Παράταση Ισχύος Εγκριτικών Αποφάσεων
Στο πλαίσιο των μέτρων προστασίας από τη διάδοση του κορωνοϊού υπεγράφη και δημοσιεύτηκε η υπ’αριθμ.Δ13οικ.3107/68/21-1-2021(ΦΕΚ Β΄238) υπουργική απόφαση, με την οποία παρατείνεται για τρεις (3) μήνες η ισχύς των εγκριτικών αποφάσεων των προγραμμάτων Ελάχιστο Εγγυημένο Εισόδημα [Πρώην Κ.Ε.Α.] και Επίδομα Στέγασης, οι οποίες θα έπρεπε να επανυποβληθούν εντός των μηνών: Φεβρουάριος, Μάρτιος και Απρίλιος 2021. Σε αυτές τις αιτήσεις εμπεριέχονται και παρατείνονται εκ νέου οι αιτήσεις που παρατάθηκαν με την υπ’αριθμ. Δ13 οικ. 45861/992/6-11-2020 (ΦΕΚ Β’ 5001) υπουργική απόφαση.
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)
Υπενθυμίζεται ότι:
α) Σε περίπτωση που υποβληθεί νέα αίτηση, τότε αυτή η εγκεκριμένη αίτηση θα ισχύσει κανονικά.
β) Εάν ο δικαιούχος έχει ξεκινήσει τη δημιουργία αίτησης, η οποία όμως παραμένει σε κατάσταση «ΝΕΑ» χωρίς να γίνει οριστική υποβολή αυτής, τότε θα ανανεωθεί αυτόματα η ισχύς της προηγούμενης εγκεκριμένης αίτησης.
γ) Οι δικαιούχοι θα ενημερωθούν με μήνυμα ηλεκτρονικού ταχυδρομείου ή γραπτό μήνυμα στον αριθμό κινητού τηλεφώνου που έχουν δηλώσει στην αίτηση, για την αυτόματη παράταση της ισχύος των αιτήσεων τους.