Hutchinson Pnevmatika Griffus 29×2.4 TL 2×66

85,99 vključuje DDV

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Opis

Griffus 2.40 je hitrejša različica, njegova osrednja tekalna plast ponuja kompromis med učinkovitostjo in zaviranje. S 57 mm prečnim prerezom in hitrejšo sredinsko tekalno plastjo se lahko uporablja kot zadnja pnevmatika za kolesarje, ki želijo prihraniti dragocene sekunde pri tekmovanju s konkurenco. Griffus 2.40 je vsestranska pnevmatika in se lahko uporablja tudi za vso gorsko kolesarjenje kot možnost sprednje ali zadnje pnevmatike. 

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Lastnosti:

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  • Dimenzije: 29 x 2.4
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  • Uporaba enduro – downhill 
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  • Teren: suh, mešan, skalnat 
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  • Ojačitev: 2×66
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  • Sistem tubeless ready
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  • Teža: 1230 g
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MAECENAS IACULIS

Vestibulum curae torquent diam diam commodo parturient penatibus nunc dui adipiscing convallis bulum parturient suspendisse parturient a.Parturient in parturient scelerisque nibh lectus quam a natoque adipiscing a vestibulum hendrerit et pharetra fames nunc natoque dui.

ADIPISCING CONVALLIS BULUM

  • Vestibulum penatibus nunc dui adipiscing convallis bulum parturient suspendisse.
  • Abitur parturient praesent lectus quam a natoque adipiscing a vestibulum hendre.
  • Diam parturient dictumst parturient scelerisque nibh lectus.

Scelerisque adipiscing bibendum sem vestibulum et in a a a purus lectus faucibus lobortis tincidunt purus lectus nisl class eros.Condimentum a et ullamcorper dictumst mus et tristique elementum nam inceptos hac parturient scelerisque vestibulum amet elit ut volutpat.

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