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  CatalogoMaybelline05 neon green - 2g. Acrylic colour powder
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05 neon green - 2g. Acrylic colour powder
Prezzo del prodotto: 1,25 EUR
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05 neon green - 2g. Acrylic colour powder
Produttore Titan Nail Design
Descrizione
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 Acrylic colour powder 




 


Ideale per creare disegni 3D per unghie

o per punte francesi colorate

o quello che vuoi - lasciatevi immaginare


Si connettono con ogni liquido


Molto ben curato


 

Molto efficiente e durevole

 

Attenzione!

Tenere lontano dai bambini. Evitare il contatto con la pelle e con gli occhi. Non utilizzare in caso di ipersensibilit脿 a uno qualsiasi degli ingredienti del prodotto, in caso di danneggiamento o malattia di un piatto da chiodo. Applicare solo su un piatto sano del chiodo.

  MADE IN GERMANY 
TUTTE LE NOSTRE COSMETICI COMBINANO LE STANDARD DI COSMETICA.
Composizione / Ingredienti

Poli (etil metacrilato), dibenzoil perossido, rosso 30 / CI73360, blu 1 / CI42090

 

Questo prodotto e stato aggiunto: 18 pa藕dziernik 2017.
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INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('6_usucache_cPath', 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', '2025-12-14 23:39:35')

[TEP STOP]