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La tendenza assoluta nel design delle unghie
- Modifica del gel termico dalla temperatura
- Opacit脿 ottimale gi脿 in prima applicazione
- Non si corre
- Pigmenti di colore non cadere
- Medium viscoso
- Inodore
- Senza l'aggiunta di acido
- Tempo di polimerizzazione: circa 120 sec
- Senza l'aggiunta di acido
MADE in GERMANY
I cambiamenti di colore causate dalle variazioni di temperatura.
Quando viene raggiunta una temperatura di 30-31 掳 C,
i colori cambiano in diverse tonalit脿 e mettersi in Temperaturabfallihre colore originale.
Elaborazione: 2-3 minuti sotto la lampada da 36W (4x9W).
Attenzione:!!! Gel colorati devono essere applicati solo a un chiodo artificiale (gel o acrilico).
Lo smalto termico non si applica direttamente alle unghie naturali, ma solo uno strato di rivestimento di base / rivestimento trasparente applicato. !!!
Dopo la polimerizzazione, indossando il gel tenuta sull'unghia.
Come di consueto, sigillare la fine, con finitura rapida senza il filtro.
Nota: leggera deviazione di colore dovuto alla schermata delle impostazioni sono possibili.
Solo per uso professionale
TUTTI I PRODOTTI SONO REALIZZATI CON IL KOSMETIKVERORDUNG
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Questo prodotto e stato aggiunto: 07 maj 2014. |
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145 - Table './naildesign_roboczy/counter' is marked as crashed and should be repaired
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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', '2025-12-15 17:39:45')
[TEP STOP]
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