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  Catalogo » Naildesign » Spot Swirl, sonda con cristalli, scalpello, 2 punte differenti - nero
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Spot Swirl, sonda con cristalli, scalpello, 2 punte differenti - nero
Prezzo del prodotto: 2,50 EUR
2,00 EUR
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Spot Swirl, sonda con cristalli, scalpello, 2 punte differenti - nero
Numero di catalogo sonda_krysztalki_black
Produttore Naildesign
Descrizione
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Spot Swirl, sonda con cristalli, scalpello, 2 punte differenti

Con il Swirl Spot si crea più veloce :

- Smile Line - modellazione francese
- Ornamenti Nail Art più belle
- marmorizzazione

Sonda per nail art su due lati; utilizzandolo possiamo realizzare vari tipi di decorazioni con vernici, colori acrilici, gel o vernici ibride. Realizzeremo punti dall'aspetto perfetto di varie dimensioni, perfetti per goffrare decorazioni acriliche e formare una linea del sorriso, sia acrilico che gel; la sonda è indispensabile anche per "trasportare" e posizionare decorazioni sulle unghie.

 
Questo prodotto e stato aggiunto: 14 styczeń 2021.
Pagina precedente Prodotto 874 da 1783
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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 23:07:46')

[TEP STOP]