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  KatalogNaildesignFimo patyczek nr 114 Kwiatek + pude艂ko
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Fimo patyczek nr 114 Kwiatek + pude艂ko
Cena produktu: 3,99 PLN
Zamawiana ilo艣膰:  
Fimo patyczek nr 114 Kwiatek + pude艂ko
Numer katalogowy 114-sgt7_12
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 329 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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', '2025-12-15 11:03:57')

[TEP STOP]