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  Catalogo » Promed » gel base 50ml Profi Studio Line
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gel base 50ml Profi Studio Line
Prezzo del prodotto: 15,00 EUR
12,50 EUR
Quantita richiesta:   
gel base 50ml Profi Studio Line
Numero di catalogo base 50
Produttore Naildesign
Descrizione
Link

BASE

Il gel dalla consistenza sottile, è perfetta per l'unghia naturale e del tip!

Grazie alle sue caratteristiche estremamente buone si adatta perfettamente alla lamina ungueale e la collega tra gel building , risolvendo alcuna adesione difficoltà.

Tempo di polimerizzazione: 90 - 120 secondi

Tutti Cosmetici sono fabbricati con gli standard tedeschi!
Questo prodotto e stato aggiunto: 13 luty 2007.
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', '2025-08-23 20:55:56')

[TEP STOP]