Οι ρυθμιζόμενες χρεώσεις δεν μεταβλήθηκαν, οπότε ο Συνολικός Δείκτης Τιμών Ρεύματος για οικιακούς καταναλωτές, περιλαμβανομένου του ΦΠΑ αυξήθηκε από 161,88 σε 162,36 ευρώ την μεγαβατώρα. Οι τιμές των εναλλακτικών παρόχων κυμάνθηκαν από 78 έως 101 με μέσο όρο τα 87,04 ευρώ την μεγαβατώρα αυξημένο κατά 5,37% σε σχέση με τον προηγούμενο μήνα (86,33).
Στο Πίνακα που ακολουθεί φαίνεται η εξέλιξη του περιθωρίου μεταξύ των τιμών αγοράς και πώλησης από τους εναλλακτικούς. Τον Μάρτιο τα περιθώρια των ενναλακτικών μειώθηκαν δεδομένου ότι το μέσο σταθμικό κόστος αγοράς στην χονδρική αυξήθηκε κατά 9,37% ενώ η μέση λιανική πώλησης τους μόνο κατά 5,37%. Οι εναλλακτικοί πάροχοι αντιμετωπίζουν την άνοδο στην χονδρική μέσω της εφαρμογής ρητρών στους λογαριασμούς των καταναλωτών τους. Το ερώτημα είναι πόσο ακόμα θα είναι σε θέση να το κάνουν χωρίς αυτοί να επαναστατήσουν.
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)
(από allazorevma.gr)