Эротические рассказы

Придворная словесность: институт литературы и конструкции абсолютизма в России середины XVIII века. Кирилл ОсповатЧитать онлайн книгу.

Придворная словесность: институт литературы и конструкции абсолютизма в России середины XVIII века - Кирилл Осповат


Скачать книгу
align="center">

      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.

      1

      Под «литературным образованием» Шлецер понимает, конечно же, не чтение изящной словесности, но всякое книжное знание.

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
Скачать книгу
Яндекс.Метрика