Shimano Altus FD-M2000: Especificaciones y Características del Desviador Delantero

By /

El Shimano Altus FD-M2000 es un desviador delantero confiable y preciso, diseñado específicamente para transmisiones de 3x9 velocidades en bicicletas de montaña. Este componente es ideal para ciclistas que buscan un rendimiento sólido y duradero en sus aventuras off-road.

Shimano Altus FD-M2000

Características Principales

  • Diseño: Optimizado para transmisiones de 3x9 velocidades.
  • Compatibilidad: Ideal para bicicletas de montaña.
  • Rendimiento: Cambios precisos y confiables.

Aunque el texto proporcionado menciona las Shimano Claris ST-R2000 y los pedales XC 2, estos componentes no están directamente relacionados con el desviador delantero Shimano Altus FD-M2000. Por lo tanto, la información se centra en las especificaciones y características de este desviador delantero.

🔵Cómo instalar el desviador delantero Shimano Tourney

Para complementar la información, aquí hay una tabla con algunas especificaciones clave del Shimano Altus FD-M2000:

Especificación Detalle
Velocidades 3x9
Tipo de montaje Abrazadera alta, abrazadera baja, Direct Mount
Enrutamiento del cable Tiro delantero o tiro trasero
![image](data:image/webp;base64,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)
Diagrama del Desviador Delantero Shimano Altus FD-M2000

tags: #desviador #delantero #shimano #altus #m2000

Publicaciones populares:

  • Detalles sobre los muelles de asiento Vespa 53
  • Burgos Scooter Festival: Un Éxito
  • Descubre el Corleo de Kawasaki
  • ¿Qué es el pelotón?
  • Cómo adaptar la horquilla PK a tu Vespa Primavera