Άρον τον κράβατόν σου και περιπάτει
![Αποτέλεσμα εικόνας για Άρον τον κράβατόν σου και περιπάτει](data:image/jpeg;base64,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)
Η φράση αυτή προέρχεται από το Κατά Ιωάννην Ευαγγέλιον (Ε', 8) και μεταφράζεται ως "σήκωσε το κρεβάτι σου και περπάτα". Τα συγκεκριμένα λόγια τα είπε ο Ιησούς σ' έναν παράλυτο.
Σήμερα η φράση αυτή λέγεται ως παρακίνηση σε κάποιον για να πάψει να αδρανεί.
Περισσότερες σημασίες αρχαίων ελληνικών φράσεων εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
Η φράση αυτή προέρχεται από το Κατά Ιωάννην Ευαγγέλιον (Ε', 8) και μεταφράζεται ως "σήκωσε το κρεβάτι σου και περπάτα". Τα συγκεκριμένα λόγια τα είπε ο Ιησούς σ' έναν παράλυτο.
Σήμερα η φράση αυτή λέγεται ως παρακίνηση σε κάποιον για να πάψει να αδρανεί.
Περισσότερες σημασίες αρχαίων ελληνικών φράσεων εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος