Босоножки в греческом стиле: с чем носить
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" alt="" />Современная мода, конечно же, постоянно модернизирует обычные греческие
босоножки с помощью интересного дизайна, цветовой гаммы и уникальных
элементов декора. Немало женщин предпочитают носить босоножки на каблуке,
которые сохраняют дух величия Греции, но при этом выглядят более сексуально
и экстравагантно.
С чем носить босоножки в греческом стиле?
Конечно же, босоножки в греческом исполнении лучше всего сочетаются с
платьями и украшениями соответствующей направленности. Наряды греческих
женщин необычайно актуальны в среде современных модниц. Они выглядят
элегантно и утонченно, обволакивая женщину дымкой божественной красоты.
Сандалии этого стиля подходят практически под любое летнее платье, особенно
асимметричное, так как такой фасон опять-таки отсылает нас во времена
великой греческой империи, наполняя образ статной нежностью.
Кроме того, греческие босоножки можно носить и с брюками, а также шортами,
но обязательно романтического стиля. Грубые джинсовые ткани будут вносить
дисгармонию в образ.
Цветовое решение
Как правило, босоножки в греческом стиле выполнены в спокойных тонах: белых,
бежевых, коричневых и т. д. Если вы хотите создать образ таинственной
простоты, выбирайте одежду той же цветовой гаммы, дополняя комплект
массивными украшениями. Но если вы любите экспериментировать, то смело
комбинируйте спокойные босоножки с яркими элементами одежды, тем самым
выражая собственный неповторимый стиль.
Греческий стиль обуви с помощью простых, но элегантных
штрихов
проявляет всю уникальность женской природы. Босоножки, мягко обволакивающие
прекрасные ножки слабого пола, всегда подчеркивают привлекательность и
божественное происхождение своей обладательницы, наполняя сердце женщины
уверенностью в себе, а образ чувством гармонии и завершенности.
