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Carretilha Maruri Robust II - Vários Tamanhos - Esquerda e Direita

Marca: Maruri Modelo: Carretilha Maruri Robust II Disponibilidade: Imediata Referência: RII
Disponibilidade: Imediata
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R$ 613,77

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Descrição Geral
<p>A Carretilha Robust II foi desenvolvida para pescadores que enfrentam os maiores desafios nas &aacute;guas brasileiras, oferecendo um conjunto potente, resistente e extremamente confi&aacute;vel. Evolu&ccedil;&atilde;o das carretilhas de perfil alto, a Robust II entrega controle absoluto e durabilidade superior, sendo ideal para pescarias pesadas e situa&ccedil;&otilde;es que exigem for&ccedil;a m&aacute;xima do equipamento.</p> <p>Dispon&iacute;vel nas vers&otilde;es RII10, RII20 e RII30, a Robust II se adapta a diferentes estilos e necessidades de pesca, mantendo sempre o foco em robustez e desempenho. Seu sistema de freio com 2 discos de carbono garante frenagem eficiente e progressiva, enquanto o drag de 10 kg proporciona seguran&ccedil;a total nas brigas com grandes peixes.</p> <p>O chassi em grafite oferece excelente resist&ecirc;ncia estrutural com redu&ccedil;&atilde;o de peso, enquanto a manivela em alum&iacute;nio assegura firmeza e durabilidade no recolhimento. A coroa em lat&atilde;o e o pinh&atilde;o em a&ccedil;o inox completam o conjunto mec&acirc;nico, garantindo vida &uacute;til prolongada e funcionamento suave, mesmo sob uso intenso.</p> <p>Uma carretilha pensada para quem busca for&ccedil;a extrema, confiabilidade mec&acirc;nica e alto desempenho na pesca pesada.</p> <p><strong>PRINCIPAIS DIFERENCIAIS:</strong></p> <p>&bull; Sistema de freio com 2 discos de carbono<br /> &bull; Drag de 10 kg, ideal para grandes peixes<br /> &bull; Chassi em grafite, resistente e equilibrado<br /> &bull; Manivela em alum&iacute;nio, robusta e dur&aacute;vel<br /> &bull; Coroa em lat&atilde;o para maior resist&ecirc;ncia<br /> &bull; Pinh&atilde;o em a&ccedil;o inox, suave e confi&aacute;vel</p> <p><img alt="" src="data:image/png;base64,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" /></p>
Garantia
Formas de Pagamento
Avaliações
Carretilha Maruri Robust II - Vários Tamanhos - Esquerda e Direita
Carretilha Maruri Robust II - Vários Tamanhos - Esquerda e Direita

A Partir de:
R$ 613,77

R$ 552,39 à vista com desconto Pix - Vindi
ou 6x de R$ 102,30 Sem juros Cartão Elo
ou 12x de R$ 53,02 com juros Cartão Elo

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