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Школьницы. Элизабет Мид-СмитЧитать онлайн книгу.

Школьницы - Элизабет Мид-Смит


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1/100 фунта стерлингов.

      7

      Ши́ллинг – английская монета, равная 1/20 фунта стерлингов или 12 пенсам.

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