Неаристократическая аристократия. Владимир Шулятиков

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Название Неаристократическая аристократия
Автор произведения Владимир Шулятиков
Жанр Критика
Серия
Издательство Критика
Год выпуска 1909
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по вычислению немецкого инженера W. V. Oechelhauser'a, штаты их выражаются отношением 1:10, 1:7, 1:6, даже 1:4 (к числу рабочих). См. его публичную речь «Technische Arbeit einst und jetzt», стр. 28.

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      Сокращена цитация из «Вишневого сада», она в том же контексте полностью войдет в приведенную в настоящем издании статью о Чехове. См. «Теоретик талантливой жизни».

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