Смена формата. Как справиться с решением самых запутанных мировых проблем. Эрик Найт

Чтение книги онлайн.

Читать онлайн книгу Смена формата. Как справиться с решением самых запутанных мировых проблем - Эрик Найт страница 18

Смена формата. Как справиться с решением самых запутанных мировых проблем - Эрик Найт

Скачать книгу

уменьшительно-ласкательного суффикса. (Прим. перев.)

      2

      Апертура – величина отверстия диафрагмы фотоаппарата. (Прим. перев.)

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

Скачать книгу