bicicletas de los pros(fotos)

Discussion in 'Rally/X-Country/Maratón' started by txe91, Jun 21, 2008.

  1. smurta

    smurta Miembro Reconocido

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    MANTECÓN!

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  2. smurta

    smurta Miembro Reconocido

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    [​IMG]
     
    • Me Gusta Me Gusta x 1
  3. smurta

    smurta Miembro Reconocido

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  4. smurta

    smurta Miembro Reconocido

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    Annika Langvad’s Specialized S-Works Era 29

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  5. smurta

    smurta Miembro Reconocido

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  6. smurta

    smurta Miembro Reconocido

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    [​IMG]
     
    • Me Gusta Me Gusta x 1
  7. Asterixx

    Asterixx Miembro activo

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    No se sincogería mucho la bici con este trasto el el garage... Jejeje
     
  8. comelasaña

    comelasaña Miembro Reconocido

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    Que modelo, marca, de coche es el que se ve en la foto de kulhavy? simple curiosidad ;)
     
  9. Juanjosurveyor

    Juanjosurveyor Miembro Reconocido

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    Creo que la bici de Mantecón, es de las más bonitas del panorama internacional
     
  10. Juanjosurveyor

    Juanjosurveyor Miembro Reconocido

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    Porsche Carrera, quizá GT3?
     
  11. NACHO R

    NACHO R chital

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    es un porsche 911,no se si el gt3,el turbo o cual
    .
     
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  12. koktail

    koktail Miembro Reconocido

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    Esta to pagaohh!!!
     
  13. Juanjosurveyor

    Juanjosurveyor Miembro Reconocido

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    No te creas...nos vamos haciendo mayores
     
  14. comelasaña

    comelasaña Miembro Reconocido

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    A ver si el coche no es de él :D. Y si es suyo y lo enseña, poca publicidad le hace a uno de sus principales patrocinadores: Seat

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    Porsche sólo patrocina a gente con glamour :D

    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 [​IMG]
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
     
    • Me Gusta Me Gusta x 1
  15. Larrainzar

    Larrainzar Miembro Reconocido

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    Ese es un 998 911S con las pinzas rojas como el Turbo.
     
  16. falon

    falon Miembro Reconocido

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  17. falon

    falon Miembro Reconocido

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  18. falon

    falon Miembro Reconocido

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  19. Porció

    Porció Miembro activo

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    Es un Porsche 911 (versión 991). El tema de las pinzas de freno, cada color significa una cosa, las pinzas amarillas por ejemplo indica que lleva frenos cerámicos, las verdes indican que es versión híbrida como el 918 Spyder, pero las rojas no estoy seguro de que indican.
     
  20. falon

    falon Miembro Reconocido

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    ese coche es un 911 carrera s...con el extra de el aleron.los frenos son los de serie...las pinzas amarillas indican frenos ceramicos.las rojas frenos normales de disco.
    como le gusta a la gente divagar
     

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