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  Catalogo » Bourjois » UV colore Gel 5 ml TND - 34 - pearl white
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UV colore Gel 5 ml TND - 34 - pearl white
Prezzo del prodotto: 3,75 EUR
Quantita richiesta:   
UV colore Gel 5 ml TND - 34 - pearl white
Produttore Titan Nail Design
Descrizione
Link



Gel UV Colore

TND - Titan Nail Design

Consistenza ideale, di medio gel denso del gel permanente chiodo decorazione.

Grandi tonalità di colore,
aprono il mondo della decorazione.



Color Gel UV sono divisi in categorie:

- colore puro

perfettamente pigmentato, copertura completa in 1-2 strati

- colore metallico

perfettamente pigmentato, con una lucentezza metallica

- lucentezza perla

molto bene pigmentato, con una pearly luster

- Glitter - con delicati scintillio

fortemente ricoperto di lustrini

- stelle - proprio forti in gel di scintillio chiaro

il gel trasparente è forte e glitter, alta pigmentato

 Applicazione:
Colore Gel UV richiedono una diversa cantina gel (exmple. Base o futura super-build)

Applicare una base di gel indurito, applicare uno strato sottile, evently distribuita di gel UV colore, indurire nella lampada UV 90-120 sec.
È possibile applicare un secondo strato è approfondire il colore.

Dopo il trattamento si può mettere o Quick finitura rapida Finish Gel II o pulire la parte superiore del l'ultimo strato con un detergente.

Vi auguriamo splendido lavoro e clienti soddisfatti;)



 
ZapiszZapisz
Questo prodotto e stato aggiunto: 14 lipiec 2017.
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53423547 Aperto da 25 marzec 2004
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', '2025-06-17 19:40:04')

[TEP STOP]