Εμφάνιση αναρτήσεων με ετικέτα ΤΡΤΑΠΕΖΑ ΘΕΜΑΤΩΝ. Εμφάνιση όλων των αναρτήσεων
Εμφάνιση αναρτήσεων με ετικέτα ΤΡΤΑΠΕΖΑ ΘΕΜΑΤΩΝ. Εμφάνιση όλων των αναρτήσεων

Παρασκευή 27 Ιουνίου 2014

ΝΑ ΚΑΤΑΡΓΗΘΕΙ Η ΤΡΑΠΕΖΑ ΘΕΜΑΤΩΝ ΠΟΥ ΥΠΗΡΕΤΕΙ ΤΟ ΝΕΟΤΑΞΙΤΙΚΟ ΤΥΦΛΟ ΣΧΟΛΕΙΟ

Η επικαιρότητα με τα στοιχεία που βλέπουν το φως της δημοσιότητας για τα αποτελέσματα των εξετάσεων της Α' Λυκείου φέρνει ξανά στην επιφάνεια το θέμα της «τράπεζας θεμάτων» και του νόμου για το «νέο Λύκειο»... 

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

Πληροφορίες αναφέρουν ενδεικτικά ότι υπάρχουν μεγάλα ποσοστά μετεξεταστέων, κυρίως στα μαθηματικά, σε...