Глеб Носовский

Число зверя. Когда был написан Апокалипсис


Скачать книгу

Идея такого отождествления возникла давно. О нем говорил, например, Э. Ренан [14], с. 353. Ренан считал, что: рыжий конь – Марс (это правильно), черный – Меркурий (тоже правильно), белый – Луна (это уже неправильно) и бледный – Юпитер (тоже неправильно).

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, 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.

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