Пессимизм 2.0 Происхождение нас. Александр Горчаков
Чтение книги онлайн.

Читать онлайн книгу Пессимизм 2.0 Происхождение нас - Александр Горчаков страница 10

СКАЧАТЬ style="font-size:15px;">      К. Маркс, 1955, с. 3.

      9

      А. П. Бужилова, 2005, с. 17.

      10

      Ливи Баччи, Массимо, 2010, с. 195.

      11

      К. Ламонт, 1984, с. 38.

      12

      А. Н. Чанышев, 1991, с. 90.

      13

      Молчанов В. И., 2007, с. 238.

      14

      Там же.

      15

      С. Хокинг,2001,с. 69–70.

      16

      М. Хайдеггер, 2006, с. 238.

      17

      Там же, с. 244.

      18

      Мы уже говорили, что М. Хайдеггер обозначает возникновение присутствия термином «брошенность». Сосуществование присутствия с другими терминологически обозначается как «падение». Термином, обозначающим движение предмета от одной точки к другой, обычно является слово «траектория». Его и будем применять для обозначения свидетельств (следов) присутствия.

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 СКАЧАТЬ