12ο ΘΕΜΑΤΙΚΟ ΣΥΝΕΔΡΙΟ ΤΗΣ Ε.Γ.Β.Ε.( ΕΝΩΣΗ ΓΥΜΝΑΣΤΩΝ ΒΟΡΕΙΟΥ ΕΛΛΑΔΑΣ) -ΘΕΣΣΑΛΟΝΙΚΗ 10 - 11 ΔΕΚΕΜΒΡΙΟΥ 2011
ΕΝΩ
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)
ΠΗΓΗ http://www.egve.gr/
Προθεσμία υποβολής επιστημονικών ανακοινώσεων 2 Δεκεμβρίου 2011
Η συμμετοχή στο θεματικό συνέδριο για τα ταμειακά τακτοποιημένα μέλη της Ε.Γ.Β.Ε. είναι δωρεάν.
Το θεματικό συνέδριο θα περιλαμβάνει: Ειδικές εισηγήσεις - στρογγυλές τράπεζες, 2 εξειδικευμένα σεμινάρια και ελεύθερες ανακοινώσεις από όλο το φάσμα της αθλητικής επιστήμης (προφορικές, αναρτημένες, sort και full paper).
ΕΠΙΣΤΗΜΟΝΙΚΕΣ ΑΝΑΚΟΙΝΩΣΕΙΣ
(ΠΡΟΦΟΡΙΚΕΣ, ΑΝΑΡΤΗΜΕΝΕΣ, SORT ΚΑΙ FULL PAPER).
1) Σεμινάριο «Ειδική Αγωγή, Παιδαγωγικές Προσεγγίσεις και Εφαρμογές»: Η παρακολούθηση του συγκεκριμένου σεμιναρίου για όλους τους μετέχοντες στο 12ο Θεματικό Συνέδριο της Ε.Γ.Β.Ε είναι δωρεάν. Στους συμμετέχοντες στο σεμινάριο θα δοθεί χωριστή Βεβαίωση συμμετοχής.
2) Σεμινάριο «Η Παιδαγωγική προσέγγιση του μαθήματος της Φυσικής Αγωγής στην Πρωτοβάθμια και Δευτεροβάθμια Εκπαίδευση»: Η παρακολούθηση του συγκεκριμένου σεμιναρίου για όλους τους μετέχοντες στο 12ο Θεματικό Συνέδριο της Ε.Γ.Β.Ε είναι δωρεάν. Στους συμμετέχοντες στο σεμινάριο θα δοθεί χωριστή Βεβαίωση συμμετοχής
Γενικές Οδηγίες Δελτίο Συμμετοχής Δελτίο Συμμετοχής Σεμιναρίων
ΠΛΗΡΟΦΟΡΙΕΣ - ΕΓΓΡΑΦΕΣ:
Ε.Γ.Β.Ε., Προξένου Κορομηλά 51, Τ.Κ. 54622, Θεσσαλονίκη
(κάθε μέρα, εκτός Σαββάτου και Κυριακής, από τις 17.30 έως 21.30)
Τηλ. και Φαξ: 2310 / 282512 - Διεύθυνση internet, www.egve.gr
ΠΗΓΗ http://www.egve.gr/
Προθεσμία υποβολής επιστημονικών ανακοινώσεων 2 Δεκεμβρίου 2011
Η συμμετοχή στο θεματικό συνέδριο για τα ταμειακά τακτοποιημένα μέλη της Ε.Γ.Β.Ε. είναι δωρεάν.
Το θεματικό συνέδριο θα περιλαμβάνει: Ειδικές εισηγήσεις - στρογγυλές τράπεζες, 2 εξειδικευμένα σεμινάρια και ελεύθερες ανακοινώσεις από όλο το φάσμα της αθλητικής επιστήμης (προφορικές, αναρτημένες, sort και full paper).
ΕΠΙΣΤΗΜΟΝΙΚΕΣ ΑΝΑΚΟΙΝΩΣΕΙΣ
(ΠΡΟΦΟΡΙΚΕΣ, ΑΝΑΡΤΗΜΕΝΕΣ, SORT ΚΑΙ FULL PAPER).
Θα καλύπτονται τα παρακάτω θέματα
της αθλητικής επιστήμης: Προπονησιολογία, Κινητική μάθηση, Κινητική
ανάπτυξη, Αθλητιατρική, Αθλητική ψυχολογία, Βιοκινητική - Βιομηχανική,
Αθλητική κοινωνιολογία, Αθλητικό δίκαιο, Ειδική αγωγή, Εργοφυσιολογία,
Ιστορία Φυσικής Αγωγής, Αθλητισμός για όλους, Φιλοσοφία του Αθλητισμού,
Οργάνωση και Διοίκηση του Αθλητισμού, Άθληση και αναψυχή, Βιοχημεία της
άσκησης, Αθλητισμός και Διατροφή, Διδακτική και θεωρία της φυσικής
αγωγής και του αθλητισμού, Ειδικά θέματα διαφόρων αθλημάτων, Χορός και
Λαογραφία, Αθλητική τεχνολογία, Φυσιοθεραπεία, Ντόπινγκ, Μετρήσεις και
αξιολόγηση, Αερόμπικ, Στατιστική, Φυσιολογία, Εργομετρία, κλπ.
ΣΕΜΙΝΑΡΙΑ
Στα πλαίσια του 12ου Θεματικού Συνεδρίου θα διεξαχθούν και 2 εξειδικευμένα σεμινάρια:1) Σεμινάριο «Ειδική Αγωγή, Παιδαγωγικές Προσεγγίσεις και Εφαρμογές»: Η παρακολούθηση του συγκεκριμένου σεμιναρίου για όλους τους μετέχοντες στο 12ο Θεματικό Συνέδριο της Ε.Γ.Β.Ε είναι δωρεάν. Στους συμμετέχοντες στο σεμινάριο θα δοθεί χωριστή Βεβαίωση συμμετοχής.
2) Σεμινάριο «Η Παιδαγωγική προσέγγιση του μαθήματος της Φυσικής Αγωγής στην Πρωτοβάθμια και Δευτεροβάθμια Εκπαίδευση»: Η παρακολούθηση του συγκεκριμένου σεμιναρίου για όλους τους μετέχοντες στο 12ο Θεματικό Συνέδριο της Ε.Γ.Β.Ε είναι δωρεάν. Στους συμμετέχοντες στο σεμινάριο θα δοθεί χωριστή Βεβαίωση συμμετοχής
Γενικές Οδηγίες Δελτίο Συμμετοχής Δελτίο Συμμετοχής Σεμιναρίων
ΠΛΗΡΟΦΟΡΙΕΣ - ΕΓΓΡΑΦΕΣ:
Ε.Γ.Β.Ε., Προξένου Κορομηλά 51, Τ.Κ. 54622, Θεσσαλονίκη
(κάθε μέρα, εκτός Σαββάτου και Κυριακής, από τις 17.30 έως 21.30)
Τηλ. και Φαξ: 2310 / 282512 - Διεύθυνση internet, www.egve.gr