Эротические рассказы

Легкие шаги в Океане. Наталья СолнцеваЧитать онлайн книгу.

Легкие шаги в Океане - Наталья Солнцева


Скачать книгу
терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Сноски

      1

      Шельф – часть подводной окраины материков, прилегающая к берегам суши.

      2

      «Гроза» – здесь пьеса русского драматурга А. Н. Островского.

      3

      Подробнее читайте об этом в первых книгах серии Н. Солнцевой «Золото».

      4

      Лейрис – здесь название легкого воздушного судна.

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
Скачать книгу
Яндекс.Метрика