Не говори никому. Беглец. Харлан Кобен

Роквелл (1894–1978) – культовый американский художник.

      5

      Моряк Попай – герой американских комиксов и мультфильмов.

      6

      Первое (исп.).

      7

      Второе (и) третье (исп.).

      8

      «Кинко» – глобальная сеть копировальных центров.

      9

      Дело О. Дж. Симпсона – громкое судебное разбирательство в США 1990-х. Суд оправдал обвиняемого в двойном убийстве Симпсона, несмотря на веские улики.

      10

      Судебная система США является двухуровневой: федеральные суды существуют параллельно с самостоятельными судебными системами штатов, федеральных территорий и округа Колумбия.

      11

      Синдром детского сотрясения – комплекс органических нарушений, возникающий, если организм ребенка испытывает сотрясение. СДС служит одной из основных причин гибели младенцев.

      12

      Алан Дершовиц – адвокат, который помог оправдать О. Дж. Симпсона.

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