Τα νούμερα ήταν εκπληκτικά – με την ακριβή έννοια του όρου: προκάλεσαν έκπληξη.
Η Ελλάδα τον Οκτώβριο του 2022 είχε (year-on-year) πληθωρισμό 9,07%. Η Γερμανία είχε πληθωρισμό 10,35% και η Ολλανδία 14,26%. Τα νούμερα αυτά, για κάποιον που γνωρίζει οικονομικά και οικονομική ιστορία είναι εξωπραγματικά, σουρεαλιστικά, απίστευτα.
Η Ολλανδία και η Γερμανία είναι δύο από τις πιο ανοικτές και ανταγωνιστικές οικονομίες του κόσμου... και ο πληθωρισμός στις δύο χώρες τα τελευταία 60 χρόνια ήταν από τους χαμηλότερους στον κόσμο. Ακόμη και στα χρόνια του στασιμοπληθωρισμού της δεκαετίας του ’70, Ολλανδία και Γερμανία κατάφεραν να τιθασεύσουν τις πληθωριστικές πιέσεις καλύτερα από σχεδόν κάθε άλλη χώρα.
Ειδικά στη Γερμανία η διατήρηση της αύξησης των τιμών σε μηδενικά επίπεδα δεν είναι οικονομική πολιτική αλλά εθνική ψύχωση: γι’ αυτό το μάρκο ήταν πάντα σκληρό νόμισμα και δεν έχανε την αξία του όταν ο κόσμος γύρω του διαλυόταν, όπως, π.χ. το 1979 ή το 1985.
Ήταν, λοιπόν, ο Οκτώβριος μια παροδική αναλαμπή ή ήταν προάγγελος ενός καλύτερου μέλλοντος για την Ελληνική οικονομία;
Στον ακόλουθο πίνακα καταγράφονται οι σταθμισμένες αυξήσεις των 12 κατηγοριών του Εναρμονισμένου Δείκτη Τιμών Καταναλωτή (Harmonized Index of Consumer Prices) που χρησιμοποιεί η Eurostat για να μετρήσει το επίπεδο τιμών στις χώρες της ΕΕ. Το άθροισμα των 12 τιμών κάθε στήλης είναι ο πληθωρισμός σε κάθε μια από τις τρεις χώρες τον Οκτώβριο 2022.
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Η τρίτη στήλη είναι η διαφορά μεταξύ των τιμών των συστατικών του δείκτη Ελλάδος και Ολλανδίας. Η έκτη στήλη είναι η διαφορά μεταξύ των τιμών των συστατικών του δείκτη Ελλάδος και Γερμανίας.
Οι κόκκινοι αριθμοί δηλώνουν αρνητική διαφορά: ο πληθωρισμός στην Ελλάδα ήταν χαμηλότερος από ό,τι στην Ολλανδία (τρίτη στήλη) ή στη Γερμανία (έκτη στήλη).
Τι συνέβη, λοιπόν, τον Οκτώβριο;
Και στις δύο περιπτώσεις, το σημαντικότερο μέρος της διαφοράς στον πληθωρισμό μεταξύ Ελλάδος και Ολλανδίας/Γερμανίας οφείλεται στη Στέγαση-Ενέργεια-Θέρμανση.
Η Ελλάδα τον Οκτώβριο του 2022 είχε (year-on-year) πληθωρισμό 9,07%. Η Γερμανία είχε πληθωρισμό 10,35% και η Ολλανδία 14,26%. Τα νούμερα αυτά, για κάποιον που γνωρίζει οικονομικά και οικονομική ιστορία είναι εξωπραγματικά, σουρεαλιστικά, απίστευτα.
Η Ολλανδία και η Γερμανία είναι δύο από τις πιο ανοικτές και ανταγωνιστικές οικονομίες του κόσμου... και ο πληθωρισμός στις δύο χώρες τα τελευταία 60 χρόνια ήταν από τους χαμηλότερους στον κόσμο. Ακόμη και στα χρόνια του στασιμοπληθωρισμού της δεκαετίας του ’70, Ολλανδία και Γερμανία κατάφεραν να τιθασεύσουν τις πληθωριστικές πιέσεις καλύτερα από σχεδόν κάθε άλλη χώρα.
Ειδικά στη Γερμανία η διατήρηση της αύξησης των τιμών σε μηδενικά επίπεδα δεν είναι οικονομική πολιτική αλλά εθνική ψύχωση: γι’ αυτό το μάρκο ήταν πάντα σκληρό νόμισμα και δεν έχανε την αξία του όταν ο κόσμος γύρω του διαλυόταν, όπως, π.χ. το 1979 ή το 1985.
Ήταν, λοιπόν, ο Οκτώβριος μια παροδική αναλαμπή ή ήταν προάγγελος ενός καλύτερου μέλλοντος για την Ελληνική οικονομία;
Στον ακόλουθο πίνακα καταγράφονται οι σταθμισμένες αυξήσεις των 12 κατηγοριών του Εναρμονισμένου Δείκτη Τιμών Καταναλωτή (Harmonized Index of Consumer Prices) που χρησιμοποιεί η Eurostat για να μετρήσει το επίπεδο τιμών στις χώρες της ΕΕ. Το άθροισμα των 12 τιμών κάθε στήλης είναι ο πληθωρισμός σε κάθε μια από τις τρεις χώρες τον Οκτώβριο 2022.
Η τρίτη στήλη είναι η διαφορά μεταξύ των τιμών των συστατικών του δείκτη Ελλάδος και Ολλανδίας. Η έκτη στήλη είναι η διαφορά μεταξύ των τιμών των συστατικών του δείκτη Ελλάδος και Γερμανίας.
