KURTKA Z NIEREGULARNYM DOŁEM LIMONKOWA (W702)
Kliknij, aby powiększyć
W promocji
Przecena
14 dni na bezproblemowy zwrot
Darmowa dostawa od 50,00 PLN
Producent: SPEED.A
Kod produktu: W702
Zamów wybrane produkty i przymierz spokojnie w domu. Na terenie Polski dla zamówień powyżej 50 zł wysyłka do paczkomatu jest DARMOWA! Jeśli cokolwiek Ci się nie spodoba, każdy produkt możesz zwrócić bez podania przyczyny. Na odstąpienie od umowy masz 14 dni liczone dopiero od daty otrzymania przesyłki.
*Pikowana kurtka wiosenna z nieregularnym dołem!* Kurtka jest lekko *ocieplona*. Modnie *pikowana*. Posiada *odpinany kaptur* (na zamek) z trokami ściągającymi wraz z stoperami. *Stójka* od wewnątrz pokryta materiałem w kontrastowym kolorze. Kurtka *zapinana jest na zamek*. Dobrze skrojona. Ładnie przylega do ciała. Ma 2 kieszenie z napami. *Dół kurtki jest nieregularny* - o różnych długościach. Z tyłu na dole kurtki znajdują się imitacje troków z napami. Kurtka ozdobiona wstawkami i *lamówkami w kontrastowym kolorze*. Wykonana z świetnej jakości materiału. Bardzo wygodna i praktyczna. *Kurtka idealna do tworzenia oryginalnych stylizacji!* *Kurtka pięknie się prezentuje!*
+Skład materiału:+ Warstwa wierzchnia: 100% poliester Podszewka: 100% poliester
*ZDJĘCIE NIE ODDAJE RZECZYWISTEGO UROKU KURTKI!*
![](data:image/png;base64,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)
Kolor
odcienie żółtego
,
odcienie zieleni
Opinie o KURTKA Z NIEREGULARNYM DOŁEM LIMONKOWA (W702)
5.00
Liczba wystawionych opinii: 2
RozmiarMniejszyIdealnyWiększy
DługośćMniejszaIdealnaWiększa
Liczba osób, które oceniły rozmiar i długość:
Opinia potwierdzona zakupem
Bardzo fajna kurtka.Idealna na ciepla wiosne.
2018-05-21KAROLINA, Połajewo
Opinia potwierdzona zakupem
Kurtka identyczna jak na zdjeciu.Kolor bardzo intensywny,zywy.Polecam rozmiar wieksza,gdyz rekawysa dosc krotkie.Normalnie rzeczy nosze S ale kurtke juz drugą ze strony goodlookin kupiłam M.Polecam