ГУЛАГ. Государство в государстве. Александр Широкорад

      6

      Пыляев М.И. Забытое прошлое окрестностей Петербурга. СПб.: Лениздат, 1996. С. 105.

      7

      В VII–VI веках до н. э. на месте Таганрога существовало греческое поселение, название которого не дошло до нас.

      8

      Перепечева Л.Б. Азов – пограничная крепость России к. XVII – н. XIX вв. Очерки истории Азова. Вып. 11. 2-е изд. Азов: Азовский музей-заповедник, 2006. С. 131.

      9

      Калашников Максим. Царство железнодорожных махинаций // Материалы сайта: https://public.wikireading.ru/54074

      10

      Материалы сайта:

      11

      Материалы сайта: https://dv.land/history/katorzhnyi-trud

      12

      Материалы сайта: https://dv.land/history/katorzhnyi-trud

      13

      Материалы сайта: https://dv.land/history/katorzhnyi-trud

      14

      Материалы сайта: https://dv.land/history/katorzhnyi-trud

      15

      Материалы сайта: https://sell-off.livejournal.com/16725155.html

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