a contrario
![Αποτέλεσμα εικόνας για a contrario](data:image/jpeg;base64,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)
a contrario σημαίνει εκ του αντιθέτου, εξ αντιδιαστολής.
Δείτε τι σημαίνουν περισσότερες λατινικές φράσεις εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
a contrario σημαίνει εκ του αντιθέτου, εξ αντιδιαστολής.
Δείτε τι σημαίνουν περισσότερες λατινικές φράσεις εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος