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Gel Smalto Ibrido Soak Off 5 ml - metalic grapes ( 72 )
Prezzo del prodotto: 3,25 EUR
2,25 EUR
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Gel Smalto Ibrido Soak Off 5 ml - metalic grapes ( 72 )
Numero di catalogo metalic_grapes5ml
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: 29 sierpień 2012.
Pagina precedente Prodotto 927 da 2041
produttori Naildesign
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', '2025-08-03 01:05:09')

[TEP STOP]