Ирина Гаврилова

Уравнение с двумя неизвестными


Скачать книгу

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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