


Скачать книгу
и культурное разделение людей по половому признаку. Прим. ред.

      4

      Фантазийная игра – умение комбинировать разнообразные события, согласовывая индивидуальные замыслы и создавая из них общий сюжет. Прим. ред.

      5

      Эмоциональный интеллект – способность человека распознавать свои эмоции и эмоции других людей. Прим. ред.

      6

      Речь идет о Великобритании и других западных странах, где дети чаще всего идут в подготовительный класс школы в четыре года (в первый класс – в пять или шесть лет). Прим. ред.

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
Скачать книгу
Яндекс.Метрика