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Gel High Tech DIAMOND
Acido libero, formula nuova e migliorata
El producto original. Sólo para profesionales.
El diamante un gel transparente , viscoso . Este gel tiene una gran flexibilidad . Ideal para el fortalecimiento de las uñas naturales .. Está diseñado especÃficamente para uñas naturales . Súper uñas es adecuado tanto para la mano y el pie como. Tiene una excelente adhesión a la uña natural .

Un gel espeso con un alto brillo diseñado para hacer llenar un paso rápido y fácil.
Método de aplicación:
Aplicar una capa de diamante de cristal gel Serie sobre toda la superficie de la uña y se curó durante 2 minutos . Repita el procedimiento para la segunda capa , esta vez imponente capa superior Saphir Crystal Series Gel o Gel Serie Cristal brillante para dar forma a la curva natural de la "c " clavo . Eliminar la capa de adhesivo con un limpiador de uñas y Muele a la forma deseada . Coloque la capa final de Diamond Crystal Gel Series con fotopolimerizar durante 2 minutos. Eliminar la capa pegajosa con un limpiador para el efecto de brillo y Lijar los bordes para darle la forma deseada . Sólo tienes que seguir las instrucciones.
Todos Naildesign artÃculos son producidos por las normas alemanas !
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Questo prodotto e stato aggiunto: 08 czerwiec 2009. |
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Prodotto 38 da 38
produttori Flash Lash |
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INSERT INTO `usu_cache` (cache_name, cache_data, cache_date) VALUES ('6_usucache_cPath', 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', '2026-05-21 08:23:17')
[TEP STOP]
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