Campionato ASI - Esordienti Silver 2011-2012
FASE 2 |
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1A GIORNATA ANDATA |
133 | Dom. | 01/04/23 | 16:00 | Libertas Roma | - | STELLE MARINE | 23 | - | 28 |
134 | Dom. | 05/03/23 | 9:00 | PASS Roma | - | Vis Aurelia | 38 | - | 17 |
2A GIORNATA ANDATA |
135 | Dom. | 12/03/23 | 11:30 | Libertas Roma | - | Vis Aurelia | 0 | - | 20 |
136 | Dom. | 12/03/23 | 15:00 | STELLE MARINE | - | PASS Roma | 24 | - | 42 |
3A GIORNATA ANDATA |
137 | Dom. | 19/03/23 | 9:00 | PASS Roma | - | Libertas Roma | 41 | - | 16 |
138 | Dom. | 19/03/23 | 16:45 | STELLE MARINE | - | Vis Aurelia | 31 | - | 23 |
1A GIORNATA RITORNO |
139 | Dom. | 25/03/23 | 15:00 | STELLE MARINE | - | Libertas Roma | 28 | - | 16 |
140 | Dom. | 26/03/23 | 10:30 | Vis Aurelia | - | PASS Roma | 40 | - | 39 |
2A GIORNATA RITORNO |
141 | Dom. | 16/04/23 | 9:00 | PASS Roma | - | STELLE MARINE | 38 | - | 21 |
142 | Dom. | 16/04/23 | 10:30 | Vis Aurelia | - | Libertas Roma | 42 | - | 41 |
3A GIORNATA RITORNO |
143 | Dom. | 30/04/23 | 11:30 | Libertas Roma | - | PASS Roma | | - | |
144 | Dom. | 23/04/23 | 15:30 | Vis Aurelia | - | STELLE MARINE | | - | |
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)
FASE 1 |
| | | | | | | | | |
1A GIORNATA DI ANDATA |
61 | Sab. | 19/11/22 | 10:30 | Fortitudo Anagni | - | PQP Basket | 40 | - | 42 |
62 | Sab. | 19/11/22 | 17:00 | San Leonardo Tiger | - | STELLE MARINE | 19 | - | 22 |
63 | Sab. | 19/11/22 | 10:00 | Virtus BK Albano | - | Ponte di Nona | 21 | - | 51 |
2A GIORNATA DI ANDATA |
64 | Sab. | 26/11/22 | 9:00 | Ponte di Nona | - | Fortitudo Anagni | 46 | - | 23 |
65 | Sab. | 26/11/22 | 17:00 | San Leonardo Tiger | - | PQP Basket | 30 | - | 13 |
66 | Dom. | 27/11/22 | 16:45 | STELLE MARINE | - | Virtus BK Albano | 26 | | 21 |
3A GIORNATA DI ANDATA |
67 | Sab. | 03/12/22 | 10:00 | Fortitudo Anagni | - | San Leonardo Tiger | 18 | - | 36 |
68 | Sab. | 03/12/22 | 16:00 | PQP Basket | - | Virtus BK Albano | 0 | - | 20 |
69 | Sab. | 03/12/22 | 16:00 | Ponte di Nona | - | STELLE MARINE | 27 | - | 25 |
4A GIORNATA DI ANDATA |
70 | Gio. | 22/12/22 | 18:30 | PQP Basket | - | Ponte di Nona | 23 | - | 92 |
71 | Sab. | 17/12/22 | 17:00 | STELLE MARINE | - | Fortitudo Anagni | 49 | - | 28 |
72 | Sab. | 17/12/22 | 10:00 | Virtus BK Albano | - | San Leonardo Tiger | 5 | - | 22 |
5A GIORNATA DI ANDATA |
73 | Sab. | 14/01/23 | 10:30 | Fortitudo Anagni | - | Virtus BK Albano | 20 | - | 0 |
74 | Sab. | 14/01/23 | 17:00 | San Leonardo Tiger | - | Ponte di Nona | 12 | - | 33 |
75 | Dom. | 15/01/23 | 16:45 | STELLE MARINE | - | PQP Basket | 38 | - | 16 |
1A GIORNATA DI RITORNO |
76 | Sab. | 21/01/23 | 9:00 | Ponte di Nona | - | Virtus BK Albano | 40 | - | 26 |
77 | Gio. | 26/01/23 | 18:30 | PQP Basket | - | Fortitudo Anagni | 44 | - | 34 |
78 | Dom. | 22/01/23 | 16:45 | STELLE MARINE | - | San Leonardo Tiger | 37 | - | 20 |
2A GIORNATA DI RITORNO |
79 | Sab. | 28/01/23 | 10:30 | Fortitudo Anagni | - | Ponte di Nona | 9 | - | 54 |
80 | Gio. | 09/02/23 | 18:30 | PQP Basket | - | San Leonardo Tiger | 30 | - | 49 |
81 | Sab. | 28/01/23 | 10:00 | Virtus BK Albano | - | STELLE MARINE | 6 | - | 53 |
3A GIORNATA DI RITORNO |
82 | Gio. | 23/02/23 | 19:00 | San Leonardo Tiger | - | Fortitudo Anagni | 50 | - | 17 |
83 | Dom. | 05/02/23 | 16:45 | STELLE MARINE | - | Ponte di Nona | 26 | - | 29 |
84 | Sab. | 04/02/23 | 10:00 | Virtus BK Albano | - | PQP Basket | 20 | - | 0 |
4A GIORNATA DI RITORNO |
85 | Sab. | 11/02/23 | 10:30 | Fortitudo Anagni | - | STELLE MARINE | 11 | - | 66 |
86 | Sab. | 11/02/23 | 9:00 | Ponte di Nona | - | PQP Basket | 20 | - | 0 |
87 | Sab. | 11/02/23 | 17:00 | San Leonardo Tiger | - | Virtus BK Albano | 36 | - | 9 |
5A GIORNATA DI RITORNO |
88 | Sab. | 18/02/23 | 12:00 | Ponte di Nona | - | San Leonardo Tiger | 23 | - | 17 |
89 | Sab. | 18/02/23 | 10:30 | PQP Basket | - | STELLE MARINE | 30 | - | 45 |
90 | Sab. | 18/02/23 | 10:00 | Virtus BK Albano | - | Fortitudo Anagni | 11 | - | 35 |
| | | | | | | | | |
| | | | CLASSIFICA | | | |
| | | | Ponte di Nona | 30 | V 10 - P 0 - PF 415 - PS 182 | | | |
| | | | STELLE MARINE | 26 | V 8 - P 2 - PF 387 - PS 207 | | | |
| | | | San Leonardo Tiger | 22 | V 6 - P 4 - PF 291 - PS 207 | | | |
| | | | Virtus BK Albano | 14 | V 2 - P 8 - PF 139 - PS 283 | | | |
| | | | Fortitudo Anagni | 14 | V 2 - P 8 - PF 235 - PS 398 | | | |
| | | | PQP Basket | 13 | V 2 - P 7 - PF 168 - PS 343 | | | |