κίβδηλος - κίβδηλη - κίβδηλο
![Αποτέλεσμα εικόνας για κίβδηλος](data:image/jpeg;base64,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)
Ετυμολογία
κίβδηλος < αρχαία ελληνική κίβδηλος < κίβδος (= σκουριά με την οποία νόθευαν το χρυσό)
Σημασία
Ετυμολογία
κίβδηλος < αρχαία ελληνική κίβδηλος < κίβδος (= σκουριά με την οποία νόθευαν το χρυσό)
Σημασία
- (για νόμισμα, ιδιαίτερα μεταλλικό) που είναι προϊόν παραχάραξης, μη γνήσιος, πλαστός
- εντόπισαν κίβδηλο κέρμα των 2 ευρώ
- (μεταφορικά) για οτιδήποτε παρουσιάζει εξωτερικά μια ψευδή και παραπλανητική εικόνα ενώ στην πραγματικότητα στερείται αξίας, π.χ. κίβδηλες διαβεβαιώσεις
Συνώνυμα
- κάλπικος
- παραχαραγμένος
- πλαστός
- ψεύτικος
Αντώνυμα
- γνήσιος
- αυθεντικός
Δείτε περισσότερες σημασίες λέξεων εδώ.
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος