Мартин ван Кревельд

Трансформация войны


Скачать книгу

неимением лучшего» (фр.). – Прим. пер.

      13

      Изгои (фр.). – Прим. пер.

      14

      Франтиреры, партизаны (фр.). – Прим. пер.

      15

      «Вооруженный народ» (нем.). – Прим. пер.

      16

      Экономическая доктрина, согласно которой государственное вмешательство в экономику должно быть минимальным. – Прим. ред.

      17

      «Тотальная война» (нем.). – Прим. пер.

      18

      «Великий Немецкий Рейх» (нем.). – Прим. пер.

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