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Фактор холода. Сандра Браун

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Фактор холода - Сандра Браун

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id="n_15">

      15

      Американская мера объема дров, равная 3,6 кубометра.

      16

      60 градусов по шкале Фаренгейта равно 15 градусам по Цельсию.

      17

      То есть около 18 градусов мороза по Цельсию.

      18

      Опра Уинфрид – популярная телеведущая.

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