Эротические рассказы

. Читать онлайн книгу.

 -


Скачать книгу
когда-то был в подобной ситуации. Прим. пер.

      8

      Сокращение от имени Рамасвами. Прим. пер.

      9

      Имеется в виду здание Церкви христианской науки, она же «Матерь-Церковь» и «Первая научная церковь Христа» (англ. The Christian Science Church, The Mother Church, The First Church of Christ, Scientist) – «штаб-квартира» одного из парахристианских религиозных течений. Прим. ред.

      10

      Сокр. от Massachusetts Institute of Technology – Массачусетский технологический институт. Прим. ред.

      11

      Англ. Prince of Darkness – американский фильм ужасов 1987 г. режиссера Джона Карпентера. Прим. ред.

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
Скачать книгу
Яндекс.Метрика