![Προηγείται στην πρόθεση ψήφου η ΝΔ με 21%, παρά τις εξελίξεις της ΕΡΤ - Νέα δημοσκόπηση αναδεικνύει τη βούληση περί εξάντλησης της τετραετίας από τη συγκυβέρνηση - Ο ΣΥΡΙΖΑ συγκεντρώνει 20,5%](https://www.bankingnews.gr/media/k2/items/cache/54f5aaaeaa8bd8aab122ee9c51e3e148_XL.jpg?NotFound241703_95405)
γράφει : ΜΙΝΑ ΚΩΣΤΟΠΟΥΛΟΥ
Με 21% προηγείται η Νέα Δημοκρατία στην πρόθεση ψήφου όπως προκύπτει από νέα δημοσκόπηση. Ο ΣΥΡΙΖΑ ακολουθεί στη δεύτερη θέση με 20,5%, η Χρυσή Αυγή τρίτη με 10,2% και τέταρτο το ΚΚΕ με 5,7%. Στο 5,2% το ποσοστό των ΑΝΕΛ, στο 5,1% του ΠΑΣΟΚ και στο 4,8% της ΔΗΜΑΡ.
Η δημοσκόπηση της Metrisi για τα "Παραπολιτικά" αναδεικνύει τη δυναμική της ΝΔ, παρά τις εξελίξεις στην ΕΡΤ. Ωστόσο, δείχνει ότι οι άλλοι δύο εταίροι της συγκυβέρνησης έχουν καταβαραθρωθεί. Ο ΣΥΡΙΖΑ διατηρείται σε σταθερά υψηλά επίπεδα, αν και στην ερώτηση για καταλληλότερο πρωθυπουργό, ο Αλέξης Τσίπρας καταλαμβάνει 29,5% έναντι του 36,8% του Αντώνη Σαμαρά.
Στο ερώτημα εάν η κυβέρνηση πρέπει να εξαντλήσει την τετραετία το 78,9% των σημερινών ψηφοφόρων του ΠΑΣΟΚ απαντά πως πρέπει να την εξαντλήσει, ενώ το αντίστοιχο ποσοστό των σημερινών ψηφοφόρων της ΔΗΜΑΡ φτάνει το 61,5%. Επίσης υπέρ της εξάντλησης της τετραετίας τάσσεται το 87,2% των ψηφοφόρων της Νέας Δημοκρατίας.
Στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να αντιμετωπίσει καλύτερα την οικονομική κρίση το 31,4% απαντά η Νέα Δημοκρατία και το 21,5% ο ΣΥΡΙΖΑ.
Στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να οδηγήσει την Ελλάδα στο δρόμο της ανάπτυξης, το 28,4% εκφράζεται υπέρ της Νέας Δημοκρατίας και 19,8% υπέρ του ΣΥΡΙΖΑ.
Στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να αντιμετωπίσει καλύτερα την εγκληματικότητα, το 33,9% απαντά η Νέα Δημοκρατία και το 15,9% ο ΣΥΡΙΖΑ, ενώ στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να εγγυηθεί την ομαλή πορεία της Ελλάδας στην Ευρωπαϊκή Ένωση, το 36,8% πιστεύει ότι μπορεί να το πράξει η Νέα Δημοκρατία και το 17,1% ο ΣΥΡΙΖΑ.
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)
www.bankingnews.gr
Στο ερώτημα εάν η κυβέρνηση πρέπει να εξαντλήσει την τετραετία το 78,9% των σημερινών ψηφοφόρων του ΠΑΣΟΚ απαντά πως πρέπει να την εξαντλήσει, ενώ το αντίστοιχο ποσοστό των σημερινών ψηφοφόρων της ΔΗΜΑΡ φτάνει το 61,5%. Επίσης υπέρ της εξάντλησης της τετραετίας τάσσεται το 87,2% των ψηφοφόρων της Νέας Δημοκρατίας.
Στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να αντιμετωπίσει καλύτερα την οικονομική κρίση το 31,4% απαντά η Νέα Δημοκρατία και το 21,5% ο ΣΥΡΙΖΑ.
Στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να οδηγήσει την Ελλάδα στο δρόμο της ανάπτυξης, το 28,4% εκφράζεται υπέρ της Νέας Δημοκρατίας και 19,8% υπέρ του ΣΥΡΙΖΑ.
Στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να αντιμετωπίσει καλύτερα την εγκληματικότητα, το 33,9% απαντά η Νέα Δημοκρατία και το 15,9% ο ΣΥΡΙΖΑ, ενώ στο ερώτημα ποιο από τα δυο μεγάλα κόμματα μπορεί να εγγυηθεί την ομαλή πορεία της Ελλάδας στην Ευρωπαϊκή Ένωση, το 36,8% πιστεύει ότι μπορεί να το πράξει η Νέα Δημοκρατία και το 17,1% ο ΣΥΡΙΖΑ.
www.bankingnews.gr
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