Неевклидова геометрия. Нила Кинд
Чтение книги онлайн.

Читать онлайн книгу Неевклидова геометрия - Нила Кинд страница 5

СКАЧАТЬ счастливых в моих жизни…

      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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 СКАЧАТЬ