Основы теории объектных отношений. Дэвид Э. Шарфф

Читать онлайн.



Скачать книгу

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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