Kezdőoldal » Szépség és divat » Öltözködés » Mit gondoltok, mit lehetne...

Mit gondoltok, mit lehetne felvenni szilveszterkor? Milyen ruhába érdemes menni, ha egy ilyen nagyobb baráti összejövetel lesz egy beülős helyen!?

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2012. dec. 26. 20:35
 1/5 anonim ***** válasza:
Valami csinosabb hosszított felső vagy tunika egy cicagatyával magassarkú csizmával...Vagy valami csőgatya egy szintén csinosabb felsővel...Igazából amiben jól érzed magad.Egy mini ruha ami talán kissé túlzás lenne,bár én imádom őket és ennek tudatában is azt vennék fel az tuti :)
2012. dec. 26. 21:28
Hasznos számodra ez a válasz?
 2/5 anonim ***** válasza:
Én biztos, hogy valami elegáns ruhát vennék és tűsarkút. Nálam a hétköznapokon is ez az átlagos, sokkal többször van rajtam ruha/szoknya harisnyával, mint farmer, az maximum itthon. Így én emellett döntenék. A te stílusodat nem ismerem, ha farmeres vagy, azt vegyél, ahhoz valami csinosabb blézert és ehhez is jöhet magassarkú csizma mondjuk. Valamint nálam még alapnak számít a hangsúlyos bizsu, egy nagyobb karperec, vagy egy feltűnő nyaklánc.
2012. dec. 26. 21:46
Hasznos számodra ez a válasz?
 3/5 anonim ***** válasza:
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
2012. dec. 26. 23:39
Hasznos számodra ez a válasz?
 4/5 anonim ***** válasza:
[link] ezt
2012. dec. 26. 23:40
Hasznos számodra ez a válasz?
 5/5 anonim ***** válasza:
31%
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
2012. dec. 26. 23:41
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