Lehetséges dauerolással nem olyan durván göndör hajat csinálni?
Hullámos-egyenes hajam van, de a göndör mindig is sokkal jobban állt. Viszont nem szeretném mindig formázni hajsütővel, mert tönkreteszi, arról nem is beszélve, hogy kilógja magát...
ilyesmi hajat lehet csináln i dauerral?
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