Босоножки в греческом стиле: с чем носить
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" alt="" />Высокие сандалии имеют одно существенное отличие от классических моделей, а
именно – размер переплетающихся лент. В данном случае они могут
обвивать ноги вплоть до колен. Носить высокие сандалии следует девушкам,
которые могут похвастаться стройными ножками, в противном случае эти модели
могут лишь прибавить дополнительные килограммы.
