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Blusa Elaine Crepe Assimétrica Unique Chic

Marca: UNIQUE CHIC Modelo: TBL104 Disponibilidade: Imediata Referência: TBL104
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Disponibilidade: Imediata
 
 
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Descrição Geral
<p>A Blusa Elaine Crepe Assim&eacute;trica Unique Chic &eacute; a escolha perfeita para mulheres que buscam estilo e conforto em uma &uacute;nica pe&ccedil;a. Confeccionada em tecido crepe de toque leve e fluido, essa blusa destaca-se pelo design assim&eacute;trico que proporciona um caimento elegante e moderno. Ideal para compor looks sofisticados, ela valoriza diferentes tipos de corpo com seu formato amplo e mangas soltas, garantindo liberdade de movimento e frescor ao longo do dia.<br /> <br /> Perfeita para ocasi&otilde;es especiais ou para transformar o visual do dia a dia, a Blusa Elaine &eacute; vers&aacute;til e f&aacute;cil de combinar com saias, cal&ccedil;as ou shorts. Seu acabamento primoroso transmite delicadeza e personalidade, tornando-se um item indispens&aacute;vel no guarda-roupa de quem valoriza moda contempor&acirc;nea com conforto.<br /> <br /> Principais Benef&iacute;cios:<br /> - Design assim&eacute;trico que valoriza o corpo e cria um visual &uacute;nico<br /> - Tecido crepe leve, ideal para uso em diferentes esta&ccedil;&otilde;es<br /> - Caimento fluido que proporciona conforto e eleg&acirc;ncia<br /> - Mangas amplas que favorecem a mobilidade e o frescor<br /> - Versatilidade para compor looks casuais ou sociais com facilidade<br /> <img alt="" height="175" 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" width="366" /></p> <p>TECIDO: 100% POLI&Eacute;STER REGATA FORRO DE MALHA: 100% POLI&Eacute;STER</p>
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Blusa Elaine Crepe Assimétrica Unique Chic
Blusa Elaine Crepe Assimétrica Unique Chic

Por:
R$ 249,80 / cada

R$ 224,82 à vista com desconto
ou 4x de R$ 62,45 Sem juros

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