Gáz a normál derekú rövidgatya olyan haspólóval, amiből kint van a köldök?
Ha ez számít valamit, van köldökpiercing-em.
Az alakom pedig vékony, de már elkezdett kirajzolódni egy kis hasizom, de nem adom fel az edzést, úgyhogy talán lesz még belőle valami. :)
Normál derekú alatt pedig a nem magasderekúra gondolok.
A magas derekú nadrág haspólóval még rosszabb. Ez egyáltalán nem az.
De persze ízlések és pofonok.
Nem gáz, most visszajött divatba.
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