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)
Vaucluse Jeunes Pertuis 2013 - Minimes Grille américaine après la ronde 7 | Pl | | Nom | Rapide | Cat. | Fede | Ligue | Rd01 | Rd02 | Rd03 | Rd04 | Rd05 | Rd06 | Rd07 | Pts | Tr. | Bu. | Cu. | FFE | 1 | | VERNET Solene | 1900 | Min | FRA | PRO | +11B | +6N | +8B | =2N | +4B | +3N | +10B | 6,5 | 25 | 27 | 26 | 2126 | 2 | | MACCAGNAN Tomas | 1800 | Min | FRA | PRO | +9B | +4N | =3B | =1B | +5N | +7B | +8N | 6 | 26,5 | 30 | 23,5 | 1967 | 3 | | DEL VALLE Julie | 1870 | Min | FRA | PRO | =5N | +11B | =2N | +7B | +8N | -1B | =4N | 4,5 | 28 | 30 | 19,5 | 1744 | 4 | | SOKOLOVITCH Thomas | 1630 | Min | FRA | PRO | +12N | -2B | +10N | +6B | -1N | =5B | =3B | 4 | 28 | 30 | 17,5 | 1704 | 5 | | BRIN-VERVAT Emma | 1480 | Min | FRA | PRO | =3B | =9N | +6B | =8N | -2B | =4N | +11B | 4 | 25,5 | 27,5 | 15,5 | 1737 | 6 | | DEGEORGES Hugo | 1760 | Min | FRA | PRO | +13B | -1B | -5N | -4N | +12B | +11N | +14N | 4 | 20,5 | 20,5 | 13 | 1438 | 7 | | BACHIRI Nada | 1540 | Min | FRA | PRO | +14B | -8N | +12B | -3N | +11B | -2N | +13B | 4 | 20 | 20 | 16 | 1553 | 8 | | BILLON-BLOUIN Alec | 1760 | Min | FRA | PRO | +10N | +7B | -1N | =5B | -3B | +9N | -2B | 3,5 | 28,5 | 31,5 | 17 | 1619 | 9 | | GOEAU Philibert | 1480 | Min | FRA | PRO | -2N | =5B | -13N | +14B | +10N | -8B | +12N | 3,5 | 20,5 | 20,5 | 11 | 1381 | 10 | | CUZIN Maxime | 1410 | Min | FRA | PRO | -8B | +14N | -4B | +12N | -9B | +13N | -1N | 3 | 21,5 | 21,5 | 12 | | 11 | | BILLON-BLOUIN Colin | 1500 | Min | FRA | PRO | -1N | -3N | +14B | +13B | -7N | -6B | -5N | 2 | 25 | 25 | 9 | 1304 | 12 | | GUILLON Matheo | 1030 | Min | FRA | PRO | -4B | +13N | -7N | -10B | -6N | +14B | -9B | 2 | 20,5 | 20,5 | 8 | | 13 | | BERTRAND Julian | 1130 | Min | FRA | PRO | -6N | -12B | +9B | -11N | +14N | -10B | -7N | 2 | 18,5 | 18,5 | 8 | 1155 | 14 | | TACUSSEL Clement | 930 | Min | FRA | PRO | -7N | -10B | -11N | -9N | -13B | -12N | -6B | 0 | 18,5 | 20,5 | 0 | |
Vaucluse Jeunes Robion 2012 - Minimes Grille américaine après la ronde 7 | Pl | | Nom | Rapide | Cat. | Fede | Ligue | Rd01 | Rd02 | Rd03 | Rd04 | Rd05 | Rd06 | Rd07 | Pts | Tr. | Bu. | Cu. | FFE | 1 |
| ABDERRAHMANI Yassine | 2020 | Min | FRA | PRO | +5B | +6N | +4B | +2N | =3B | +9N | +10B | 6,5 | 26 | 28,5 | 26,5 | | 2 |
| BRIN-VERVAT Noe | 1590 | Min | FRA | PRO | +8N | +10B | +3N | -1B | +6N | +7B | +4N | 6 | 27 | 30 | 24 | 2084 | 3 |
| CHARLES Calixte | 1540 | Min | FRA | PRO | +9B | +13N | -2B | +4N | =1N | +6B | +5N | 5,5 | 26,5 | 27 | 21,5 | 1692 | 4 |
| MACCAGNAN Tomas | 1400 | Min | FRA | PRO | +11N | +8B | -1N | -3B | +12N | +10B | -2B | 4 | 26 | 27,5 | 18 | 1494 | 5 |
| ODE Tristan | 1370 | Min | FRA | PRO | -1N | +12B | +7N | -9B | +8N | EXE | -3B | 4 | 25 | 26,5 | 15 | 1094 | 6 |
| BILLON-BLOUIN Colin | 1510 | Min | FRA | PRO | +12N | -1B | +9N | +10B | -2B | -3N | +13B | 4 | 25 | 25,5 | 17 | | 7 |
| LEDUC Jocelyn | 1170 | Min | FRA | PRO | -10N | EXE | -5B | +11N | +13B | -2N | +9B | 4 | 20 | 20,5 | 13 | | 8 |
| CUZIN Maxime | 1330 | Min | FRA | PRO | -2B | -4N | +12B | +13N | -5B | +11N | EXE | 4 | 20 | 20,5 | 11 | 1168 | 9 |
| FERRER Gregory | 1199 | Min | FRA | PRO | -3N | +11B | -6B | +5N | EXE | -1B | -7N | 3 | 26,5 | 28 | 12 | | 10 |
| REGNE Damian | 1510 | Min | FRA | PRO | +7B | -2N | +13B | -6N | +11B | -4N | -1N | 3 | 25,5 | 26 | 15 | | 11 |
| LABRAK Yanis | 1010 | Min | FRA | PRO | -4B | -9N | EXE | -7B | -10N | -8B | +12N | 2 | 20 | 21,5 | 5 | 1000 | 12 |
| MORENO Jose | 1199 | Min | FRA | PRO | -6B | -5N | -8N | EXE | -4B | +13N | -11B | 2 | 20 | 20,5 | 5 | | 13 |
| BERTRAND Julian | 1070 | Min | FRA | PRO | EXE | -3B | -10N | -8B | -7N | -12B | -6N | 1 | 23 | 24,5 | 6 | |
Qualifiés : 6 premiers |