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  KatalogNailart - Ozdoby - cyrkonie holoFimoFimo patyczek nr 91A Motyl + pude艂ko
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Fimo patyczek nr 91A Motyl + pude艂ko
Cena produktu: 3,99 PLN
Zamawiana ilo艣膰:  
Fimo patyczek nr 91A Motyl + pude艂ko
Numer katalogowy 91A-sgt3_9
Producent Naildesign
Opis
Linki

 

Ozdoby do paznokci wykonane z elastycznej gumowej masy FIMO Mo偶na wtapia膰 zar脫wno w 偶el i akryl. Ozdoby s膮 wykonane w ten spos脫b 偶e mo偶na je lekko spi艂owa膰 je艣li wystaj膮 - a i tak nie trac膮 wzorku.

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Przyk艂adowe zdobienie z u偶yciem FIMO

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Data dodania produktu: 26 sierpie艅 2009.
Poprzednia strona Produkt 115 z 205
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', '2025-09-18 09:55:19')

[TEP STOP]