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

Στη NYSE Euronext το Libor


«Νίκησε» το LSE, αναμένονται αντιδράσεις από Λονδίνο


Στη NYSE Euronext, τον διατλαντικό φορέα χρηματιστηρίων που ελέγχει και το χρηματιστήριο της Νέας Υόρκης, ανατέθηκε η ανάληψη και μεταρρύθμιση του Libor, του επιτοκίου διατραπεζικού δανεισμού που βρέθηκε στο επίκεντρο ενός σκανδάλου χειραγώγησης.


Όπως ανέφερε δημοσίευμα των «Financial Times», μια ανεξάρτητη επιτροπή, η οποία έχει συσταθεί από το βρετανικό υπουργείο Οικονομικών, υπό την προεδρία της βαρόνης Hogg, επέλεξε τον όμιλο που εδρεύει στη Νέα Υόρκη προκειμένου να αναλάβει τη διαχείριση του διατραπεζικού επιτοκίου του Λονδίνου από την Ένωση Βρετανικών Τραπεζών (ΒΒΑ), από τις αρχές του 2014.


Οι νέοι διαχειριστές θα είναι επιφορτισμένοι με την αποκατάσταση της εμπιστοσύνης στο επιτόκιο αναφοράς, εν μέσω έρευνας που διεξάγεται σε παγκόσμιο επίπεδο και έχει ήδη «δει» τρεις τράπεζες να καταβάλουν περισσότερα από 2,5 δισ. δολ. σε πρόστιμα, με την κατηγορία της εμπλοκής τους σε προσπάθειες χειραγώγησης του επιτοκίου, με στόχο την αποκόμιση κερδών από παράγωγα. 

Άλλες έξι τράπεζες βρίσκονται ακόμη υπό έρευνα, καθώς οι ανησυχίες για τη νοθεία του επιτοκίου έχουν εξαπλωθεί πέρα ​​από το Libor, σε μια ευρεία γκάμα από άλλους δείκτες αναφοράς.

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