Сергей Павлович Коростелев

Теория и практика экономических измерений в недвижимости


Скачать книгу

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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