Библейская история Ветхого завета. А. П. Лопухин

Библейская история Ветхого завета - А. П. Лопухин


Скачать книгу
бл. Августина (о граде Божием 15:26), размеры ковчега в его трех измерениях были те же, что и пропорциональные размеры нормального человеческого тела, «длина которого от подошвы до маковки в шесть раз более ширины груди и в десять раз более толщины или глубины лежащей фигуры человека, измеряемой по прямой линии от земли». В 1609 г. один голландец, Петр Янсен, в Гоорне построил корабль как раз по форме Ноева ковчега, и оказалось, что при такой форме корабль представляет гораздо большую вместительность (именно на одну треть), чем при обычной форме построения кораблей.

      5

      Амрам был внук Левия через Каафа, Иохаведа доводилась ему теткой (Исх 6:18–20).

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
Скачать книгу