Resigilat Rame ochelari de vedere dama Ana Hickmann RSG AH6348 H03

Cod produs: 106649




19522 lei

Nu este in stoc

  • Verifica disponibilitatea:
  • Sau ridica produsul din Showroom:
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  • Beneficii:
  • Livrare rapida
  • Retur gratuit in 30 zile
  • Plata in 6 rate fara dobanda
  • Castigi 98 puncte de fidelitate

Caracteristici

Producator Ana Hickmann
Model RSG-AH6348 H03
Pentru Dama
Stil rama Rotund
Culoare rama Rosu
Material rama Plastic
Tip rama Rama completa
Garantie 24 luni
Latime lentile 51 mm
Lungime brate 140 mm
Punte nazala 16 mm

Descriere Resigilat Rame ochelari de vedere dama Ana Hickmann RSG AH6348 H03 de la Ana Hickmann

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.

 

 

Brandul Ana Hickmann a fost lansat in 2002, in Brazilia, prin parteneriatul dintre top modelul Ana Hickmann si producatorul GO Eyewear. Aceasta marca a inceput sa ocupe in scurt timp primul loc in preferintele femeilor din America Latina. Valorile sale, inspirate de cariera si personalitatea Anei Hickmann, au in centru principiile esteticii, elegantei, inovatiei si designului unic. 

 

Colectiile de ochelari de soare si rame realizate cu un impresionant simt al stilului au ajuns pe piata europeana in anul 2009. Modelele propuse reinterpreteaza in mod original formele clasice si sunt dedicate femeilor sofisticate si independente.

 

 

Ramele ochelari de vedere Ana Hickmann AH6348 H03 sunt un accesoriu minimalist, destinat femeilor. Modelul prezinta un cadru rotund, rosu, fabricat dintr-un plastic calitativ si brate simple, elegante, pe care a fost atent aplicat logo-ul brandului. Simplitatea este si de aceasta data solutia ideala!

 

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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.

Acest produs poate fi achizitionat folosind 1953 puncte de fidelitate. Vezi detalii.

Cod produs: #106649 | Cod producator: Ana Hickmann RSG-AH6348-H03

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