b-6787

Rame ochelari de vedere barbati Fossil FOS 7090/G 807

Cod produs: 65743




37463 lei

20901 lei

In stoc nu este in stoc

37463 lei (-44% )

20901 lei

Vezi daca te califici la o consultatie optometrica gratuita.

Califica-te pentru o consultatie optometrica gratuita in showroom-urile din Bucuresti, Cluj, Iasi, Timisoara, Constanta, Brasov sau Galati si probeaza ramele preferate.

Mai multe detalii
  • Verifica disponibilitatea:
  • La comanda online
    Vei primi produsul Joi, 02 Decembrie intre orele 09:00-18:00
  • Sau ridica produsul din Showroom:
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-18:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-16:00
    Nu se afla in stoc
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-16:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-16:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-16:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-16:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-18:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-18:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-18:00, D:10:00-16:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-20:00, S:10:00-18:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-18:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-21:00, S:10:00-18:00, D:10:00-16:00
    Poti ridica produsul azi intre orele 10:00 si L-V:10:00-18:00
  • Beneficii:
  • Livrare rapida
  • Retur gratuit in 30 zile
  • Plata in 6 rate fara dobanda
  • Castigi 105 puncte de fidelitate

Tip lentila

1 Ochelari pentru

2 Reteta

Cum adaug lentile?

Sfera Ax DP/DIP
O.D.
O.S.

3 Alege lentilele

Suggested
  • Indice refractie
  • Grosime lentila
  • Performanta lentila
  • Antireflex
  • Durificare
  • Efect oleofob
  • Design asferic

4 Filtru protectie calculator

5 Fotocromatic (heliomat)

Sumar configurator

Rame de ochelari

Fossil FOS 7090/G 807: 20901 lei

Lentile

Lentile Standard: 16000 lei

Total: 36901 lei

Montarea ochelarilor dureaza intre 2 si 14 zile lucratoare in functie de specificatiile alese de dumneavoastra.
Acesta este un produs personalizat dupa specificatiile dumneavoastra si nu se incadreaza in politica garantiei de retur sau de anulare a comenzii.
Ai nevoie de ajutor?
Contacteaza-ne pe adresa de e-mail:
[email protected]

Caracteristici

Producator Fossil
Model FOS 7090/G 807
Pentru Barbati
Culoare rama Negru
Stil rama Rectangular
Material rama Acetat
Tip rama Rama completa
Latime lentile 53 mm
Lungime brate 140 mm
Punte nazala 17 mm
Lensa.ro

Descriere Rame ochelari de vedere barbati Fossil FOS 7090/G 807 de la Fossil

 

 

 

Brandul american se inspira din modelele specifice anilor ’20, pe care le asociaza cu pretentiile consumatorului contemporan, aflat in cautarea unor ochelari moderni, cu forme si culori simple, dar elegante. Ochelarii de soare Fossil sunt usor de purtat, gratie balamalelor flexibile si lentilelor polarizate, in vreme ce ramele fabricate din metal, titan sau acetat se regasesc intr-o gama larga de stiluri, atat pentru femei, cat si pentru barbati. 

 

 

Simplitatea este si de aceasta data solutia cea mai potrivita! Modelul FOS 7090/G 807 de la Fossil este unul minimalist, realizat special pentru barbatii eleganti. Rama intreaga este inchisa la culoare, rectangulara, pentru a se potrivi mai multor fizionomii, dar si pentru a se integra perfect in cadrul oricarei tinute, fie ea office sau casual. Logo-ul atent aplicat pe bratele produsului este elementul distinctiv care confera un aer rafinat modelului FOS 7090/G 807.

 

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

Produsul este nou si comercializat in ambalajul original al producatorului. Imaginile de pe Lensa.ro au caracter informativ, iar nuanta, tonul si intensitatea culorii pot varia in functie de monitor. Accesoriile expuse in fotografii sau materiale video sunt cu titlu de prezentare, iar acestea pot sa difere in functie de sezonalitate.

Acest produs poate fi achizitionat folosind 2091 puncte de fidelitate. Vezi detalii.

Cod produs: #65743 | Cod producator: Fossil FOS 7090/G 807

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