400 лет обмана. Математика позволяет заглянуть в прошлое. Анатолий Фоменко
Чтение книги онлайн.

Читать онлайн книгу 400 лет обмана. Математика позволяет заглянуть в прошлое - Анатолий Фоменко страница 25

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