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  Catalogo » Xanitalia » Brilliant Top - Shining Gel 8ml - Gel, acrilico e ibridi NO WIPE - UV & LED -
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Brilliant Top - Shining Gel 8ml - Gel, acrilico e ibridi NO WIPE - UV & LED -
Prezzo del prodotto: 4,25 EUR
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Brilliant Top - Shining Gel 8ml - Gel, acrilico e ibridi NO WIPE - UV & LED  -
Numero di catalogo brilliant-top-8ml
Produttore Titan Nail Design
Descrizione
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Brilliant Top - Shining Gel 8ml - Gel, acrilico e ibridi NO WIPE


- UV & LED  - 

 
brillantante tutti i moderni metodi di gel, ibrido acrilico
 
senza strato di dispersione  

NO WIPE
 
Per curare in lampada UV e LED.


- È flessibile

- Più denso (rispetto alla normale finitura rapida), che è più facile da usare

- Lascia la lucentezza eccellente

- Ha un profumo delicato

- No Ingiallimento

- Non rompere

- Curare 30 sec / 60 sec led / uv

- Non è lavato dopo indurimento

- Brillare MegaPer utilizzare il metodo gel, acrilico e ibridi

Nota:
- Non utilizzare su unghie naturali
- Non utilizzare le bucce feriti
Questo prodotto e stato aggiunto: 13 czerwiec 2024.
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', '2025-08-15 13:03:44')

[TEP STOP]