Эротические рассказы

Введение в систему Антонена Арто. В. И. МаксимовЧитать онлайн книгу.

Введение в систему Антонена Арто - В. И. Максимов


Скачать книгу
эта тень тоже я» (Ницше Ф. Странник и его тень. М., 1994. С. 271.)

      18

      Бергсон А. Два источника морали и религии. С. 145.

      19

      Театральная жизнь. 1988. № 12. С. 29.

      20

      Неизвестная Россия. XX век: Вып. 2. М., 1992. С. 159.

      21

      Бюклинг Л. Михаил Чехов в западном театре и кино. СПб.: Академический проект, 2000. С. 109.

      22

      Лотман Ю. М. Культура и взрыв. М., 1992. С. 236.

      23

      Бычков В. В. Aesthetica Patrum. Эстетика Отцов Церкви. Т. I. М., 1995. С. 456.

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
Скачать книгу
Яндекс.Метрика