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Gel Polish - Gel smalto

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Gel Smalto Gel Polish
Seguire le tendenze direttamente da Hollywood.
Gel polish è l'ultima rivoluzione nella tecnologia delle unghie.
Il sistema polacco del gel è un bene durevole, che può essere utilizzato per abbellire e rinforzare le unghie naturali.
Questo sistema di gel autolivellante sottile offre un'eccellente adesione, basso odore e di grande brillantezza.
unghie gel laccato dipinto persistono fino a 4 settimane senza scheggiature e molto efficace Fornire lucentezza.
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Istruzioni per l'uso
- Utilizzare un blocco bianco per lucidare un po 'le unghie naturali.
- Applicare Ultrabond e lasciare asciugare 20 secondi, un leggero strato adesivo rimarrà .
- Applicare 1 strato di base del polacco del gel e la cura in una luce 36Watt UV o la lampada a LED.
- Applicare 1 strato di colore del polacco del gel e la cura.
- Se la copertura aggiuntiva si desidera, applicare un secondo strato e curano.
- Applicare ultimo strato di gel polacco e Top cura.
- Rimuovere lo strato viscoso con il detergente.
Si rimuovere polacco del gel
1 - Utilizzare un blocco bianco o file è rimuovere lo strato di gel dalla superficie delle unghie, se utilizzato nel corso gel costruttore regolari.
2 - impregna le unghie in acrilico con Remover Lanolina.
- Rimuovere le dita ogni 4 -5 minuti e file il gel gonfio dalla superficie, facendo attenzione a non depositare l'unghia naturale.
- Ripetere ammollo fino a quando il gel viene rimosso.
Cura lampada a:
- LED 6 - 60 sec.
- LED >9 -30 sec.
- UV 36Watt 90 - 120 sec.
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Avvertenze / Avvertenze Non esporre alla luce o al calore eccessivo. Utilizzare solo come indicato.
A volte gel sono curati per alcuni secondi nella luce per assicurarsi che non penetri le cuticole, questo non è possibile con smalto del gel,
occorrono almeno 20 secondi prima che possa essere rimossa dalla luce !!!
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Questo prodotto e stato aggiunto: 07 sierpień 2015. |
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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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', '2026-06-22 12:29:50')
[TEP STOP]
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