Ден Хіз

Приліпи! Ефективність ідей: чому одні досягають успіху, а інші зазнають невдач


Скачать книгу

align="center">

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте 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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