М. В. Ломоносов – художник. Мозаики. Идеи живописных картин из русской истории. Леонид Антипин
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Читать онлайн книгу М. В. Ломоносов – художник. Мозаики. Идеи живописных картин из русской истории - Леонид Антипин страница 9

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      Аршин – российская мера длины, равная 0,71 метра.

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