Δευτέρα 27 Οκτωβρίου 2014

ΠΑΝΗΓΥΡΙΚΗ ΥΠΟΔΟΧΗ ΤΩΝ STRESS - TESTS ΜΕ ΒΟΥΤΙΑ ΑΠΟ ΤΟ ΧΡΗΜΑΤΙΣΤΗΡΙΟ

Οι έντονες ρευστοποιήσεις στο ΧΑ από το μεσημέρι και μετά βύθισαν τη χρηματιστηριακή αγορά στα επίπεδα των 958 μονάδων, με τον Γενικό Δείκτη Τιμών να καταγράφει απώλειες 3,29%...

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

Αυτό ήταν... Και οι πανηγυρισμοί για τα stress-tests ξεφούσκωσαν και πάλι σαν τρύπιο μπαλόνι. Το μήνυμα προς την κυβέρνηση ήταν...
σαφές: "Κόψτε τις Σα(χλα)μαράδες...

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