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Spot Swirl, sonda z kryszta艂kami, d艂utko, 2 r贸偶ne ko艅c贸wki
Dwustronna sonda do zdobie艅 paznokci;
przy jej u偶yciu mo偶emy wykona膰 r贸偶nego rodzaju zdobienia lakierami, farbkami akrylowymi 偶elem czy lakierem hybrydowym,
zrobimy idealnie wygl膮daj膮ce kropeczki r贸偶nej wielko艣ci, idealny do wy偶艂abiania zdobie艅 w akrylu jak i formowania linii u艣miechu zar贸wno akrylowej jak i 偶elowej;
sonda jest r贸wnie偶 niezast膮piona do "przenoszenia" i umieszczania ozd贸b na paznokciach.

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Data dodania produktu: 14 stycze艅 2021. |
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Produkt 875 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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', '2025-12-15 14:28:42')
[TEP STOP]
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