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  KatalogNailart - Ozdoby - cyrkonie holoSWAROVSKI Nailart - NEW -SWAROVSKI Nowo艣膰!!!SS 10Cyrkonie Swarovski Citrine - 偶贸艂te SS10
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Informacje o produkcie
Cyrkonie Swarovski Citrine - 偶贸艂te SS10
Cena produktu: 4,99 PLN
Zamawiana ilo艣膰:  
Cyrkonie Swarovski Citrine - 偶贸艂te SS10
Numer katalogowy SS10_249_citr
Producent Swarovski
Opis
Linki
Cyrkonie SWAROVSKI!!!


Przepi臋kne cyrkonie do zatapiania w tipsie.
Idealne do High Nailartu, czyli sztuki zdobienia na najwy偶szym poziomie.
Stosuj膮c ten najwy偶szej jako艣ci produkt uzyskasz zdumiewaj膮ce efekty
czystych refleks贸w.

1 op. = 10 szt. - kolor - jak na zdjeciu

Stosuj produkty najwy偶szej jako艣ci!
B膮d藕 Trendy!


Kryszta艂y Swarovski 艣wiec膮, migocz膮,
艂ami膮 艣wiat艂o i 偶ongluj膮 kolorami.
Efekty te fascynuj膮 ka偶d膮 kobiet臋,
ale tak偶e m臋偶czy藕ni nie mog膮 zaprzeczy膰
ich pi臋knu. Na ca艂ym 艣wiecie szklane
kamienie krystaliczne Swarovski'ego
ciesz膮 si臋 najwi臋kszym uznaniem.
Te per艂y 艣wiata mody i bi偶uterii zdoby艂y
teraz tak偶e obszar zdobienia paznokci.
Data dodania produktu: 13 luty 2009.
Poprzednia strona Produkt 12 z 24
w kategorii SS 10
Nast臋pna strona
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18 maj 2025
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', '2025-05-18 05:40:58')

[TEP STOP]