Shimano Altus RD-M310: Especificaciones y Rendimiento Óptimo

Eleva el rendimiento de tu transmisión con el Shimano ALTUS RD-M310, diseñado para ofrecer cambios suaves, silenciosos y precisos gracias a su estructura reforzada y tecnología SMART CAGE. Ideal para MTB o bicicletas urbanas de 7 u 8 velocidades.

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)

Características Principales

  • Diseño Wide Link: Mayor rigidez para un cambio más preciso.
  • Poleas MegaPulley: 15 dientes (tensora) y 13 dientes (guía) para menor desgaste y ruido.
  • SMART CAGE: Ideal para configuraciones compactas sin perder capacidad.
  • Compatible con transmisiones de 7/8 velocidades.
  • Acción ligera avanzada: Cambios suaves con menor esfuerzo.
  • Ajustador de cable integrado.

Especificaciones Técnicas

A continuación, se detallan las especificaciones técnicas más importantes del Shimano ALTUS RD-M310:

Especificación Detalle
Modelo RD-M310-Smart
Compatibilidad Cadenas HG de 6, 7 y 8 velocidades
Capacidad total 43 dientes

El Shimano ALTUS RD-M310 ofrece precisión y durabilidad con el respaldo de Shimano.

Cambio de desviador 1x1 | Shimano Tourney a Shimano Altus (RD-M310)

tags: #new #shimano #altus #rd #m310