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Titan Nail Design (TND) Matte Top It Off
Hybrydowy top coat UV/LED (mat)
Opis produktu
Titan Nail Design (TND) Matte Top It Off to hybrydowy top coat UV/LED, kt贸ry nadaje kolorowi lub stylizacji nowoczesne, aksamitnie matowe, profesjonalne wyko艅czenie. Niezawodnie zabezpiecza, pomaga chroni膰 powierzchni臋 i wspiera trwa艂o艣膰 do 3 tygodni, przy prawid艂owym przygotowaniu paznokci oraz poprawnej aplikacji produktu.
Ten top coat jest bez TPO i bez HEMA oraz jest zgodny z rozporz膮dzeniem UE dotycz膮cym kosmetyk贸w.
Dzi臋ki r贸wnomiernemu efektowi matowienia zapewnia czysty rezultat bez smug i doskonale sprawdza si臋 r贸wnie偶 w kreatywnych stylizacjach, takich jak nail art strukturalny i efekty tekstury.
Czas utwardzania
Lampa LED: 30 sekund
Lampa UV (36W): 120 sekund / 2 minuty
Usuwanie
Soak-off: w 100% rozpuszczalny w acetonie.
Wskaz贸wka: Matowy French (kontrast mat/b艂ysk)
Po zabezpieczeniu matowym topem mo偶esz wykona膰 ko艅c贸wk臋 frencha b艂yszcz膮cym top coatem, aby uzyska膰 kontrast mat/b艂ysk. Nast臋pnie ponownie utward藕 i przemyj.
Stosowa膰 wy艂膮cznie na prawid艂owo przygotowanych paznokciach; zawsze zabezpiecza膰 wolny brzeg.
Unika膰 kontaktu ze sk贸r膮. W razie podra偶nienia przerwa膰 stosowanie

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Data dodania produktu: 06 stycze艅 2018. |
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Produkt 3 z 3
firmy Xanitalia |
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MATTE TOP GEL R-GP wyko艅czenia manicure.
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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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', '2026-10-02 18:57:16')
[TEP STOP]
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