Эротические рассказы

Школьники «ленивой мамы». Анна БыковаЧитать онлайн книгу.

Школьники «ленивой мамы» - Анна Быкова


Скачать книгу
картами или другим удобным Вам способом.

      Примечания

      1

      Теория «текучего» и «кристаллизованного» интеллекта была разработана психологом Реймондом Кеттелом (1905–1998).

      2

      Говард Гарднер – американский психолог, автор теории множественного интеллекта.

      3

      Боев И. В. – доктор медицинских наук, профессор Ставропольского государственного университета.

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
Скачать книгу
Яндекс.Метрика