a partir de: R$ 9.199,00
Bicicleta Soft Tail Ibis
Marca:
Ibis
Descrição da Oferta: Bicicleta Ibis Tranny
Bicicleta Hard Tail, Ibis Tranny
Excelente bicicleta que pode ser usada para Cross Country ou Single Speed, e FRX leve.
Quadro de fibra de carbono de alta resistencia e regulagem de tensão de corrente.
Os Kits são idênticos ao da Ibis Mojo e Mojo Carbon.
Acompanha Suspensão Fox Fit 2011 100mm com eixo de 15mm, em todos os modelos.
Pode ser feito Up Grade de Rodas com adicional a cotar com IBIKES:
* Rodas Stanz ZTR 355 Peso de 1440g
Tamanhos S, M, L e XL
Outras informações acesse o site: http://www.ibiscycles.com/mountain/tranny/
http://raceclub.crankbrothers.com/journal/mellow-johnnys-classic-part-2/
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)
O consumidor pode usufruir gratuitamente dos serviços do Tray Shopping. Leia com atenção os Termos de Uso do nosso portal e, caso não concorde, pedimos que por gentileza não faça utilização de nossas ferramentas. As buscas realizadas no Tray Shopping apresentam resultados obtidos de maneira automática e em alguns casos podem apresentar discrepância com os preços praticados pelas Lojas Virtuais. A Tray não se responsabiliza por eventuais diferenças de informação e não se compromete com a exatidão das mesmas, portanto não deixe de verificar preços e condições de pagamento na Loja antes de efetuar sua compra. Esteja atento também aos valores de frete e exija nota fiscal.
Tray Shopping - Seu ponto de compra e venda.
