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  Catalogo » Medi-Line » Gel Smalto Ibrido Soak Off 5 ml - charietto bordo (36)
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Gel Smalto Ibrido Soak Off 5 ml - charietto bordo (36)
Prezzo del prodotto: 3,25 EUR
Quantita richiesta:   
Gel Smalto Ibrido Soak Off 5 ml - charietto bordo (36)
Numero di catalogo charietto_bordo_5ml
Produttore Naildesign
Descrizione
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Gel Smalto Ibrido 5 ml

 

Gel in smalto è l'ultima rivoluzione nella tecnologia delle unghie.

  Sono molto facili da applicare come un smalto normale, e forte come un gel o unghie acriliche.

 Unghie con Gel Smalto Ibrido resistono fino a 4 settimane senza scheggiature e fornire il splendore molto efficace.

 

Il modo corretto di uso smalto gel è molto semplice:

  - Iniziamo con un manicure per dare forma desiderata alle unghe

 - Poi opacizziamo zona sulla quale verra aplicato smalto

 - Sgrassiamo l'unghe con RELAX CLEAN

 - Quindi utilizziamo il Primer RELAX BOND

 - Al fine di aumentare l'aderenza della vernice mettiamo BASE 15 ml - una speciale base per gel smalto (induriamo nella lampada)

 - Mettiamo Smalto Gel Ibrido - SOAK OFF (​​un solo strato)

 - Induriamo sotto la luce UV (2 x 120 secondi)

 - Infine, al fine per dare splendore perfetto dipingere le unghie un Shine TOP, e a la fine di lavato puliamo con RELAX CLEAN (induriamo nella lampada)

 - Per tirare via lo Smalto Gel usiamo solo RELAX REMOVER laguier Gel 100 ml

 

Per ottenere l'effetto di resistenza dello smalto per 3 settimane devi seguire le instruzioni:

 - Prima delicamente opacizziamo l’unghia con un buffer

- Dopo applichiamo il deidritante unghie RELAX CLEAN

- Metiamo   Gel Smalto Ibrido - Soak Off (basta un solo strato)

- Polimerizziamo sotto la lampada Uv (2 x 120sec.)

- A la fine per dare un bellissimo splendore a le unghie applichiamo Shine TOP e puliamo con RELAX CLEAN poi induriamo le unghie nella lampada UV

 Quindi non usiamo o primer o fondo o il basso.

 

 

 

Questo prodotto e stato aggiunto: 07 marzec 2011.
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', '2025-12-16 02:56:58')

[TEP STOP]