Απόφαση με την αναλυτική κατανομή του αριθμού εισακτέων στη Σχολή Αξιωματικών και στη Σχολή Αστυφυλάκων

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 

Δημοσιεύτηκε στο ΦΕΚ Β΄ 2531/2016 η ΚΥΑ ''Καθορισμός αριθμού εισαγομένων ιδιωτών στις Σχολές Αστυφυλάκων και Αξιωματικών της Ελληνικής Αστυνομίας κατά το ακαδημαϊκό έτος 2017- 2018, ύστερα από τη συμμετοχή τους στις Πανελλαδικές Εξετάσεις του σχολικού έτους 2015-2016''.

Πατήστε εδώ για να δείτε την ΚΥΑ με αναλυτικούς πίνακες κατανομής των εισακτέων ανά κατηγορία.

Δείτε εδώ όλα τα νέα για τις Αστυνομικές Σχολές.

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