Ведьма старая, ведьма молодая. Эмиль Коста

Ведьма старая, ведьма молодая - Эмиль Коста


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id="note_1">

      1

      Лье – принятая в средневековой Франции мера длины, равная примерно 3,248 км.

      2

      Туаз – принятая в средневековой Франции мера длины, равная примерно 1,949 м.

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