Atendimento (11) 2692-8941 (11) 97259-2826 (WhatsApp) Seg à Qui 7:40 às 16:45. Sexta 7:40 às 16:30. Sábado 7:40 às 12:20
Oxford Lilás
  • Oxford Lilás

Oxford Lilás

Sku: OX008

Categoria: LisoOxford

Quantidade Disponivel: 14 un

Unidade: un
un

Por R$ 5,90

Frete e Prazo

Simule o frete e o prazo de entrega estimados para sua região:

Descrição do Produto

Informações sobre a metragem:
Cada unidade representa um metro, por 1,50 de largura.

 

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

Como posso usar o tecido Oxford?
Oferecendo uma excêlente resistencia, o oxford é muito utilizado na confecção de uniformes, toalhas de mesa, cortinas e cosplay.
Também é muito utilizado para sublimação por possuir uma base de 100% poliester.

Informações do Produto

Produto: Oxford 100% Poliester
Tamanho: 1,00 x 1,50cm por unidade
Peso: 230gm
A quantidade do produto é referente a 1 metro.
As imagens são ilustrativas, podendo haver variação de cores do demonstrativo.
Amplie as fotos para melhor visualização.
Para o envio, considere um dia útil de separação, além do tempo estimado pelo correio.

Avaliação dos Clientes
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