Эротические рассказы

«Слуги народа» России. Что они должны делать, и что делают. Юрий МухинЧитать онлайн книгу.

«Слуги народа» России. Что они должны делать, и что делают - Юрий Мухин


Скачать книгу
Федеральный конституционный закон от 28 июня 2004 г. № 5-ФКЗ «О референдуме Российской Федерации»?

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно 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.

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
Скачать книгу
Яндекс.Метрика