Spole Shimano Stradic FL
- Ražotājs::Shimano
- Modelis: Stradic FL
- Pieejamība: Pieejams
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186.99€
- PVN 32.45€
SHIMANO Stradic FL spole
Tehniskie dati:
- vienmērīga darbība, pateicoties MicroModule II pārnesumiem ,- milzīga jauda, pateicoties Hagane zobratam un X-Ship piedziņai ,- klusa darbība, pateicoties perfekti saskaņotajiem SilentDrive tehnoloģijas elementiem ,- izturīga pret sarežģītiem apstākļiem, pateicoties X.-Aizsargājiet labirinta blīvējumu ,- iespēja veikt tālākus metienus, pateicoties jaunās Long Stroke spoles paaugstinātajam profilam ,- perfekti vienmērīgu auklu novietošanu, ko atbalsta šķērsām novietots Aero Wrap ,- ideāls līdzsvars, pateicoties G-Free Body koncepcijai ,- auksti kalts.alumīnija spole,- priekšējā vilkme ar oglekļa paplāksnēm.
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)
SHIMANO Stradic FL spole
Tehniskie dati:
- vienmērīga darbība, pateicoties MicroModule II pārnesumiem ,
- milzīga jauda, pateicoties Hagane zobratam un X-Ship piedziņai ,
- klusa darbība, pateicoties perfekti saskaņotajiem SilentDrive tehnoloģijas elementiem ,
- izturīga pret sarežģītiem apstākļiem, pateicoties X.
-Aizsargājiet labirinta blīvējumu ,
- iespēja veikt tālākus metienus, pateicoties jaunās Long Stroke spoles paaugstinātajam profilam ,
- perfekti vienmērīgu auklu novietošanu, ko atbalsta šķērsām novietots Aero Wrap ,
- ideāls līdzsvars, pateicoties G-Free Body koncepcijai ,
- auksti kalts.
alumīnija spole,
- priekšējā vilkme ar oglekļa paplāksnēm.
Tagi: Spoles, bezinerces spoles, shimano spoles, shimano bezinerces spoles, shimano ultegra, ultegra, quality reels, shimano reels