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Dwustronna sonda do zdobie艅 paznokci; przy jej u偶yciu mo偶emy wykona膰 r脫偶nego rodzaju zdobienia lakierami, farbkami akrylowymi czy 偶elem, zrobimy idealnie wygl膮daj膮ce kropeczki r脫偶nej wielko艣ci, idealny do wy偶艂abiania zdobie艅 w akrylu jak i formowania linii u艣miechu zar脫wno akrylowej jak i 偶elowej; sonda jest r脫wnie偶 niezast膮piona do "przenoszenia" i umieszczania ozd脫b na paznokciach.

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Data dodania produktu: 02 grudzie艅 2010. |
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Produkt 581 z 1783
firmy Naildesign |
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Pozosta艂e produkty producenta Naildesign |
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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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', '2025-12-16 06:17:10')
[TEP STOP]
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