SALDI | SCONTO 10% DA 50€ | SCONTO 15% DA 100€ | SPEDIZIONE GRATUITA A PARTIRE DA 49,00€
logo

MESAUDA GELEGANT GEL POLISH SMALTO SEMIPERMANENTE 8ML 115 BALLET

di

MNP


€ 12,81


€ 10,89

IVA incl.


Prezzo Promo € 9,26


Condizioni della promozione:
  • Il prezzo è da intendersi IVA inclusa
  • Verrà applicato: il 10% se il carrello supera 50€, il 15% se il carrello supera 100€

Ulteriore 10% di sconto nel carrello sul tuo primo ordine

Seleziona la tua taglia:
Selezionare una misura
Articolo disponibile anche in questi colori:
Colore selezionato: {{colore_scelto}}
{{ c.rgb_label }}
Il Prodotto è momentaneamente non disponibile!

Hai già acquistato questo prodotto il
Consegna: 1-3 giorni
Disponibilità immediata
In arrivoNon disponibile Non disponibile. Vedi alternativa.
EAN: 8057271568939
Collezione:
Materiale:
SKU: 089742.115
Colore: Ballet
Misura:
Condividi:

Mesauda MNP MESAUDA GELEGANT Gel Polish 8ml 115Ballett ...

Tipo: Smalto Gel Mesauda MNP MESAUDA GELEGANT da 8ml in tonalità 115Ballett
Vantaggi: Questo smalto gel Mesauda offre una lunga durata e un colore brillante che non sbiadisce. La sua formula resistente agli urti e ai graffi garantisce una manicure impeccabile per settimane. Facile da applicare e rimuovere, questo smalto gel è ideale per chi desidera unghie impeccabili in pochi passaggi.
Origine: Prodotto in Italia con ingredienti di alta qualità, il Mesauda MNP MESAUDA GELEGANT Gel Polish garantisce risultati professionali e duraturi. Creato da esperti nel settore dell'estetica, questo smalto gel è la scelta perfetta per chi cerca un prodotto di alta qualità per la cura delle proprie unghie.
Di questo prodotto abbiamo 9 quantità a disposizione nella nostra esposizione, in alcuni casi possiamo venderti il prodotto ad un prezzo scontato che dobbiamo valutare di volta in volta in base all'usura.

Può piacerti anche

Abbinalo con

Prodotti simili
Rientro dalle vacanze: rigenerare unghie e cuticole con la giusta routine
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
Continua a leggere
Condividi: