Η φράση αυτή ανήκει στον Επίμαρχο (Επίχαρμος, απόσπασμα 36), ο οποίος ήταν κωμωδιογράφος και φιλόσοφος από την Κω. Αναδείχθηκε ένας από τους μεγαλύτερους ποιητές της αρχαίας Ελλάδας.
Τα αγαθά κόποις κτώνται σημαίνει : "τα αγαθά αποκτιούνται με κόπους".
Δείτε τι σημαίνουν περισσότερες αρχαίες ελληνικές φράσεις εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
![Αποτέλεσμα εικόνας για τα αγαθά κόποις κτώνται](data:image/jpeg;base64,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)
Τα αγαθά κόποις κτώνται σημαίνει : "τα αγαθά αποκτιούνται με κόπους".
Δείτε τι σημαίνουν περισσότερες αρχαίες ελληνικές φράσεις εδώ.
Για το e-didaskalia.blogspot.gr
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