Эротические рассказы

Симулятор убийств. Джейсон ПинтерЧитать онлайн книгу.

Симулятор убийств - Джейсон Пинтер


Скачать книгу
персонажа и т.  п.), однако наиболее распространенное значение англ. skin – «кожа, шкура», а Гин снимал кожу со своих жертв и даже шил из нее одежду.

      11

      Боб – короткая стрижка со свободно свешивающейся челкой и флангами и характерным «приподнятым» затылком, когда волосы по мере спускания к шее становятся все короче.

      12

      Черный Георгин – журналистское прозвище молодой американки Элизабет Шорт, жертвы зверского убийства 14 или 15 января 1947 года, которое так и не было раскрыто.

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iVBORw0KGgoAAA
Скачать книгу
Яндекс.Метрика