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Meia Esportiva Performance 3/4 Branca Tam. M3 Sigvaris

Marca: SIGVARIS Referência: 001233
Indicada para toda prática esportiva, oferece muito conforto, qualidade e estilo para corridas ou caminhadas diárias. Seu efeito direto é diminuir a vibração muscular, melhorar o retorno venoso e consequentemente aumentar o fluxo de oxigênio para o tecido muscular. Benefícios que promovem a eficácia no movimento.
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Tabela de Medidas

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R$ 266,00

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Descrição Geral
<p>&nbsp;</p> <p class="ql-align-justify">&Eacute; uma meia esportiva com compress&atilde;o graduada 20 - 30 mmHg que promove a efic&aacute;cia no movimento. &Eacute; a op&ccedil;&atilde;o ideal para todos os esportistas que buscam recupera&ccedil;&atilde;o muscular e melhora no desempenho f&iacute;sico e fisiol&oacute;gico.</p> <p class="ql-align-justify"><strong>Indica&ccedil;&atilde;o:</strong></p> <p class="ql-align-justify">Indicada para toda pr&aacute;tica esportiva, oferece muito conforto, qualidade e estilo para corridas ou caminhadas di&aacute;rias. Seu efeito direto &eacute; diminuir a vibra&ccedil;&atilde;o muscular, melhorar o retorno venoso e consequentemente aumentar o fluxo de oxig&ecirc;nio para o tecido muscular.</p> <p class="ql-align-justify"><strong>Benef&iacute;cios:</strong></p> <ul> <li class="ql-align-justify">Possui malha de compress&atilde;o em fibras de bamboo (bacteriost&aacute;tico natural);</li> <li class="ql-align-justify">Punho confort&aacute;vel, que impede o desconforto pela compress&atilde;o;</li> <li class="ql-align-justify">Refletor de seguran&ccedil;a, para pr&aacute;tica noturna de esportes.</li> <li class="ql-align-justify">Desenvolvida com fio emana (termorreguladora);</li> <li class="ql-align-justify">Regi&atilde;o do tend&atilde;o totalmente protegida e regi&atilde;o plantar com amortecimento;</li> <li class="ql-align-justify">Design especial e anat&ocirc;mico com a ponteira sem costura.</li> </ul> <p><strong>Caracter&iacute;sticas:</strong></p> <ul> <li>Diminui a vibra&ccedil;&atilde;o muscular</li> <li>Melhora o retorno venoso e aumenta o fluxo de oxig&ecirc;nio para o tecido muscular</li> <li>Diminui o Ac&uacute;mulo de &Aacute;cido L&aacute;tico</li> <li>Malha de compress&atilde;o em fibras de bamboo</li> <li>Regi&atilde;o plantar com amortecimento</li> <li>Protetor de tend&atilde;o</li> <li>Fibras de alta tecnologia que proporcionam controle de odor e t&eacute;rmico deixando as meias incrivelmente secas</li> <li>Fabricada com agente bacteriost&aacute;tico que inibe a prolifera&ccedil;&atilde;o bacteriana controlando o odor</li> </ul> <p><strong>Tamanho: M 3</strong> - cor branca</p> <p><strong>TABELA DE MEDIDAS</strong><strong style="color: rgb(48, 48, 48);"> </strong></p> <p><img alt="" 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" /></p> <p><strong>Composi&ccedil;&atilde;o:</strong></p> <p>69% Poliamida, 17% Poliester&nbsp;e 14% Elastano</p> <p>&nbsp;</p>
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Prazo de Entrega

Prazo de Entrega:

Prazo estimado de entrega - 03 a 8 dias úteis, conforme a localidade do destinatário e a forma de envio escolhida. (Correios ou Transportadora).

O Processamento dos pedidos serão de segunda a sexta das 9:00hs as 17:00hs exceto feriados. Pedidos confirmados fora desse horário serão processados no próximo dia útil.

Possíveis atrasos: Eventuais atrasos podem ocorrer devido a fatores externos, como greves, problemas logísticos ou questões climáticas, não sendo de responsabilidade direta da nossa loja, mas estaremos sempre à disposição para ajudar.

 

Meia Esportiva Performance 3/4 Branca Tam. M3 Sigvaris
Meia Esportiva Performance 3/4 Branca Tam. M3 Sigvaris

Por:
R$ 266,00

ou 3x de R$ 88,67 Sem juros

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