Татьяна Пушкарева

Математические основы живописи и архитектуры


Скачать книгу

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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