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  Catalogo » Lemax Colour » GEL Polish 8ml - soak off - Alizarin (no. 195)
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GEL Polish 8ml - soak off - Alizarin (no. 195)
Prezzo del prodotto: 4,25 EUR
3,00 EUR
Quantita richiesta:   
GEL Polish 8ml - soak off - Alizarin (no. 195)
Numero di catalogo Alizarin_195_8ml
Produttore Titan Nail Design
Descrizione
Link

Gel Polish  - Gel smalto

 


 



Gel Smalto Gel Polish 

Seguire le tendenze direttamente da Hollywood.

Gel polish è l'ultima rivoluzione nella tecnologia delle unghie.

Il sistema polacco del gel è un bene durevole, che può essere utilizzato per abbellire e rinforzare le unghie naturali.

Questo sistema di gel autolivellante sottile offre un'eccellente adesione, basso odore e di grande brillantezza.


unghie gel laccato dipinto persistono fino a 4 settimane senza scheggiature e molto efficace Fornire lucentezza.

Istruzioni per l'uso
- Utilizzare un blocco bianco per lucidare un po 'le unghie naturali.
- Applicare Ultrabond e lasciare asciugare 20 secondi, un leggero strato adesivo rimarrà.
- Applicare 1 strato di base del polacco del gel e la cura in una luce 36Watt UV o la lampada a LED.
- Applicare 1 strato di colore del polacco del gel e la cura.
- Se la copertura aggiuntiva si desidera, applicare un secondo strato e curano.
- Applicare ultimo strato di gel polacco e Top cura.
- Rimuovere lo strato viscoso con il detergente.

Si rimuovere polacco del gel
1 - Utilizzare un blocco bianco o file è rimuovere lo strato di gel dalla superficie delle unghie, se utilizzato nel corso gel costruttore regolari.
2 - impregna le unghie in acrilico con Remover Lanolina.
  - Rimuovere le dita ogni 4 -5 minuti e file il gel gonfio dalla superficie, facendo attenzione a non depositare l'unghia naturale.
  - Ripetere ammollo fino a quando il gel viene rimosso.

Cura lampada a:
 - LED 6 - 60 sec.
 - LED >9 -30 sec.
 - UV 36Watt 90 - 120 sec.
 
  MADE IN EUROPE

Ingredients

Di-HEMA Trimethylhexyl Dicarbamate HEMA Hydroxypropyl Methacrylate Polyethylene Glycol 400 Dimethacrylate Isopropyl Alcohol Butyl Acetate Ethyl Acetate Hydroxycyclohexyl phenyl ketone Trimethylbenzoyl diphenylphosphine oxide Violet 2/ CI60725

Avvertenze / Avvertenze Non esporre alla luce o al calore eccessivo. Utilizzare solo come indicato.
A volte gel sono curati per alcuni secondi nella luce per assicurarsi che non penetri le cuticole, questo non è possibile con smalto del gel,
occorrono almeno 20 secondi prima che possa essere rimossa dalla luce !!!

 

 

Questo prodotto e stato aggiunto: 15 wrzesień 2016.
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', '2025-05-05 19:28:01')

[TEP STOP]