Удивительные числа Фибоначии. Александр Иванович Бородулин

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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