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30 ml
Het originele product . Alleen voor professionals.
Een sterke gel die wordt gebruikt om de tips en stencil technieken leggen . Met een gladde, romige consistentie van de toepassing is zeer eenvoudig.
Wijze van toepassing :
Bereid uw nagels met Cleaner volgens de instructies. Primera locatie op hetzelfde oppervlak . De instelling van de gemiddelde hoeveelheid gel naar het midden van de nagel . Verspreid de gel naar de huid en rek aan de rand van de tips. Wees voorzichtig dat de gel op de huid . Reactie iets dikkere laag gel in het midden van de nagel , zodat de vorm van de curve " C" . Droog de ​​gel gedurende 2 minuten met UV-lamp type X -type , Prestige . Verwijder kleverige laag met een wattenstaafje gedrenkt in stofvrije reiniger. Slijp de randen in de gewenste vorm .
TC - Nailart plaat trial
Dieses Produkt haben wir am Mittwoch, 24. November 2010 in unseren Katalog aufgenommen.
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UV Gel Facts:
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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 '2_usucache_cPath' for key 'PRIMARY' INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('2_usucache_cPath', 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', '2025-12-16 03:16:23')[TEP STOP]