Тони Роббинс

Путь: как ускорить продвижение к финансовой свободе


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автобуса упадет ниже определенного уровня (блокбастер 1994 года «Скорость»).

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      Разумеется, в действительности все немного сложнее, потому что инвесторы всегда сравнивают свои будущие доходы с теми доходами, которые они могут получить в других местах. Например, если долговые обязательства казначейства США с десятилетним сроком погашения пообещают доход в размере 10 процентов, то вы сразу услышите шелест банкнот, перелетающих с рынка акций на рынок облигаций.

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