Эротические рассказы

Романтика с детективом. Татьяна УстиноваЧитать онлайн книгу.

Романтика с детективом - Татьяна Устинова


Скачать книгу
оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Примечания

      1

      Подробнее читайте об этом в романах Юлии Лист «Ты умрешь красивой» и «Ты умрешь влюбленной».

      2

      Ролан Барт (1915–1980) – французский философ, литературовед, эстетик, семиотик.

      3

      Дед Мороз во Франции.

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
Скачать книгу
Яндекс.Метрика