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Kategorie
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Nowości
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Producenci
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Informacje o produkcie |
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Akryl kolorowy proszek

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Idealny do tworzenia SMOKE - dymek Nail Art
lub do kolorowych końcówek french
lub co tylko sobie życzysz - daj się ponieść wyobraźni
łączą się z każdym liquidem
bardzo dobrze napigmentowane
bardzo wydajne i wytrzymałe
Jak zrobić efect dymek - smoke na paznokciu?
1 - nakładamy bazę hybrydową, utwardzamy w lampie
2 - nakładamy czarną hybrydę, utwardzamy w lampie
3 - nakładamy Quick Finish no wipe , utwardzamy w lampie
4 - malujemy plamy białą hybrydą - SMOKE WHITE , rozmazujemy je pędzelkiem moczonym w cleanerze, utwardzamy w lampie
5 - posypujemy pigmenty na białe plamy, nadmiar strzepujemy
6 - malujemy Shine Top i utwardzamy w lampie ;)
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Uwaga!
Przechowywać z dala od dzieci. Unikać kontaktu ze skórą i oczami. Nie stosować w przypadku nadwrażliwości na którykolwiek ze składników produktu, w przypadku uszkodzeń lub chorób płytki paznokcia. Stosować tylko na zdrową płytkę paznokcia. |
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MADE IN GERMANY
WSZYSTKIE NASZE KOSMETYKI ODPOWIADAJĄ NORMOM USTAWY O KOSMETYKACH.
Skład / Ingredients
Poly (Ethyl methacrylate), Dibenzoyl Peroxide, Red 30/ CI73360, Blue 1/ CI42090
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Data dodania produktu: 18 październik 2017. |
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Produkt 137 z 1199
firmy Titan Nail Design |
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Pozostałe produkty producenta Titan Nail Design |
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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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', '2026-04-03 08:27:37')
[TEP STOP]
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