.

Читать онлайн.
Название
Автор произведения
Жанр
Серия
Издательство
Год выпуска
isbn



Скачать книгу

id="n_10">

      10

      Див. визначення радості у Спінози.

      11

      Nationalökonomie and Philosophic («Національна економіка і філософія») (1844), опублікована в Karl Marx’ Die Friihschriften, Alfred Kroner Verlag, Stuttgart, 1953, c. 300, 301.

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