Αν έχεις τέτοιους φίλους, τι τους θέλεις τους εχθρούς
![Αποτέλεσμα εικόνας για Αν έχεις τέτοιους φίλους, τι τους θέλεις τους εχθρούς](data:image/jpeg;base64,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)
Η παροιμία αυτή χρησιμοποιείται όταν ο φίλος συμπεριφέρεται χειρότερα και από εχθρό.
Δείτε περισσότερες σημασίες παροιμιών εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
Η παροιμία αυτή χρησιμοποιείται όταν ο φίλος συμπεριφέρεται χειρότερα και από εχθρό.
Δείτε περισσότερες σημασίες παροιμιών εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος