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ORG.: BS183 - C.S. S. ROCCHINO
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)
ISCRIZIONI ON-LINE ENTRO LE ORE 23.00 DI SABATO 09 SETTEMBRE 2023
CONFERME ON-LINE ENTRO LE ORE 23.00 DI LUNEDI' 11 SETTEMBRE 2023
iscritti/orario/risultati
Programma gare:
V° MEMORIAL GUIDO CROTTI - XV°Trofeo Città di Brescia
13.09.2023
a BRESCIA - CAMPO "GABRE GABRIC"
Postato da
Paolo
ISCRIZIONI ON-LINE ENTRO LE ORE 23.00 DI SABATO 09 SETTEMBRE 2023
CONFERME ON-LINE ENTRO LE ORE 23.00 DI LUNEDI' 11 SETTEMBRE 2023
iscritti/orario/risultati
Programma gare:
A/J/P F/M = SENZA MINIMO
SM/Master M-SF/Master F = 400(53.50 M - 1.03.00 F)-1500(4.15.00 M - 5.10.00 F)-3000(10.55.00 F - 9.25.00 M)