Μεγάλη ήταν η συμμετοχή των μελισσοκόμων της Κρήτης στο 3ο παγκρήτιο συνέδριο μελισσοκομίας που έγινε στο Ρέθυμνο με θέμα "πρόταση ΠΟΠ για το κρητικό μέλι."
Ο καθηγητής της σχολής Γεωπονίας του ΑΠΘ κος Ανδρέας Θρασυβούλου παρουσίασε την αίτηση καταχώρησης για προστατευόμενη ονoμασία προέλευσης για τα κρητικά μέλια.
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)
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)
AITHΣΗ ΚΑΤΑΧΩΡΙΣΗΣ ΓΙΑ ΠΡΟΣΤΑΤΕΥΟΜΕΝΗ ΟΝΟΜΑΣΙΑ ΠΡΟΕΛΕΥΣΗΣ ΓΙΑ ΤΑ ΚΡΗΤΙΚΑ ΜΕΛΙΑ:
Eργαστήριο Μελισσοκομίας
Σχολή Γεωπονίας
Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
www.beelab.gr
Όλη η εργασία δημοσιεύεται στο παραπάνω site του πανεπιστημίου, μπορείτε όμως να την μελετήσετε και από ΕΔΩ.
AITHΣΗ ΚΑΤΑΧΩΡΙΣΗΣ ΓΙΑ ΠΡΟΣΤΑΤΕΥΟΜΕΝΗ ΟΝΟΜΑΣΙΑ ΠΡΟΕΛΕΥΣΗΣ ΓΙΑ ΤΑ ΚΡΗΤΙΚΑ ΜΕΛΙΑ:
Eργαστήριο Μελισσοκομίας
Σχολή Γεωπονίας
Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
www.beelab.gr
Όλη η εργασία δημοσιεύεται στο παραπάνω site του πανεπιστημίου, μπορείτε όμως να την μελετήσετε και από ΕΔΩ.