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Gel Smalto Ibrido 5 ml - Carmen (92)
Prezzo del prodotto: 3,25 EUR
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Gel Smalto Ibrido 5 ml - Carmen (92)
Numero di catalogo relax_carmen_5
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: 27 marzec 2013.
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INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('6_usucache_cPath', 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', '2025-12-16 23:03:45')

[TEP STOP]