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  KatalogNaildesignFimo patyczek nr 70 candy + pude艂ko
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Fimo patyczek nr 70 candy + pude艂ko
Cena produktu: 3,99 PLN
Zamawiana ilo艣膰:  
Fimo patyczek nr 70 candy + pude艂ko
Numer katalogowy FIMO_70
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: 29 kwiecie艅 2009.
Poprzednia strona Produkt 270 z 1783
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145 - Table './naildesign_roboczy/counter' is marked as crashed and should be repaired

select startdate, counter from counter

[TEP STOP]

1062 - Duplicate entry '4_usucache_cPath' for key 'PRIMARY'

INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('4_usucache_cPath', '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', '2025-12-14 16:09:52')

[TEP STOP]