Precisa de Ajuda? Atendimento
0
Atualizando informações ...

Imobilizador Longo para Dedos Mercur

Marca: MERCUR Referência: 1619
Tabela de Medidas

Por:
R$ 89,90

ou 6x de R$ 14,98 Sem juros
Simulador de Frete
- Calcular frete
Frete e prazo de entrega
Descrição Geral
<p><span style="color:#666666;"><span style="font-size:16px;">Imobiliza os dedos da m&atilde;o, exceto o polegar, ajudando na recupera&ccedil;&atilde;o de fraturas ou les&otilde;es resultantes de atividades esportivas e di&aacute;rias. Possui tala mold&aacute;vel em alum&iacute;nio, que se estende do punho at&eacute; o dedo, e faixas regul&aacute;veis, que permitem o ajuste a variadas anatomias com conforto e seguran&ccedil;a. &Eacute; bilateral, para uso no lado direito ou esquerdo.</span><br /> <br /> <span style="font-size:18px;"><strong>Especifica&ccedil;&otilde;es T&eacute;cnicas</strong></span><br /> <span style="font-size:16px;">Ajust&aacute;vel<br /> Bilateral<br /> <br /> COMPOSI&Ccedil;&Atilde;O:<br /> Revestimento (t&ecirc;xtil): poli&eacute;ster.<br /> Revestimento interno: borracha sint&eacute;tica (SBR).<br /> Fecho aderente el&aacute;stico: poli&eacute;ster, poliamida e l&aacute;tex.<br /> Fecho aderente: poliamida.<br /> Debrum: Poli&eacute;ster e poliamida.<br /> Tala: alum&iacute;nio.<br /> Cont&eacute;m l&aacute;tex natural. Pode causar alergia.<br /> <br /> ANVISA:<br /> 81284250018</span><br /> <br /> <span style="font-size:18px;"><strong>Indica&ccedil;&atilde;o</strong></span><br /> <span style="font-size:16px;">Les&otilde;es nos dedos (ruptura de tend&otilde;es). Fraturas de dedos (fratura dos ossos metacarpianos, das falanges e fratura do lutador/boxeador). Luxa&ccedil;&otilde;es e subluxa&ccedil;&otilde;es. Entorses severas. Tratamento do &quot;dedo em martelo&quot; (tamb&eacute;m conhecido como &quot;dedo de jogador de beisebol&quot;). Les&otilde;es do tend&atilde;o extensor dos dedos. Tratamento de tendinites e tenossinovites dos flexores digitais (imobiliza&ccedil;&atilde;o em posi&ccedil;&atilde;o de extens&atilde;o por 10 a 15 dias).</span><br /> <br /> <span style="font-size:18px;"><strong>Modo de Usar</strong></span><br /> <span style="font-size:16px;">Abra todas as tiras e posicione o produto na palma da m&atilde;o, de forma que a tala acompanhe a anatomia desde o punho at&eacute; o dedo a ser imobilizado. Se necess&aacute;rio, molde a tala de acordo com o comprimento do dedo e a anatomia da m&atilde;o.<br /> <img alt="" src="data:image/png;base64,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" /><br /> Inicie o fechamento pela tira maior (A), contornando o punho. Em seguida, feche a tira (B) ao redor do dedo. Por fim, feche a tira central (c) contornando a palma da m&atilde;o.<br /> <img alt="" src="data:image/png;base64,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" /><br /> Inicie o fechamento pela tira maior (A), contornando o punho. Em seguida, feche a tira (B) ao redor do dedo. Por fim, feche a tira central (c) contornando a palma da m&atilde;o.</span></span><br /> <br /> &nbsp;</p>
Avaliações
Imobilizador Longo para Dedos Mercur
Imobilizador Longo para Dedos Mercur

Por:
R$ 89,90

ou 6x de R$ 14,98 Sem juros

Produtos visualizados

Carregando ...

