Από μικρό κι από τρελό μαθαίνεις την αλήθεια
![Αποτέλεσμα εικόνας για Από μικρό κι από τρελό μαθαίνεις την αλήθεια](data:image/jpeg;base64,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)
Η παροιμία αυτή σημαίνει ότι ο αφελής, ο αυθόρμητος άνθρωπος μπορεί να σου πει άθελά του την αλήθεια.
Δείτε τι σημαίνουν περισσότερες παροιμίες εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
Η παροιμία αυτή σημαίνει ότι ο αφελής, ο αυθόρμητος άνθρωπος μπορεί να σου πει άθελά του την αλήθεια.
Δείτε τι σημαίνουν περισσότερες παροιμίες εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος