Эротические рассказы

Зона бабочки. Алексей КорепановЧитать онлайн книгу.

Зона бабочки - Алексей Корепанов


Скачать книгу
align="center">

      Примечания

      1

      Откровение Иоанна Богослова. (Здесь и далее – примечания автора.)

      2

      Sfumato (итал.) – затушеванный, буквально – исчезнувший как дым. Прием в живописи: смягчение очертаний изображаемых предметов, фигур (и светотеневой моделировки в целом), которое позволяет передать окутывающий их воздух.

      3

      Харон перевозит умерших по водам подземных рек, получая за это плату в один обол (по погребальному обряду находящийся у покойников под языком).

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
Скачать книгу
Яндекс.Метрика