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Casaco Tere em Viscolycra Linho Listrado
Referência:
CBCS-381
Detalhes
<p><img alt="" height="84" 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width="414" /></p>
<p><img alt="" src="https://images.tcdn.com.br/img/editor/up/739453/Vicolycra.jpeg" /></p>
<p><img alt="" height="567" src="https://images.tcdn.com.br/img/editor/up/739453/Encolhimento.jpeg" width="419" /></p>
<p><strong>COMPRIMENTO PADRÃO DO CASACO:<br />
PP 63cm manga 56cm<br />
P 65cm manga 58cm<br />
M 69cm manga 60cm<br />
G 70cm manga 60cm<br />
GG 71cm manga 60cm</strong></p>
Tabela de Medidas

Casaco Tere em Viscolycra Linho Listrado
Por:
R$ 240,00 / cada
R$ 228,00 à vista com desconto
ou 4x de R$ 60,00 Sem juros
R$ 240,00 / cada
R$ 228,00 à vista com desconto
ou 4x de R$ 60,00 Sem juros
