Неонова жовта паста NIKK MOLE для оформлення брів 15 г

Гарантія ідеальної форми з Brow Paste

Nikk Mole представляє нову технологію моделювання брів, яка гарантує досягнення бездоганної форми і чіткого контуру незалежно від досвіду роботи майстра бровіста. Для початківців майстрів це можливість уникнути помилок при побудові форми, для професіоналів – шанс заощадити час і зусилля при проведенні процедури фарбування.

Техніка моделювання і корекції брів

Процес створення оптимальної форми для кожного броумейкера – питання досить індивідуальне. Ви можете орієнтуватися на свої професійні навички та працювати з улюбленими і перевіреними продуктами. Вам не доведеться міняти свої уявлення про основи архітектури і колористики.

Але процес нанесення фарбника буде відбуватися по-іншому – простіше і швидше, а Ви, як майстер, будете почувати себе впевненіше.

Броу паста застосовується наступним чином:

1. Підготовка шкіри і волосків до фарбування за допомогою очищувальних і скрабірующіх засобів. Втім, цей етап обов’язковий і для звичайних процедур фарбування.
2. Побудова бажаної форми брів по тій методиці, яка найбільш зручна для вас.
3. Нанесення пасти пензлем Nikk Mole №17 або №20 по контуру запланованої форми. При цьому сама брова і прилеглі ділянки шкіри, які теж передбачається забарвити, залишаються всередині.
4. Фінальне узгодження форми з клієнтом. Brow paste добре контрастує з шкірою, чітко виділяючи всі лінії і вигини. При необхідності можна щось скорегувати – на цьому етапі це можливо, бо пігментація ще не почалась.
5. Робота з фарбуючим складом. Фарбу або хну можна наносити широкими впевненими мазками – Бров паста надійно захищає шкіру.
6. Надлишки барвника, які нашарувалися поверх пасти, легко прибрати ватною паличкою. В результаті ви завжди отримуєте той контур, який створили на етапі №3.
7. Видалення залишків фарбника і пасти.

Всі інгредієнти спеціально підібрані для отримання досить щільної текстури, яка добре наноситься, не розмазується і легко знімається.

<img src="data:image/jpeg;base64,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</p>