Titan Cosmetics Professionelles Portal für Kosmetik Händler und Nageldesigner - Gel Polish Private Lable
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gel polish - smalto - 15ml - Confetti Star Color (no. 107)
Prezzo del prodotto: 3,99 EUR
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gel polish - smalto - 15ml - Confetti Star Color (no. 107)
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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.

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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h4VPyOXzYtseytEpvOt3bk52OZ/wEPL2IlDx4CjyzcAS+dCdXhfRSqNsM5zgb+/hqlSjqJnLI4yNg45l6ehHFdAA7Ip72x7Z1nbch17R3dT3JPtKZZ7yyjl7E0SPwlHimxNOElvdq4oVS/LxROkOmHjAFmEV4iGV5iDYNS4bH3Njy2IW11Hb4g5DoJHmMSuSToFLOJ9HM8zQpyXhGaY4UJ0hKJNN0KKTznj5uaI4ZAKrWkr7pkM6ZtOcS20MwKg/mX0m7HWVorhTfHFqhcT1QimM5PTJ/MF0dWtP+frRDh3qVpKquQilIZcrw86p0lubKt04dTK3DIilCOHv329V6O5SY7OkF3TwLcXbFNLNfFThfDNOS6dm7CH8c6CJ+FjnNsF0K0ALokJ8aWjQMJXpVbE772vfhTfsxrsNtfJN0PscmFFBKKPMLt/4YNvH7ytZTuCR78Ww+etzBpeiy+Irb+RhybMV1Fc2EaXGHbXvIHBMxO1vq8F+2R+gVLNNwvTKjErufYCmwXF2wHb2dJkzOuWvosX4HyLHLnf7FPHUucv/ctSjja3BcQQ+T4gZT9mbsPvZaVa7Zq94/R88fXTWGM1fPpxl4gqcUMocmDY0xqnddZ/vYWeMrU0SMygVmllApBc1zzyXrzVaZrR0S71+u8rjL9XLkkjGLySfMSmZnfzab5NFu9KOEc1y5rSGEWHCVuCbhw871pqqcKonfi+3oH5E9ooweWzgvojuvtqZ03aWL6KazFf21PpwnObjKiTMD7iIF7NHDreh2eYaogsRN5x61V3uKpLXpVPK4v5/eoS6f2ZBHA3vgHRN0+yeKuqf+8Xz+LohszNP92IZSPwYtzjQDrYA29CTrXEmf8ZHswFROmQu+E0RXQP0poIZZbMIsvlLU5UGqNA8I7ZtLdTk66rrmcvokSdvyvnLTePFenqEUBXIFuWEj4NE1ejvMXiPtHSfCSiCjWBc4ogKr8nyAkO07Xdd3zGqFts/xcycpVliAKk4HivVDtlU719U6TAh6W9kyOAz10dHdrqmmBNyyK8OyC3oFvcEhafWmsZ6+uzodHU1lh/585g3Me28scEsyxGAolia2xZt9BV2Wpu/pL7nzYiweeVHuCrIiWXoOrjNDm59h0nCKXTo60TyXKYVNUzRbAVgJbPYmxu5sfecsbRpvu5LiNh5wFZdlFPIqXdtGK9/pfmc6G9K0Ola5PdmCLH6fRFog7wW3I9IJtduaqrosw3QohN0b788g76u3YJJhKQoToVeaJAyFid4Qvc74e6/AmKLvFaYIwDoC66XmwKn8jtWHAesqPi/IsfwCVnFecDke45ut6v1xa0NrKnKY5Cp2TCFcSPnOlwhSc2bllaM+BlI/KjWbTS6VqYdJsdaC1BE5gvekTs00vqjKsbsFph8NqPn0AZXZ05rj5gpIlaTSoyE43dlnbzqrmWO0Qco37xaAEkIGKPJTAPoBoNlsSqDxnNQyR4k2gApAh+umdN3qrQ49MAY/79EMhxG3tm9db7092fBGNXydAJQQRoEmc0xGAXTEmkl735mXF+3DlRVnrdG7qj4KlTDGIynypXAqBdKv3U2IMxx2Za5CnwMncEo4i9dR3oRRPluoJ4qpUwdQDiny+EAqIc2/QnoPofH8PXzCp+AzS77y+ToPHZqs99p3Ntb//0Ne6WviWpMEjTEBVgyo9Gga8xQupHJd7PQ1fYO6Un2tK+9Ub2rbDrdN0VuGzoKqdZXt2R6uQ68rpiFmkuDeSmAVsdIyZ1Pp8lH1B4qwd+bKXGhJlpGWAleBa0hL7Sp3pKG/pN/1W3v3i7PxLBWpxjlAwB0RZ/edMc33ibPxQ4BJUiDOgqvElR5rbQIdW6on6w9qX7n+zmoLLsgusKsKtZLa8BRdo0v35jbgO08MmH3WBH2FYHbMBlZj3HeaF7ARFmepoFXSWqwf3La0prEmXL5qng7Wxw6rThVi40eqElwaDLSjWlq0uvdE7rsE2ZwLssgVwOuIIHuGGi7PeGrUxtj9vYMslzFYYu0FtBLa+We0bqc2r9up94uy7MILh1gAVgK7eAvWdfSl9yYbP9VCL6KyAGSvirGtbR7vDJatLkDtFsBeFWPbY9dG+7JNRZar3sKBApAdkyz4QraLHcyazCtTvZ2gkSC8Xhdin8NNsbGbCqfapuWKuNCzFWRHhdihE/b3ycdy+wcF9g/gVfKarh/80Xt7LumOtbucKryy2wfgCq4juJ5sQ8+c3HXm+c4bBxzXAgsucB3BdagwDD1aaTZw5+jKrreQ0gLXEZPXgWvpmp3x0ebXU3mN57OwYQCsEtaCXHZuZ1+7A4ayWP2+2AC7sr8f7daeq2c5m8n6gdkbwMWvoCnRDC3avqZZGQqPkcuxrsIZeg4w170mCwzz4CnxpFlp76rTMF73pnnRSpfGR29muR4os1G1wLIJQAWg9NHEIJmV0QL1VAA5YkA/g3PDjVakoAm7UVPxZFoCJxjQwVNaCoWWwPtO971uYidWrkVJ8OIo59gJBUoJZfplJ9TQd5+I5Zy5nHKGWAmWEkt6ZLov7XGvzwnMaVySvbhLdKWAyzGLcldZ470Lt6XujnW40i+JN/a/FijTgSLLkdQEUAlo9h7QJXN335VCSWFcKJpTQuiYGefW9rbZGeae6atZcn0oUbMElhLLRdgMsvV02z/xqqRihSP48CiFyeUwkJ+Mqq23ez1hrCR/8ViJk/awOWZ1/mg9Yetr420ZqUBahQ2i0vS9u1QsM+GSO0w/Q1UcTI5ZmW+cp1BJqx9lG0WIjrVtbCR1NBZnqIGbMTVw9CLyRtAp6Uy+0dlWuqfIGamEuw4n01JvVmA4B05pOC++wXkyvpskbDKDeo41EGCOGNN3rtvQDDP0Gnkx3hsa133sANw1E86cWQPh1DtsijbDHTs0hndDnp3+ir1VW+tvHNCDTOZ0+3yGuSZkSsM5jb2tI49a6cbWuoqcbr/CJLmLb/rMsekDk5LJ7LPJHUXLWPnbFSSJHZPExOQSJAWSocVtq19eXOw42lXpS2Y2maMMExil+JgEjbbZ29ZUsQ51Vy1vmJYzswIiIVISGarVve5UZZtYWfB1yaC4yCLDsgYgBZD0EYGyNIW8OTqSt7jFHBZhcURwlC7/vsZjznnEDg48Ch7zM8cpJMa3bIocZZSQKEXG4kJxOIFbHem70i89gUumnDLH2XC4lFwOH7btsSyt0ptO9/Z0+y4i0WNYIi8OlgJLeqp96U4uLLIn0MjdlpEg6QOOI6Jkf2xb13kbCoH2rq4nKFEje0yYxF4NXEouQ5cC49XWqqnWOdwRCJSbQ6QkMhRZ6K3SQduGftspzkAwVea4TxAmR2TIS00jd+yc2FUW4wubVYIRGxal+LgK2zV9aE893XEHYkD4mDUOMpSQKckMReWXzoB2SFLaSvnuWJaxHkPFm/d/feKRW/IwCcskWcEpnEoRNO7uT0aXw1vDO0WXK8YlbqcEyzED+8XauclqaFEd2+G5PnYOc0+mDzAuqQZRkegiHM2hYZ0WQ+ptXPxg3BxMcu2FYBImpVln8s2sU9PPWNnYpHM8TLbvFbZ8AHNEsPwK5t5EOgVeYZIpPl8geQSTksn55+2eiYbvBbfdg9PeEDkiSvat86p/sl2lDtab8uYpZfyc93KJBBFMSibT9YOuWtsY9RRARpbg9Jlw2+OOPlmytz2SAHLHZC1n2IMESgklvWhO9AwPk7kc0pYzZj9yhgEcLiWXq4Fbf/GmktlsFu+Jfk3MJH5xmglCJmheSTMrJqOZxKPmEps9oCnSHLKWmlY8080w45s7S2zugKRIMvQlcDs/och4Bn2JbugQOWYd/ofvTD3lOpzpnLrCwA2Tgkl6DPTeaFU6vWz31jRGcEjWog7R9hwMxdBIj0xvNqGxNH2miV3jOIpjGvq2MFERHMFR4kgvbuyjbayqdV8eonVr4+MjJxLHyCBSEDk81V2nt/am2DhQZE6PrZAhB8UxC2tDv6j2LtZgfzzGeE48SZETB0YBY0ovetP3tjKqMs3L0VVaeXfS4YqSG22mTM+WOcZs2JQCJT0HQqOOp1ArqRLmbuXZ23cKLslePGbOEDQBc8RksrXNo7eNj1z5EKXLNe7l4mWG/DhYjphYfhMFb4yUGdOkco7sOERKIrOvwuBEwzdzanGWQiVUjoiTm0qX0w/grEyM4JApTyw3BGpyl9yd3ylSlnA5JmJ27qmZXCaTvpylqFKDzBEy950x08tkjnvPUuyBQ+aYtY8+hWffTY6Tu4k+xZFG4JRwJusH19EXTD/XZA42zlLs+oCmQLNYP3RmOzlLZs8nmWFpDpYjImZvQwu2iWmSPiZiogUwaI5ZAw0HIqYOmlwL4FmKnleQOSJoPpuqck+Tj+fMRScF9oAgU5I5vrboSp5hi7JgTvPMkTuCzut0Znybgiu2zpnrb+dYBMHldS7zyVwydUaoxwTLESz7J925U/9oVeNO1kcuQAndgd+8U9sqtK5uzBMnNByIZEozkdSEUEnoYpBYPuq9bfYqmc9nqrWmNL36onFXaa829CZVds9BWU+U1cH5nf0jPjV91z0TaplEaIHad0gWY21oGdwvL4bNy0vsBNsU4jnHTEROMJWFY8HxPMwEvn/4TZiZboKNe7D9SdnGd/WLBGV6YPuTso0X8RUJ9q/A9idly2xuoSAAbH9WtvFygQKnTMBWZDukFlQy+/5JsfgxlAInSiF3rNz0+8tlKg1wSgVyRblZkJu9Sed+AO7dc71M2QKOVQP5uD2L/MfvWTDJX5zaguNxjhc/3jGTDUZZOByPc7z68Y6ZPFuKPBscS47z4DiZ/XjITOYtQ+YNkMdBTn845CyeiEtxjx4gS5BDfe+L7UrXWKP2riyN2ury9+OU5cCkImUu1yuwkANTieniDVOztS/00xnVt6a0uoq0Xf9w6TqzWEPuDFSlqcFbqp3zjh7xxEC5/gczDPogOiKahuNovtmq3h+31qnKUjxdcefT6Ft463UzQFX0e9l9w0EdTp3P4sP+AokvSBWl5u9L5Y6fXwuVVCyYxNYC+QA4/ahT7iD6R5wyy/3VCglYOJWcLiNOi9m0UkkjE1ExR4VUSWr6vtRpwykzPc1wSh1IPzjsT7mOGpzGz6AvV1hGwanglJ5qIFq6qook9j/CkugxLDEbBUuBZeh2OLisjG5MN6VMZn9/hqYdkDlSpi6Nd00kf/8RmaSPkYmD4ZApyZyfZfb7Tve9bvykOJnj3zPMM4FTWg9dcFb296PdOtWajv7bNKGj8ZRMmTLUGeadYCrF0NmZadvZesppJ+GLw0ywjQSYEszlZdrZl/a4132tKz9l4EyYY9sJkvLwKY3vi8vk01Un+l2N6