Οι κόκκινοι αριθμοί δηλώνουν αρνητική διαφορά: ο πληθωρισμός στην Ελλάδα ήταν χαμηλότερος από ό,τι στην Ολλανδία (τρίτη στήλη) ή στη Γερμανία (έκτη στήλη).
Τι συνέβη, λοιπόν, τον Οκτώβριο;
Και στις δύο περιπτώσεις, το σημαντικότερο μέρος της διαφοράς στον πληθωρισμό μεταξύ Ελλάδος και Ολλανδίας/Γερμανίας οφείλεται στη Στέγαση-Ενέργεια-Θέρμανση.
Αυτό, προφανώς, είναι αποτέλεσμα του γενναιόδωρου προγράμματος επιδοτήσεων των λογαριασμών ηλεκτρισμού και φυσικού αερίου που εφάρμοσε η Ελληνική κυβέρνηση για να απαλύνει τις συνέπειες των δυσθεώρητων αυξήσεων των τιμών ενέργειας στο πορτοφόλι των νοικοκυριών.
Ο πληθωρισμός στην Ελλάδα εάν δεν συνυπολογισθεί η αύξηση των τιμών της Ενέργειας ήταν τον Οκτώβριο 7,36%, στην Ολλανδία 5,83% και στη Γερμανία 5,91%.
Χωρίς το πρόγραμμα επιδοτήσεων, ο πληθωρισμός στην Ελλάδα θα ήταν μεγαλύτερος από της Ολλανδίας, ο οποίος ήταν 14,26%.
Όμως, ευτυχώς, αυτή δεν είναι όλη η εικόνα. Όπως φαίνεται από τον πίνακα, η Ελλάδα είχε καλύτερες επιδόσεις από την Ολλανδία σε άλλες πέντε (από τις 12) κατηγορίες του δείκτη τιμών, ενώ είχε καλύτερες επιδόσεις από τη Γερμανία σε άλλες 4 κατηγορίες, επιπλέον της Ενέργειας.
Αυτό σημαίνει ότι η Ελληνική οικονομία πορεύεται αυτή τη στιγμή με θεμελιώδεις κινητήριες δυνάμεις και επίπεδο ανταγωνισμού που είναι συγκρίσιμα με τις ισχυρότερες οικονομίες της Ευρωζώνης.
Ο πληθωρισμός στην Ελλάδα εάν δεν συνυπολογισθεί η αύξηση των τιμών της Ενέργειας ήταν τον Οκτώβριο 7,36%, στην Ολλανδία 5,83% και στη Γερμανία 5,91%.
Χωρίς το πρόγραμμα επιδοτήσεων, ο πληθωρισμός στην Ελλάδα θα ήταν μεγαλύτερος από της Ολλανδίας, ο οποίος ήταν 14,26%.
Όμως, ευτυχώς, αυτή δεν είναι όλη η εικόνα. Όπως φαίνεται από τον πίνακα, η Ελλάδα είχε καλύτερες επιδόσεις από την Ολλανδία σε άλλες πέντε (από τις 12) κατηγορίες του δείκτη τιμών, ενώ είχε καλύτερες επιδόσεις από τη Γερμανία σε άλλες 4 κατηγορίες, επιπλέον της Ενέργειας.
Αυτό σημαίνει ότι η Ελληνική οικονομία πορεύεται αυτή τη στιγμή με θεμελιώδεις κινητήριες δυνάμεις και επίπεδο ανταγωνισμού που είναι συγκρίσιμα με τις ισχυρότερες οικονομίες της Ευρωζώνης.
Προσοχή: αυτό δε σημαίνει ότι η Ελλάδα έγινε Ολλανδία ή Γερμανία. Το να λειτουργεί η οικονομία μας όπως των δύο αυτών κραταιών οικονομιών των εταίρων μας είναι, φυσικά, το ζητούμενο και άξιος στόχος για τα επόμενα χρόνια.
Όμως, σημαίνει ότι η ελληνική οικονομία μάλλον δεν είναι πια η προβληματική και ανταγωνιστικά ελλιπής οικονομία του 1990-2015. Γιατί, εάν ήταν, δε θα υπήρχαν κόκκινα νούμερα στον πίνακα: σε όλες τις κατηγορίες, ο ελλιπής ανταγωνισμός θα είχε σαν αποτέλεσμα μεγαλύτερο πληθωρισμό από αυτόν των Ολλανδίας και Γερμανίας.
Και αυτό είναι λόγος ικανοποίησης και, γιατί όχι, συγχαρητηρίων.
Περικλής Κωνσταντινίδης
* Ο Περικλής Φ. Κωνσταντινίδης είναι ο ιδρυτής και διευθύνων σύμβουλος της επενδυτικής εταιρίας Syracuse Main, Inc.
Όμως, σημαίνει ότι η ελληνική οικονομία μάλλον δεν είναι πια η προβληματική και ανταγωνιστικά ελλιπής οικονομία του 1990-2015. Γιατί, εάν ήταν, δε θα υπήρχαν κόκκινα νούμερα στον πίνακα: σε όλες τις κατηγορίες, ο ελλιπής ανταγωνισμός θα είχε σαν αποτέλεσμα μεγαλύτερο πληθωρισμό από αυτόν των Ολλανδίας και Γερμανίας.
Και αυτό είναι λόγος ικανοποίησης και, γιατί όχι, συγχαρητηρίων.
Περικλής Κωνσταντινίδης
* Ο Περικλής Φ. Κωνσταντινίδης είναι ο ιδρυτής και διευθύνων σύμβουλος της επενδυτικής εταιρίας Syracuse Main, Inc.
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