Destaque-se em Qualquer Ocasião
Está procurando o acessório perfeito para dar um toque especial ao seu look? Imagine usar um conjunto de joias que não só complementa seu estilo, mas também se destaca em qualquer ocasião. Com o Colar Sparkley Sweet da Xiyanike, você estará pronta para brilhar!
![](https://cdn.shopify.com/s/files/1/0659/7210/9502/files/New-Sparkly-Sweet-Zircon-Love-Heart-Pendant-Necklaces-Earrings-For-Women-Female-Daily-Wear-Stainless-Steel.webp?v=1718798945)
Escolher o conjunto de joias ideal pode ser uma tarefa difícil. Muitas peças no mercado perdem o brilho rapidamente ou causam irritações na pele. Você merece um conjunto que seja durável, hipoalergênico e sempre na moda.
Apresentamos o Conjunto de Colar e Brincos da Xiyanike, feito de aço inoxidável 316L de alta qualidade. Este conjunto elegante e moderno é perfeito para mulheres que desejam estar na moda em qualquer ocasião, desde aniversários e noivados até festas e casamentos. Com um design geométrico único e disponível em três cores sofisticadas (ouro, prata), este conjunto é a escolha ideal para quem busca estilo e durabilidade.
Benefícios do Produto
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Alta Qualidade e Durabilidade: Feito de aço inoxidável 316L, este conjunto não desbota e mantém seu brilho por muito tempo.
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Hipoalergênico: Seguro para a pele, livre de chumbo e níquel, garantindo conforto e segurança.
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Versatilidade: Ideal para diversas ocasiões, como aniversários, noivados, presentes, festas, casamentos, uso diário, à beira-mar ou na praia.
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)
Destaques do Produto
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Design Geométrico: Um estilo moderno e único que se destaca em qualquer evento.
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Cores Variadas: Disponível em ouro, prata e preto, para combinar com qualquer look.
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Estilo Versátil: Desde moda hipérbole e vintage até étnico e boho, este conjunto se adapta a qualquer estilo pessoal.
Especificações Técnicas
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Material: Aço Inoxidável 316L
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Cores Disponíveis: Ouro, Prata, Preto
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Origem: Zhejiang, China
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Modelo: E4988
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Tipo: Conjunto de Colar e Brincos Geométricos
Garanta Já o Seu!
Não perca a oportunidade de brilhar em qualquer ocasião. Compre agora o Conjunto de Colar e Brincos Geométricos da Xiyanike e eleve seu estilo a um novo nível.
![](https://cdn.shopify.com/s/files/1/0299/1718/4138/files/RhFdCapturadeTela2023-04-04as13.37.35_480x480_37a352f4-8a51-4064-8945-dedf5c377c8d_480x480.png?v=1683752763)