k3zou+wSkriifk5MkuAKkIN6LSnt++tqvRJb2xlh+lo6bo2ElJDr26tts4LOudMdilPsG0EnYLOLPR63yvzh++0onV8s7Xqs9ZH0/xX5DDJGNVxtkQzzhZlo2A7hu2msxV9jbfNGd4YtmPjas5Ui+ZYPgGoOOon4W7r7xZO44upHFkoaBW10qOpzdZ+F6xMZirHyh9YRawpgbRl6arvE1uZ46I4hAeuYzaiKlsb742i2cDJ+M6ps99YAdTiy1fY5vwVUpaKOYhX4FQzlIpKs3eUDhPYWC71I0jjx5kz1JvAqGCUXttZ+rbvg6Rn7ipHZOvachBp9pDFa0tSJE0BUYK4DMkn96j9820UQzcSJhOaYOCGxTGrodI15cHuK2tUT3/QZWl1rBjvCpsJN14jqwSaAk16quWRvm1pmwnG7HjWKCnQLB0YBYzzMHmMlX5eFRTjDc3TJVYxgChADI/mQNrUwTVmggnkklnMoF8IPI5YzFS6DOXHt1tkeoIkBc66waJgcSjPqG0TSYxfNUzHD7elCSiCojxfrI4TQCRsUYgrDM9wKE0Xk/XD+ToxtdOn29fRK6ZLd4J1NDzK08WW2NjYGYurQiOzlE6Q+4ZF2eK5q/GNYXGwyOS6cdwcFAWKxfqh92aCuBhS3fEz5VkBi7AoWEzpsf6X2T7pTWNU99I/q9bRx8/liwkXvPSH94Vm9PjKsIuoQwVQb/yXf4Ziydp4Rx+fyyGZSEpEGb7YNgRfiS+teAa1tW0e1ZPrrVGN6x4jg/xkbOMbjHMkjMBWTBhd+nRtrHvtIqfazu3s193iZ0x343AM46sveduNjjkEzKSYkiRByIVdye5slF2ml+xH6IZrOYgnE3aRAwDdSejmE9Mdom48Y5CucDAIcgW5g8RKl+XBKF++bzNk/x9do7dDx5peSmKt4qeAMvSqAUmJZJaGNFZ3rOkXtYpomr6nv+XSPHFry2MXSW8V9Im3b2AWWkzLmmyFAjogleJmMbRW8P64t3pClvE6ugwXG4ClyJKew6P1E8dKJpe6QlIKKCWUWXiKfR96H2jvYmcnrxHJ1NUtUM8EkYLI0LdTl91z9c4qfR9pgFwMX2IrW0pHzIkgkwrNMYzDpxQx84tPW6pNd+wPpr8J5ZDkzJnbiXIU3QHliLnl+SKDsCof0MVH8pGhkuDFQyUODgGlOJLTh/oxjOTEp9nqbuuentVT//Lc+0cbX/uM9Jkwh4nSBbp0wKcUNNMv1lQ2298+t2RadSTY8YFIMWK+FRnyRMdmf7BhY/32KSaz9ZMuYBM2pWiZvbGZzKYIl3GRC4iEyGtFzm4VuWBEzpEaAkhp+E7egCxd5TrtnUpvzFrSnGAeTw9hWgmXH3M5v90lN6ecY/cRMEetd94WEX0F75bJ5Ty+DZmnKBsGTYkmLZptvSE5w7UAp6PzVpW68y7Wq5C+205XvbRBTvriy54MQRMyBZnDR4xDUS6zAMqYg0I4WQybks3VucRtqEh/X+d1BesJc1Y4wVlhgByTI3o9QzGhyniFejpDuQZUjlBZmk4rvd1ab2Ndu5L55W30ab3bvbY9ZFY9M6ZkA+XAgCnCzM+TyyMtykNKPXom8mqaCVMXnOBUD2heRXM+Lc34yZ4EpyJBc/RwXoeJZrQ78QdgcvNMVGACpgSTnkNvfDhJUbsX+tF0Nd1UM159OcdwDpoCzdUg8A21G0mGXXJmGE9wigImxXA59OC0p1BwSdNLFZpq17aJbvcM7+VQns/2xNfkc1RvQKWkMpsN0oz3bjgSeaxD9UYymwJoaFPEFHHMV9gph0/BZyji+LPPZR5bn492Gd8nT+ASLkdt/bxOHUO/1/c5/mkiyq3HOZIYykHy5kXPVRrjA3cyWybgCI5jTo3XWm07671Wjeni958Ob6R3sCzDgofocS5xMBcux7rc6Ib+M5nL2PHcv/8P', '2026-04-16 22:11:55')

[TEP STOP]