Πέμπτη 19 Ιουνίου 2014

Στο τραπέζι η μείωση του φόρου στο πετρέλαιο θέρμανσης

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 Ζήτημα μείωσης του ειδικού φόρου κατανάλωσης στο πετρέλαιο θέρμανσης σκοπεύει να φέρει στο τραπέζι του διαλόγου με την τρόικα η ...
κυβέρνηση μέσα στο φθινόπωρο. Σύμφωνα με αρμόδιο παράγοντα του υπουργείου Οικονομικών, το ελληνικό αίτημα θα αφορά στη μείωση του ειδικού φόρου κατά 15-20%.
Σήμερα, στο πετρέλαιο θέρμανσης επιβάλλεται ειδικός φόρος κατανάλωσης ύψους 330 ευρώ ανά χίλια λίτρα. Αυτό σημαίνει ότι ενδεχόμενη μείωση του φόρου κατά 15029%% θα οδηγήσει σε μείωση της τιμής λιανικής από 6 έως 8 λεπτά το λίτρο. Και αυτό διότι επί του ειδικού φόρου κατανάλωσης ο οποίος θα μειωθεί –αν γίνει δεκτό το ελληνικό αίτημα- κατά 5 έως 6,6 λεπτά, επιβάλλεται και ΦΠΑ με συντελεστή 23%.
Το βασικό επιχείρημα της ελληνικής πλευράς θα είναι η κατακόρυφη μείωση των εσόδων μετά την αύξηση του ειδικού φόρου κατά 440% τα τελευταία δύο χρόνια.
Αυτό οδήγησε σε μείωση της κατανάλωσης κατά 71% την σεζόν 2012-2013 και κατά 66% τη σεζόν 2013-2014. Οι συνολικές απώλειες εσόδων στη διετία, εκτιμήθηκαν από την Πανελλήνια Ομοσπονδία Πρατηριούχων Εμπόρων Καυσίμων στα 700 εκατ. ευρώ κατά τη διετία 2012-2013. Οι οριστικές αποφάσεις αναμένεται να ληφθούν το φθινόπωρο πριν την έναρξη της νέας περιόδου διανομής του καυσίμου.

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