Без суеты: Как перестать спешить и начать жить. Карл Оноре

Dorn-Van Rossum, History of the Hour: Clocks and Modern Temporal Orders (Chicago: University of Chicago Press, 1996), pp. 234–35.

      11

      Allen C. Bluedorn, The Human Organization of Time: Temporal Realities and Experience (Stanford: Stanford University Press, 2002), p. 227.

      12

      Clark Blaise, Time Lord: The Remarkable Canadian Who Missed His Train, and Changed the World (Toronto: Knopf, 2000).

      13

      Robert Levine, A Geography of Time: The Temporal Adventures of a Social Psychologist (New York: Basic Books, 1997), pp. 67–70.

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