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Fimo patyczek nr 66 candy + pudełko
Цена: 1,00 EUR
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Fimo patyczek nr 66 candy + pudełko
Номер Каталога FIMO_66
Производитель Naildesign
Описание
Соединения

 

Ozdoby do paznokci wykonane z elastycznej gumowej masy FIMO Można wtapiać zarÓwno w żel i akryl. Ozdoby są wykonane w ten sposÓb że można je lekko spiłować jeśli wystają - a i tak nie tracą wzorku.

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Przykładowe zdobienie z użyciem FIMO

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Товар был добавлен в наш каталог Wednesday 29 April, 2009.
предыдущая Продукт 416 з 2057
изготовлением Naildesign
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', '2025-04-21 12:09:57')

[TEP STOP]