Τεσσερις Μαθητες Λυκειων του Γυμναστικου Συλλογου '' Πινδαρος Θηβας ''
θα συμμετεχουν και την Φετεινη Χρονια στους Τελικους Σχολικου Πρωταθληματος
που θα διεξαχθουν στο Παμπελοποννησιακο Σταδιο Πατρας
Τεταρτη 3 και Πεμπτη 4 Μαιου 2017
Υψος Ανδρων
Χαλιμουρδας Γιαννης ΓΕΛ Αλιαρτου με Επιδοση 1,95 μ.
10.000 χιλ. Βαδην Ανδρων
Τσαρουχας Θεμιστοκλης 3ο ΓΕΛ Θηβας με Επιδοση 48.30''
Υψος Γυναικων
Γιαννακοπουλου Δημητρα 1ο ΓΕΛ Θηβας με Επιδοση 1,58 μ.
Επταθλο Γυναικων
Τουτουζα Κατερινα 3ο ΓΕΛ Θηβας
ο Γ.Σ Πινδαρος Θηβας την Κυριακη 30 Απριλιου
θα συμμετεχει στο Διασυλλογικο Πρωταθλημα Στιβου
που θα διεξαχθει στο Δημοτικο Σταδιο Λιβαδειας
![Αποτέλεσμα εικόνας για σταδιο σχηματαριου](data:image/jpeg;base64,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)
το Σαββατο 6 Μαιου 2017 ο Γ.Σ Πινδαρος Θηβας
θα συμμετεχει στο Πανελληνιο Πρωταθλημα Στιβου
Παμπαιδων Παγκορασιδων Α'
στο Δημοτικο Σταδιο Σχηματαριου '' Ευαγγελος Δεπαστας ''
θα συμμετεχουν και την Φετεινη Χρονια στους Τελικους Σχολικου Πρωταθληματος
που θα διεξαχθουν στο Παμπελοποννησιακο Σταδιο Πατρας
Τεταρτη 3 και Πεμπτη 4 Μαιου 2017
Υψος Ανδρων
Χαλιμουρδας Γιαννης ΓΕΛ Αλιαρτου με Επιδοση 1,95 μ.
10.000 χιλ. Βαδην Ανδρων
Τσαρουχας Θεμιστοκλης 3ο ΓΕΛ Θηβας με Επιδοση 48.30''
Υψος Γυναικων
Γιαννακοπουλου Δημητρα 1ο ΓΕΛ Θηβας με Επιδοση 1,58 μ.
Επταθλο Γυναικων
Τουτουζα Κατερινα 3ο ΓΕΛ Θηβας
θα συμμετεχει στο Διασυλλογικο Πρωταθλημα Στιβου
που θα διεξαχθει στο Δημοτικο Σταδιο Λιβαδειας
το Σαββατο 6 Μαιου 2017 ο Γ.Σ Πινδαρος Θηβας
θα συμμετεχει στο Πανελληνιο Πρωταθλημα Στιβου
Παμπαιδων Παγκορασιδων Α'
στο Δημοτικο Σταδιο Σχηματαριου '' Ευαγγελος Δεπαστας ''
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