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Maschili Femminili
zona gara Ora inizio gara
serie/gruppi
ASTA F 3
ASTA CADETTI ASTA CADETTE 1 + 5
DISCO CADETTI (1.5Kg) DISCO CADETTE (1Kg)
1 + 3
LUNGO CADETTI (Pedana A)
11
LUNGO CADETTE (Pedana A)
16/32 (Gruppo 1)
60Hs RAGAZZI (h.60)
7 (2 Serie)
60Hs RAGAZZE (h.60)
17 (3 Serie)
LUNGO RAGAZZI (Pedana B)
16
80Hs CADETTE (h.76)
10 (2 Serie)
100Hs CADETTI (h.84)
1 (Serie Unica)
GIAVELLOTTO CADETTI (600g) GIAVELLOTTO CADETTE (400g)
4 + 7
50 ESORD. F5
3 (1 Serie)
50 ESORD. M5
5 (1 Serie)
50 ESORD. F8
13 (3 Serie)
50 ESORD. M8
15 (3 Serie)
LUNGO RAGAZZE (Pedana B)
26
50 ESORD. F10
23 (4 Serie)
50 ESORD. M10
25 (5 Serie)
ALTO ESORD. M5/8 ALTO ESORD. F5/8
1+13 / 2+7
ALTO ESORD. F10 a seguire 12
ALTO ESORD. M10 a seguire 20
300 CADETTE
20 (4 Serie)
300 CADETTI
12 (2 Serie)
1000 RAGAZZE
7 (Serie Unica)
PESO RAGAZZI (2KG) PESO RAGAZZE (2Kg)
10 + 10
LUNGO CADETTE (Pedana A)
16/32 (Gruppo 2)
1000 RAGAZZI
6 (Serie Unica)
2000 CADETTI 2000 CADETTE
4 + 6 (Serie Unica)
4x100 RAGAZZE
7 (2 Serie)
4x100 RAGAZZI
5 (1 Serie)
4x100 CADETTE
7 (2 Serie)
4x100 CADETTI
3 (1 Serie)
4x50 ESORD. M5 4x50 ESORD. F5
2 + 1 (Serie Unica)
4x50 ESORD. F8
4 (1 Serie)
4x50 ESORD. M8
4 (1 Serie)
4x50 ESORD. F10
7 (2 Serie)
4x50 ESORD. M10
7 (2 Serie)
- Per le Iscrizioni Tardive (entro le ore 23:00 di Giovedi 27 APRILE 2023) consultare il Regolamento Regionale.
- NON SARANNO ACCETTATE NUOVE ISCRIZIONI SUL CAMPO.
15:30
14:50
Comitato Provinciale CREMONA
www.fidalcremona.it
26100 Cremona
_________________________________________________
c/o CONI Provinciale • Via F. Filzi 35
Comitato Regionale LOMBARDIA
RIUNIONE PROVINCIALE GIOVANILE ESORDIENTI, CADETTI M/F
CAMPIONATI PROVINCIALE CADETTI/E - 1^ Giornata
- Progressione ALTO ESORD. 10 M/F: 0.90 - 0.95 - 1.00 - 1.05 - 1.10 - 1.15 - 1.18 - 1.21 - 1.24 – Poi di 2 in 2
CASALMAGGIORE (CR) C.S. Comunale Via Baslenga 32
SABATO 29 APRILE 2023
- La conferma delle staffette va effettuata sul campo almeno 1 ora prima dell'inizio della gara con l'apposito modulo;
- Nelle gare dei 1000 e 2000 sarà consegnato un unico pettorale da ritirare presso la posizione stabilita dagli organizzatori;
- Per i concorsi Cadetti e Cadette si effettueranno 3 lanci/salti più 3 lanci/salti per i migliori 8 classificati; Nell'asta 3 tentativi
per ogni misura;
- Progressione ASTA CADETTI/E: 1.80 - 1.90 - 2.00 - 2.10 - 2.15 - 2.20 - 2.25 - 2.30 - 2.35 - 2.40 - 2.45 - Poi di 5cm in 5cm
- LE ISCRIZIONI NON CONFERMATE ENTRO LE 23:00 DI GIOVEDI 27 APRILE 2023 SARANNO CONSIDERATE NULLE.
- Le gare di corsa verranno disputate a Serie composte in base ai tempi di accredito, dagli atleti con i tempi migliori a quelli
senza accredito e con i tempi più alti. Le Serie saranno pubblicate dopo la Conferma Iscrizioni;
- Progressione ALTO ESORD. 5/8 M/F: 0.70 - 0.80 - 0.85 - 0.90 - 0.95 - 1.00 - 1.03 - 1.06 - 1.09 - 1.12 – Poi di 2 in 2
- Per i concorsi Ragazzi e Ragazze si effettueranno 3 lanci/salti; Nell'alto 3 tentativi per ogni misura;
- Essendo CAMPIONATO PROVINCIALE per le categorie Cadetti e Cadette, se alla fine delle prime 3 prove di qualifica non
saranno 3 atleti CREMONESI, verranno ripescati in base alle misure per avere almeno 8 atleti della Povincia in Finale;
L'ORARIO POTRA' VARIARE IN BASE ALLE NECESSITA' DELLA MANIFESTAZIONE
PROGRAMMA GARE INDICATIVO IN BASE AGLI ATLETI CONFERMATI
- Per i concorsi Esordienti M/F si effettueranno 3 lanci/salti; Nell'alto 2 tentativi per ogni misura;