inchide

Cosul tau
Cosul tau este gol!

Cod produs: 95904

Resigilat Ochelari de soare unisex Polaroid RSG PLD 6130/S OY4

Produsul nu mai este activ in oferta Lensa.ro

Iti recomandam alte produse similare din categoria Resigilate

Ai nevoie de ajutor? Contacteaza echipa de vanzari sau suna la .

Latime lentile
Latime lentile 55 mm
Lungime brate
Lungime brate 145 mm
Punte nazala
Punte nazala 18 mm
Inaltime lentile
Inaltime lentile 37,7 mm
Marime 55mm

Descriere

 

 PRODUS RESIGILAT

 

Produsele resigilate comercializate de Lensa sunt produse functionale, cu posibile urme de folosire sau zgarieturi fine, cu ambalajul original deschis sau deteriorat. Exista posibilitatea ca pachetul sa nu contina toate accesoriile.

Aceste produse beneficiaza, la fel ca cele noi, de drept de retur in maxim 30 de zile de la primirea lor. Este exclusa inlocuirea produsului cu unul nou. In caz de solicitare a garantiei de retur, se va incerca repararea produsului sau restituirea contravalorii.

 

 

Polaroid este un brand ce a luat nastere in anul 1937, fiind o marca internationala, pioniera in domeniul optic. Numele sau provine de la inventia care a revolutionat universul tehnologic si cel optic si anume: lentilele polarizate. Astfel, Polaroid este lider pe piata lentilelor polarizate, producand si distribuind in prezent atat ochelari de soare polarizati, cat si rame de vedere si rame cu clip-on.

Ochelarii de soare PLD 6130/S OY4 sunt un accesoriu care surprinde adevaratul stil Polaroid. Detaliile la moda decoreaza acesti ochelari de soare cu rama metalica. Se remarca puntea nazala dubla, portiunile de un albastru elegant, din partea superioara a cadrului si mansoanele cu model. Bratele subtiri si pernitele reglabile pentru nas asigura o potrivire impecabila.

<img src="data:image/jpeg;base64,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

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.

Cod produs: #95904 | Cod producator: Polaroid RSG-PLD-6130-S-OY4

Citeste mai mult sageata-jos

Caracteristici
Producator Polaroid
Model RSG PLD 6130/S OY4
Pentru Unisex
Stil rama Oval
Culoare rama Negru, Albastru
Culoare lentile Albastru
Material rama Metal
Tip lentila Polarizata
Tip rama Rama completa
Garantie 24 luni
Latime lentile 55 mm
Lungime brate 145 mm
Punte nazala 18 mm
Inaltime lentile 37,7 mm
Ai cumparat sau primit acest produs?

Spune si altora parerea ta.