Основы иконописного рисунка. Е. Д. Шеко. Читать онлайн. Newlib. NEWLIB.NET

Скачать книгу
MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Примечания

      1

      Успенский А.А. Богословие иконы Православной Церкви. М., 1989. С. 55.

      2

      Лазарев В.Н. История Византийской живописи. М., Искусство, 1986. С. 10.

      3

      Евсеева Л.М. Афонская книга образцов XV в. М., 1998. С. 16.

      4

      Евсеева Л.М. Там же. С. 27.

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