ab origine
![Αποτέλεσμα εικόνας για ab origine](data:image/jpeg;base64,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)
Η λατινική φράση ab origine σημαίνει απαρχής.
Δείτε τι σημαίνουν περισσότερες λατινικές φράσεις εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
Η λατινική φράση ab origine σημαίνει απαρχής.
Δείτε τι σημαίνουν περισσότερες λατινικές φράσεις εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος