Эротические рассказы

Nokia. Весь невероятный опыт компании в одной книге. Ив ДозЧитать онлайн книгу.

Nokia. Весь невероятный опыт компании в одной книге - Ив Доз


Скачать книгу
и убыточного бизнеса и перераспределения ресурсов в пользу новых, более продуктивных компаний. – Прим. ред.

      2

      Демэкология – экология популяций, в центре внимания которой находятся вопросы динамики численности.

      3

      Оппортунисты руководствуются не глобальными идеями, а мелкими тактическими возможностями, вытекающими из реалий сегодняшнего дня. – Прим. ред.

      4

      3М – американская диверсифицированная инновационно-производственная компания. – Прим. ред.

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
Скачать книгу
Яндекс.Метрика