Atualizando informações ...

Regata Carminha em Festa

Referência: CBBL-24

 
 
Tabela de Medidas

Por:
R$ 150,00 / cada

ou 3x de R$ 50,00 Sem juros
Simulador de Frete
- Simulador de Frete
Frete e prazo de entrega
Detalhes
<p><img alt="" src="data:image/png;base64,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" /><br /> <br /> <img alt="" src="https://images.tcdn.com.br/img/editor/up/739453/Cuidados_tecidos.jpeg" style="width: 419px; height: 298px;" /></p> <p><img alt="" src="https://images.tcdn.com.br/img/editor/up/739453/Encolhimento_Tecidos_Luciane.jpeg" style="width: 419px; height: 567px;" /></p> <p>COMP. PADRÃO        </p> <p>PP   58cm                   </p> <p>P     60cm                    </p> <p>M    62cm                    </p> <p>G     64cm                   </p> <p>GG  66cm                   </p> <p>A Luciane usa tamanho M e a Gilvana usa tamanho G.</p>
Tabela de Medidas

Guia de Medidas CoteinBrazil
Regata Carminha em Festa
Regata Carminha em Festa

Por:
R$ 150,00 / cada

ou 3x de R$ 50,00 Sem juros

Produtos visualizados

Carregando ...

Compre também

Blusa Básica D.V M.L Viscolycra
R$ 140,00
ou 3x de R$ 46,67 Sem juros
Blusa Baby Look M.L Viscolycra
R$ 140,00
ou 3x de R$ 46,67 Sem juros
Blusa Bárbara M.L Viscolycra
R$ 150,00
ou 3x de R$ 50,00 Sem juros