Философия истории во Франции. И. В. Кузин

государства и описание салентской утопии, см.: Фенелон Ф. Телемах. М.: Римис, 2011. С. 163–183.

      4

      Фенелон Ф. Телемах. М.: Римис, 2011. С. 310.

      5

      Фюстель де-Куланж. История общественного строя древней Франции: в 6 т. Т. 1. Римская Галлия. СПб.: Типолитография Альтшулера, 1901. С. 180–206.

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