Гарт Никс

Сабриэль


Скачать книгу

Римской империи ориентиры, вехи, расставленные вдоль дорог на равном расстоянии. Расстояние, соответственно, равнялось миле, однако длина мили в разное время и в разных странах была разной. В настоящее время самой распространенной является британская миля, равная 1609 м. Вероятно, в этой книге расстояния указаны именно в таких милях. (Примеч. ред.)

      2

      Накидка на доспехи с гербом владельца. (Прим. перев.)

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