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)
![Giro del Monte Zovo](data:image/png;base64,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)
XVII° GIRO DEL MONTE ZOVO
25.06.2023
a LEVRANGE DI PERTICA BASSA (BS)
Postato da
Rolando Perri
REGOLAMENTO MANIFESTAZIONE
PROVA UNICA VALEVOLE COME CAMPIONATO PROVINCIALE ASSOLUTO DI CORSA IN MONTAGNA
ISCRITTI/RISULTATI