Egy ilyesmi kabátot hogyan lehetne normálisan hordani?
Van kb. egy ilyesmi kabátom, tehát a lényeg, hogy ilyen ferdén gombolós, egyik fele sokkal hosszabb. Ha begombolva hordom tök jól néz ki, de ha csak magamra akarom kapni és nem gombolom be, akkor ritka hülyén néz ki, olyan mint ha két mérettel nagyobb lenne. Nincs valami trükk, hogyan lehetne kigombolva elegánsan viselni?
Én egy dominánsabb kötött sálat vennék hozzá, az "hozzádtesz" egy kicsit elöl.
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