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Δευτέρα 21 Μαΐου 2012

ΠΡΟΓΡΑΜΜΑ ΠΑΝΕΛΛΗΝΙΩΝ ΕΞΕΤΑΣΕΩΝ ΗΜΕΡΗΣΙΩΝ ΚΑΙ ΕΣΠΕΡΙΝΩΝ ΓΕΝΙΚΩΝ ΛΥΚΕΙΩΝ

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
Δευτέρα 21 Μαίου 2012
ΠΡΟΓΡΑΜΜΑ ΠΑΝΕΛΛΗΝΙΩΝ ΕΞΕΤΑΣΕΩΝ ΗΜΕΡΗΣΙΩΝ ΚΑΙ ΕΣΠΕΡΙΝΩΝ...
ΓΕΝΙΚΩΝ ΛΥΚΕΙΩΝ
ΔΕΥΤΕΡΑ 21-05-2012
ΝΕΟΕΛΛΗΝΙΚΗ ΓΛΩΣΣΑ ΓΕΝΙΚΗΣ ΠΑΙΔΕΙΑΣ

ΤΕΤΑΡΤΗ 23-05-2012
ΒΙΟΛΟΓΙΑ ΦΥΣΙΚΗ ΜΑΘΗΜΑΤΙΚΑ ΚΑΙ ΣΤΟΙΧΕΙΑ ΣΤΑΤΙΣΤΙΚΗΣ ΙΣΤΟΡΙΑ ΓΕΝΙΚΗΣ ΠΑΙΔΕΙΑΣ ΓΕΝΙΚΗΣ ΠΑΙΔΕΙΑΣ ΓΕΝΙΚΗΣ ΠΑΙΔΕΙΑΣ
ΓΕΝΙΚΗΣ ΠΑΙΔΕΙΑΣ

ΠΑΡΑΣΚΕΥΗ 25-05-2012 ΝΕΟΕΛΛΗΝΙΚΗ ΛΟΓΟΤΕΧΝΙΑ ΦΥΣΙΚΗ ΘΕΩΡΗΤΙΚΗΣ ΚΑΤ/ΝΣΗΣ ΘΕΤΙΚΗΣ ΚΑΤΕΥΘΥΝΣΗΣ ΤΕΧΝΟΛΟΓΙΚΗΣ ΚΑΤ/ΝΣΗΣ (ΚΑΙ ΤΩΝ ΔΥΟ ΚΥΚΛΩΝ)

ΔΕΥΤΕΡΑ 28-05-2012
ΑΡΧΑΙΑ ΕΛΛΗΝΙΚΑ ΜΑΘΗΜΑΤΙΚΑ ΘΕΩΡΗΤΙΚΗΣ ΚΑΤ/ΝΣΗΣ ΘΕΤΙΚΗΣ ΚΑΤΕΥΘΥΝΣΗΣ ΤΕΧΝΟΛΟΓΙΚΗΣ ΚΑΤ/ΝΣΗΣ (ΚΑΙ ΤΩΝ ΔΥΟ ΚΥΚΛΩΝ)

ΤΕΤΑΡΤΗ 30-05-2012
ΙΣΤΟΡΙΑ ΒΙΟΛΟΓΙΑ ΧΗΜΕΙΑ – ΒΙΟΧΗΜΕΙΑ
ΑΡΧΕΣ ΟΡΓΑΝΩΣΗΣ ΚΑΙ ΔΙΟΙΚΗΣΗΣ ΕΠΙΧΕΙΡΗΣΕΩΝ ΘΕΩΡΗΤΙΚΗΣ ΚΑΤ/ΝΣΗΣ ΘΕΤΙΚΗΣ ΚΑΤΕΥΘΥΝΣΗΣ ΤΕΧΝΟΛΟΓΙΚΗΣ ΚΑΤ/ΝΣΗΣ (ΚΥΚΛΟΣ ΤΕΧΝ/ΓΙΑΣ & ΠΑΡΑΓΩΓΗΣ) ΤΕΧΝΟΛΟΓΙΚΗΣ ΚΑΤ/ΝΣΗΣ (ΚΥΚΛΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ & ΥΠΗΡΕΣΙΩΝ)

ΠΑΡΑΣΚΕΥΗ 01-06-2012
ΛΑΤΙΝΙΚΑ ΧΗΜΕΙΑ ΗΛΕΚΤΡΟΛΟΓΙΑ
ΑΝΑΠΤΥΞΗ ΕΦΑΡΜΟΓΩΝ ΣΕ ΠΡΟΓΡΑΜΜΑΤΙΣΤΙΚΟ ΠΕΡΙΒΑΛΛΟΝ ΘΕΩΡΗΤΙΚΗΣ ΚΑΤ/ΝΣΗΣ ΘΕΤΙΚΗΣ ΚΑΤΕΥΘΥΝΣΗΣ ΤΕΧΝΟΛΟΓΙΚΗΣ ΚΑΤ/ΝΣΗΣ (ΚΥΚΛΟΣ ΤΕΧΝ/ΓΙΑΣ & ΠΑΡΑΓΩΓΗΣ) ΤΕΧΝΟΛΟΓΙΚΗΣ ΚΑΤ/ΝΣΗΣ (ΚΥΚΛΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ & ΥΠΗΡΕΣΙΩΝ)

ΤΡΙΤΗ 05-06-2012
ΑΡΧΕΣ ΟΙΚΟΝΟΜΙΚΗΣ ΘΕΩΡΙΑΣ ΜΑΘΗΜΑ ΕΠΙΛΟΓΗΣ ΟΛΩΝ ΤΩΝ ΚΑΤΕΥΘΥΝΣΕΩΝ

Ως ώρα έναρξης εξέτασης ορίζεται η 08:30 π.μ. κοινή για τους υποψηφίους ημερήσιων και εσπερινών Λυκείων Οι υποψήφιοι πρέπει να προσέρχονται στις αίθουσες εξέτασης μέχρι τις 08.00 π.μ. Η διάρκεια εξέτασης κάθε μαθήματος είναι τρεις (3) ώρες.

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