Эротические рассказы

Психология денег. Вечные уроки богатства, жадности и счастья. Морган ХаузелЧитать онлайн книгу.

Психология денег. Вечные уроки богатства, жадности и счастья - Морган Хаузел


Скачать книгу
align="center">

      4

      U. Malmendier, S. Nagel, “Depression Babies: Do Macroeconomic Experiences Affect Risk-Taking?” (August 2007).

      5

      “How large are 401(k)s?” Investment Company Institute (December 2019).

      6

      R. Butler, “Retirement Pay Often Is Scanty,” The New York Times (August 14, 1955).

      7

      “Higher education in the United States,” Wikipedia.

      8

      K. Bancalari, “Private college tuition is rising faster than inflation … again,” USA Today (June 9, 2017).

      9

      “How Many People Die Rock Climbing?” The Rockulus.

      10

      A. T. Vanderbilt II, Fortune’s Children: The Fall of the House of Vanderbilt (William Morrow Paperbacks, 2012).

      11

      D. McDonald, “Rajat Gupta: Touched by scandal,” Fortune (October 1, 2010).

      12

      “Did millionaire Rajat Gupta suffer from billionaire envy?” The Economic Times (March 27, 2011).

      13

      J. Nicas, “Facebook Connected Her to a Tattooed Soldier in Iraq. Or So She Thought,” The New York Times (July 28, 2019).

      14

      T. Maloney, “The Best-Paid Hedge Fund Managers Made $7.7 Billion in 2018,” Bloomberg (February 15, 2019).

      15

      S. Weart, “The Discovery of Global Warming,” history.aip.org/climate/cycles.htm (January 2020).

      16

      S. Langlois, “From $6,000 to $73 billion: Warren Buffett’s wealth through the ages,” MarketWatch (January 6, 2017).

      17

      D. Boudreaux, “Turnover in the Forbes 400, 2008–2013,” Cafe Hayek (May 16, 2014).

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
Скачать книгу
Яндекс.Метрика