Viva seu Lifestyle

Munhequeira Elástica Ajustável Mercur | Compressão E Suporte Para Pulso Em Treinos, Lesões E Reabilitação
R$ 35,90
ou 6x de R$ 5,98 Sem juros
Cotoveleira Elástica Mercur | Compressão e Proteção Para Práticas Esportivas e Reabilitação
A partir de
R$ 36,90
ou 6x de R$ 6,15 Sem juros
Joelheira Esporte Com Orifício Reforçado Mercur | Estabilidade Patelar Extra Para Treinos, Lesões e Reabilitação
R$ 49,90
ou 6x de R$ 8,32 Sem juros
Tornozeleira Esportiva Mercur para Suporte do Tornozelo
R$ 42,90
ou 6x de R$ 7,15 Sem juros
Colete Putti Elástico Reto Alto Bege Mercur | Faixa Lombar Anatômica Com Alta Compressão e Estabilização Da Coluna
R$ 275,00
ou 6x de R$ 45,83 Sem juros
Espaldeira Elástica Corretor Postural Mercur | Alinhamento da Coluna e Reeducação Postural com Conforto
R$ 71,14
ou 6x de R$ 11,86 Sem juros
Bota Ortopédica Super Leve Shimpax | Imobilização Com Conforto e Mobilidade para Pé e Tornozelo
R$ 125,90
ou 6x de R$ 20,98 Sem juros
Bota Ortopédica Premium Longa ShimPax | Imobilização e Estabilidade Para Pé, Tornozelo e Perna
A partir de
R$ 159,90
ou 6x de R$ 26,65 Sem juros
Tipoia Ortopédica Mercur
R$ 49,90
ou 6x de R$ 8,32 Sem juros
Órtese Curta Para Punho Com Tala Bilateral Preta Mercur | Imobilização E Suporte Anatômico Para Lesões, Tendinites E Pós-Cirúrgico
R$ 65,90
ou 6x de R$ 10,98 Sem juros
Órtese Curta Punho com Tala cor Preta Mercur
A partir de
R$ 44,90
ou 6x de R$ 7,48 Sem juros
Tala Dupla Para Punho Bilateral cor Preta Mercur
R$ 69,90
ou 6x de R$ 11,65 Sem juros
Órtese Curta Punho com Tala para Polegar cor Preta Mercur
R$ 82,90
ou 6x de R$ 13,82 Sem juros
Órtese Longa Para Punho Com Tala Preta Mercur | Imobilização Estendida Para Pulso Em Lesões Graves, Pós-Cirúrgico E Reabilitação
R$ 79,90
ou 6x de R$ 13,32 Sem juros
Tala Curta Tipo Gesso (Cast) para Punho Bilateral Preta Mercur
R$ 105,90
ou 6x de R$ 17,65 Sem juros
Tipoia em Tira Mercur para Sustentação do Braço
R$ 39,90
ou 6x de R$ 6,65 Sem juros
Munhequeira Estabilizadora Com Tala Mercur | Imobilização Do Pulso Com Conforto Para Lesões E Reabilitação
A partir de
R$ 135,90
ou 6x de R$ 22,65 Sem juros
Munhequeira/Cotoveleira Para Tennis Elbow Mercur | Alívio E Suporte Para Cotovelo De Tenista, Lesões E Reabilitação
R$ 55,00
ou 6x de R$ 9,17 Sem juros
Cotoveleira Esporte Mercur | Proteção Articular e Desempenho em Atividades Físicas
R$ 35,90
ou 6x de R$ 5,98 Sem juros
Órtese Sub Patelar Mercur | Alívio De Dor No Tendão Patelar Para Prática Esportiva, Lesões E Reabilitação Do Joelho
A partir de
R$ 60,90
ou 6x de R$ 10,15 Sem juros
Joelheira De Termocompressão Com Cintas Cruzadas Mercur | Compressão Térmica e Estabilidade Para Joelho Lesionado ou Inflamado
R$ 66,00
ou 6x de R$ 11,00 Sem juros
Joelheira Esporte Mercur | Proteção Articular e Suporte Muscular Durante Treinos e Atividades Físicas
R$ 49,90
ou 6x de R$ 8,32 Sem juros
Órtese Para Joelho Com Dobradiças Metálicas Mercur | Estabilidade E Proteção Em Lesões Graves, Reabilitação E Pós-Cirúrgico
R$ 229,90
ou 6x de R$ 38,32 Sem juros
Joelheira Articulada com Dobradiças e Cintas Cruzadas Mercur - BC0623
R$ 239,90
ou 6x de R$ 39,98 Sem juros
Joelheira Esporte com Orifício Mercur
R$ 43,95
ou 6x de R$ 7,33 Sem juros
Imobilizador Para Tornozelo Mercur | Estabilização e Proteção Para Entorses, Fraturas e Recuperação Pós-Cirúrgica
R$ 154,90
ou 6x de R$ 25,82 Sem juros
Tornozeleira de Termocompressão Mercur com Cintas Cruzadas
R$ 59,90
ou 6x de R$ 9,98 Sem juros
Estabilizador Tipo Cast Para Tornozelo Mercur | Imobilização e Proteção Para Entorses, Fraturas e Pós-Cirúrgico
R$ 169,90
ou 6x de R$ 28,32 Sem juros
Tornozeleira Elástica Mercur Preta para Suporte do Tornozelo
R$ 49,90
ou 6x de R$ 8,32 Sem juros

Utilizamos cookies para melhorar a sua experiência em nosso site. Ao continuar navegando você concorda com a nossa política de privacidade

Continuar e Fechar