Новая энциклопедия Относительного и Абсолютного знания. Бернар Вербер. Читать онлайн. Newlib. NEWLIB.NET

Автор: Бернар Вербер
Издательство:
Серия:
Жанр произведения: Современная зарубежная литература
Год издания: 2009
isbn: 978-5-386-02025-5, 978-5-412-00110-4
Скачать книгу
align="center">

      7

      Четверостишия.

      8

      Near Death Experience (англ.), Expérience de Mort Imminente (фр)

      9

      Самоназвание эскимосов.

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