Уоррен Баффет. Как 5 долларов превратить в 50 миллиардов. Стратегия и тактика великого инвестора. Роберт Хагстром

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Уоррен Баффет. Как 5 долларов превратить в 50 миллиардов. Стратегия и тактика великого инвестора - Роберт Хагстром

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      Примечания

      1

      Подход на основе принципа «стоимость/цена». – Примеч. ред.

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