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Непоколебимый. Ваш сценарий финансовой свободы. Тони Роббинс

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Непоколебимый. Ваш сценарий финансовой свободы - Тони Роббинс

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Нобелевской премии в области экономики Робертом Шиллером.

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      Фискальный обрыв – ситуация в экономике, при которой автоматически вступают в действие меры по уменьшению дефицита бюджета и сокращению государственного долга. – Прим, перев.

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      Не забывайте, что реальная жизнь состоит не из средних значений, а из взлетов и падений. Но знать средние показатели все равно полезно.

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