Эротические рассказы

Великие аферы XX века. Том 2. Сергей ГолубицкийЧитать онлайн книгу.

Великие аферы XX века. Том 2 - Сергей Голубицкий


Скачать книгу
фехтовальный термин, означающий смертельный укол, прекращающий страдания и наносимый из милосердия.

      4

      Карл Менгер – один из основоположников (наряду с Людвигом фон Мизесом и Мюрреем Ротбартом) так называемой австрийской школы экономики, выступавшей главным оппонентом теории прибавочной стоимости Карла Маркса.

      5

      Какого черта?! (Амер. сленг).

      6

      «По часам Ригаса».

      7

      Так называемые «мусорные долговые обязательства», в которых риск дефолта превышает допустимые нормы.

      8

      Прозвище Джорджа Буша-младшего, приставшее к нему после того, как он подавился еврейской булочкой «претцель».

      9

      Вавилонская башня (лат.).

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
Скачать книгу
Яндекс.Метрика