Adapter przedniego podnośnika Bike-Lift SAC/Y-10 Triumph, Yamaha

Cena producenta: 115,00zł

Cena: 99,00zł

  • Producent:
    Bike-Lift
  • Model:
    SAC/Y-10
  • Powyżej 100zł kupisz na raty!Policz Raty

Opis produktu

Adaptery pod widelec SAC/Y-10 do podnośnika przedniego koła Bike-Lift FS-10.
  • Opakowanie zawiera 2 sztuki.
  • Adaptery przeznaczone do motocykli z nierównymi lagami (o różnej długości).
  • Jeden adapter jest 13mm wyższy.
  • Długość 12.5cm.
  • Średnica od strony adaptera: 22mm, od drugiej strony kwadrat 20x20mm

Tagi: rura, rurka, sar10, bikelift, cm7557, SAC/Y-10, SACY10, SAC-10, SAC10, SAR-99, SAR99, SAR-10, SAR10, FS-10, FS10, FS9, FS-9, CM7571, CM-7571, CR7204, CR-7204, CR-7202, CR7202, podnosnika, podnosnikow

podnośniki, ponosnikiAdapter przedniego podnosnika BikeLift SAC10 SAC10

podnośniki, ponosnikiAdapter przedniego podnosnika BikeLift SAC10 SAC10

podnośniki, ponosnikiAdapter przedniego podnosnika BikeLift SAC10 SAC10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

Adapter przedniego podnosnika BikeLift SAC/Y10 Triumph, Yamaha SAC/Y10

1062 - Duplicate entry '2a09bf06e433f831d8ee0f2559966965' for key 'cache_name'

INSERT INTO usu_cache (cache_name, cache_data, cache_date) VALUES ('2a09bf06e433f831d8ee0f2559966965', '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', '2024-05-09 14:28:45')

[TEP STOP]