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Bulider Gel - Crystal Serie High Tech
50 ml

Forte Bulide Gel, utilizzato per l'applicazione alle unghie naturali o sui tip. Grazie all sua cremosa consistenza del gel autolivellanti applicazione è molto semplice. Disponibile colore trasparente.
Ottima adesione alle unghie naturali!
Questa fase gel relativamente spesso è facile da usare e adatto per l'applicazione del sistema di gel.
Per tutti i livelli - monofase
Ha il potere straordinario di aderire alla lamina ungueale.
Gel che ti garantisce risultati perfetti ogni volta!
- polimerizzazione 90-120 sec
Raccomandato da professionisti!
Metodo di applicazione:
Preparate le vostre unghie con il Cleaner seguendo le inztruzioni. Applica Primer sulla stessa superficie. Meti un po di gel al centro dell'unghia. Diffondere il gel verso la pelle e tratto al bordo delle punte. Fate attenzione per non applicare il gel sulla pelle.
Lasciate uno strato leggermente più spesso del gel al centro del unghia, in modo che ha la forma della curva "C". Asciugate il gel per 2 minuti con lampada UV tipo X-type. Rimuovete lo strato appiccicoso con un tampone imbevuto di Cleaner. Date a le vostre unghie una forma perfetta.
Tutti Cosmetici sono fabbricati con gli standard tedeschi!
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Questo prodotto e stato aggiunto: 08 sierpień 2011. |
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Prodotto 1072 da 1140
produttori Titan Nail Design |
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select startdate, counter from counter
[TEP STOP]
1062 - Duplicate entry '6_usucache_cPath' for key 'PRIMARY'
INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('6_usucache_cPath', 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', '2026-02-13 09:49:13')
[TEP STOP]
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