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Деррида. Пол СтретернЧитать онлайн книгу.

Деррида - Пол Стретерн


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угла плоского треугольника составляют в сумме 180 градусов.

      Электрон как часть атома соотносится с ним по размерам как иголка с футбольным стадионом, и все же мы умеем точно рассчитать его поведение. Вся компьютерная техника зиждется именно на таких предсказаниях. И мы принимаем и другие, не связанные напрямую с математикой научные «истины», такие как теория эволюции Дарвина, строение ДНК и так далее.

      Конец ознакомительного фрагмента.

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