Pulsadores SLX 3*10v, cambio shimano xt 10v sadow RD-M773 y desviador Deore de 10v *3 con sus adaptadores para distinto diametro de tubo. En muy buen estado. 70 euros envio incluido. Si alguien está interesado se puede añadir por 15 euros mas un Cassete Shimano HG61 11-36 10v y una cadena de regalo de 10v al conjunto. Se puede cambiar el desviador Deore por un slx direc mount si se prefiere 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