Της Θέας Πιερίδου
Υπεύθυνης Τύπου του Γραφείου του Ευρωπαϊκού Κοινοβουλίου στην Κύπρο
Οι ευρωπαϊκές εκλογές του 2024 είναι πλέον πίσω μας. Από τις 6 έως και τις 9 Ιουνίου 2024, εκατομμύρια άνθρωποι σε όλη την Ευρωπαϊκή Ένωση ψήφισαν στις ευρωπαϊκές εκλογές για να εκλέξουν ποιος θα τους εκπροσωπήσει στο Ευρωπαϊκό Κοινοβούλιο. Ανατρέχοντας στις εκλογές μετά την έναρξη ανακοίνωσης των αποτελεσμάτων, η πρόεδρος του Ευρωπαϊκού Κοινοβουλίου Ρομπέρτα Μέτσολα, δήλωσε: «Η δημοκρατία είναι ζωντανή και το Ευρωπαϊκό Κοινοβούλιο μας θα είναι εποικοδομητικό και θα συνεχίσει να εργάζεται για όλους τους Ευρωπαίους».
Τα στοιχεία αποκάλυψαν μια εκτιμώμενη συμμετοχή της τάξης του 51,06% σε όλη την ΕΕ. Το Ευρωπαϊκό Κοινοβούλιο συνεχίζει να συλλέγει και να δημοσιεύει δεδομένα καθώς αυτά γίνονται δημόσια διαθέσιμα από τα κράτη μέλη της ΕΕ.
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Τώρα που ολοκληρώθηκαν οι ευρωπαϊκές εκλογές του 2024 και είναι γνωστά τα προσωρινά αποτελέσματα, έχουν ξεκινήσει οι εργασίες για τη σύνθεση του νέου Ευρωπαϊκού Κοινοβουλίου, την έγκριση της ηγεσίας της νέας Ευρωπαϊκής Επιτροπής και την εκ νέου προσαρμογή και ψηφοφορία για τη νέα νομοθεσία της ΕΕ.
Οι διαπραγματεύσεις για τη συγκρότηση των πολιτικών ομάδων ξεκίνησαν μετά τις εκλογές και μπορεί να συνεχιστούν μέχρι την πρώτη σύνοδο ολομέλειας. Για να συσταθεί μια πολιτική ομάδα θα πρέπει να αποτελείται από τουλάχιστον 23 ευρωβουλευτές που έχουν εκλεγεί τουλάχιστον στο ένα τέταρτο των κρατών μελών - δηλαδή επτά χώρες. Για να αναγνωριστούν επίσημα από τις 16 Ιουλίου, ημερομηνία που το Κοινοβούλιο θα συγκροτηθεί σε σώμα, οι πολιτικές ομάδες πρέπει να κοινοποιήσουν στον/στην πρόεδρο τα ονόματά τους, την πολιτική τους διακήρυξη και τη σύνθεσή τους έως τις 15 Ιουλίου 2024.
Η νέα κοινοβουλευτική περίοδος θα ξεκινήσει επίσημα την Τρίτη 16 Ιουλίου 2024. Την ημέρα εκείνη θα ξεκινήσει και η πρώτη σύνοδος της ολομέλειας του ΕΚ, προκειμένου οι εκλεγέντες ευρωβουλευτές, που θα συνεδριάσουν στην έδρα του Κοινοβουλίου στο Στρασβούργο έως την Παρασκευή 19 Ιουλίου, να εκλέξουν το Προεδρείο τους (δηλ. πρόεδρο, 14 αντιπροέδρους και πέντε κοσμήτορες). Υποψηφιότητες για την προεδρία μπορούν να υποβληθούν είτε από μια πολιτική ομάδα είτε από το 1/20 των ευρωβουλευτών του ΕΚ, δηλ. 36. Η εκλογή του Προεδρείου διεξάγεται με μυστική ψηφοφορία.
Η εκλογή προέδρου της Ευρωπαϊκής Επιτροπής θα πραγματοποιηθεί μετά τη συγκρότηση του ΕΚ σε σώμα. Στην πράξη, ο υποψήφιος ή η υποψήφια που προτείνεται από το Ευρωπαϊκό Συμβούλιο παρουσιάζει τις πολιτικές του/της θέσεις στο ΕΚ και ακολουθεί συζήτηση. Το ΕΚ εκλέγει τον/την πρόεδρο της Ευρωπαϊκής Επιτροπής με πλειοψηφία των ευρωβουλευτών που το απαρτίζουν - δηλ. 361, σε σύνολο 720 εδρών. Η ψηφοφορία είναι μυστική.
Σύμφωνα με τις ισχύουσες διαδικασίες, από κοινού με τον/την (νεοεκλεγέντα/νεοεκλεγείσα) πρόεδρο της Επιτροπής, το Συμβούλιο προτείνει τους ορισθέντες/ορισθείσες επιτρόπους. Ο/η πρόεδρος της Ευρωπαϊκής Επιτροπής αναθέτει σε κάθε υποψήφιο/α επίτροπο χαρτοφυλάκιο για έναν συγκεκριμένο τομέα πολιτικής. Στη συνέχεια, το ΕΚ θα οργανώσει ακροάσεις για κάθε έναν/μία από τους/τις ορισθέντες/ορισθείσες επιτρόπους για να αξιολογήσει την καταλληλότητά τους για τα χαρτοφυλάκια που αναμένεται να αναλάβουν. Θα ακολουθήσει ψηφοφορία στην ολομέλεια, όπου οι ευρωβουλευτές θα πρέπει να αποφασίσουν εάν θα εγκρίνουν τη σύνθεση της Ευρωπαϊκής Επιτροπής στο σύνολό της για πενταετή θητεία.