Η τιμή της ρήτρας αυτής θα αλλάζει κάθε μήνα με μια φόρμουλα που - μεταξύ άλλων - αυξάνεται όσο μειώνεται το μερίδιο της ΔΕΗ στην αγορά! Ο αλγόριθμος του allazorevma.gr έχει ήδη ενημερωθεί και θα συνεχίσει να ενημερώνεται κάθε μήνα.
Για να δείτε τα αποτελέσματα της σύγκρισης του allazorevma.gr με την εκτίμηση μας για την επιβάρυνση ρήτρας στα προγράμματα της ΔΕΗ αλλά και των υπόλοιπων Παρόχων, επιλέξτε στο βήμα 2 ότι θέλετε τα αποτελέσματα της σύγκρισης να λαμβάνουν υπ΄όψιν τον "Συντελεστή Επιβάρυνσης Ρήτρας Οριακής Τιμής Συστήματος/Χρέωσης CO2".
Υπενθυμίζουμε ότι επιλέγοντας στην σύγκριση το φίλτρο '' ΧΩΡΙΣ ΡΗΤΡΑ ΟΡΙΑΚΗΣ ΤΙΜΗΣ '' μπορείτε να δείτε στα αποτελέσματα μόνο τα προγράμματα με σταθερή τιμή -χωρίς ρήτρες.
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)
Περισσότερα για τον τρόπο υπολογισμού των ρητρών της ΔΕΗ αλλά και των υπόλοιπων Παρόχων στην σύγκριση του allazorevma.gr μπορείτε να διαβάσετε εδώ
(από allazorevma.gr)