Валерий Цуркан

Анатомия чисел


Скачать книгу

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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