Гектор Мало

В семье


Скачать книгу

(франц.).

      2

      Имеются в виду акцизные чиновники.

      3

      Паликар (дословно «сильный молодец») – так называли себя греческие повстанцы во времена турецкого ига; народ воспел их в песнях как героев, борцов за освобождение родины.

      4

      Санти́м – мелкая монета во Франции, сотая доля франка.

      5

      Грен-де-Сель в переводе с французского значит «крупинка соли».

      6

      Су – старинное простонародное обозначение французской монеты достоинством в 5 сантимов.

      7

      Франк – французская золотая или серебряная монета, делится на 100 сантимов.

      8

      Флори́н – серебряная европейская монета небольшого достоинства.

      9

      Фунт – старинная мера веса, французский фунт равен примерно 0,5 килограмма.

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