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)
Στην πρόσφατη
ακρόαση του
Προεδρείου της ΕΕΤΤ, στην αρμόδια επιτροπή
ελέγχου θεσμών και
διαφάνειας της
Βουλής «Νικήτας Κακλαμάνης, Προκόπης Παυλόπουλος, Λιάνα Κανέλλη…κ.α.» (στις 14/06/2011),
τέθηκαν διάφορα ερωτήματα στην ΕΕΤΤ, πάνω σε ζητήματα που ελέγχει, εποπτεύει και ρυθμίζει, όπως η διαχείριση του ψηφιακού φάσματος συχνοτήτων, η επίγεια ψηφιακή μετάβαση, η δορυφορική συνδρομητική τηλεόραση…κ.α. Στη σχετική ακρόαση υπήρξε
ιδιαίτερη ανησυχία για την
καθυστέρηση από την πολιτεία, στην εκμετάλλευση της διαχείρισης του ψηφιακού φάσματος. Επ` αυτού, «η ΕΕΤΤ απάντησε ότι η αποτίμηση του ελληνικού φάσματος συχνοτήτων,
έχει δοθεί στον αποτιμητή που έχει κάνει την αντίστοιχη αποτίμηση του Γερμανικού φάσματος συχνοτήτων «Analysys Mason Limited και Aegis Systems» και τα αποτελέσματα της αναμένονται το επόμενο διάστημα»… Στο τομέα της επίγειας ψηφιακής μετάβασης, «
21 εταιρείες αιτήθηκαν στην ΕΕΤΤ, για προσωρινή
άδεια ψηφιακού παρόχου δικτύου ευρυεκπομπής», ανάμεσα τους η
ΕΡΤ,
Digea, Digital Union,…κ.α.
Ενω έγινε αναφορά και στην
οικονομική αποτίμηση του ψηφιακού φάσματος συχνοτήτων της
Κύπρου, η οποία προηγείται στο τομέα της
επίγειας ψηφιακής μετάβασης! Αφού στη Κύπρο από την
1η Ιουλίου θα επέλθει
πλήρες αναλογικό Switch-Off και όλα τα
Παγκύπρια κανάλια θα εκπέμπουν
μόνο ψηφιακά (με τα τοπικά κανάλια να αναβαθμίζονται σε Παγκύπριας εμβέλειας)! Επίσης τέθηκε
θέμα τελικού ψηφιακού χάρτη συχνοτήτων, σύμφωνα με το κ. Παυλόπουλο «υπήρχε ήδη ένας τελικός ψηφιακός
χάρτης συχνοτήτων του ΕΜΠ (από το 2008), για το οποίον υπήρχαν διάφορες ενστάσεις ως προς την
λειτουργικότητα του. Όμως η πρόσφατη
ελληνική πολιτεία, ενώ είχε υποσχεθεί
ότι μέσα σε έξη μήνες θα είχε έτοιμο τον ψηφιακό χάρτη συχνοτήτων, τελικός έχουν περάσει 20 μήνες και
ακόμη δεν είναι έτοιμος»! Μόλις πρόσφατα ανατέθηκε η δημιουργία του τελικού χάρτη συχνοτήτων και πάλι στο «
Εθνικό Μετσόβιο Πολυτεχνείο (ΕΜΠ) και στο τμήμα της σχολής Ηλεκτρολόγων Μηχανικών και Μηχανικών Υπολογιστών (Ερευνητικό Πανεπιστημιακό Ινστιτούτο Συστημάτων Επικοινωνιών και Υπολογιστών), ο τελικός ψηφιακός χάρτης συχνοτήτων αναμένεται να
παραδοθεί μέσα σε 4 μήνες από την ανάληψη της μελέτης…
Πηγή : Nicolas A.(
http://rexsat.blogspot.com)