Mit jelent a széles mosolly arckifejezés?
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2023. dec. 6. 10:32
1/2 anonim ![*](//static.gyakorikerdesek.hu/p/vsz2.png)
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válasza:
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![*](http://static.gyakorikerdesek.hu/p/vsz2.png)
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