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)
Vaucluse Jeunes Pertuis 2013 - Poussines - Pertuis | Moyenne : 992 | Pays | Rapide | 1 | 2 | 3 | 4 | 5 | 6 | Pts | SB | NV | Perf | 1 | MONTUS Juliane | FRA | 1210 | | 1 | 1 | 1 | 1 | 1 | 5 | 10 | 5 | 1700 | 2 | ARMENGAUD Lola | FRA | 1290 | 0 | | 1 | 1 | 1 | 1 | 4 | 6 | 4 | 1295 | 3 | ARMENGAUD Maela | FRA | 1050 | 0 | 0 | | 1 | 1 | 1 | 3 | 3 | 3 | 1177 | 4 | ROUX Emmy | FRA | 800 | 0 | 0 | 0 | | 1 | 1 | 2 | 1 | 2 | 1039 | 5 | POINDEXTRE Zoe | FRA | 800 | 0 | 0 | 0 | 0 | | 1 | 1 | 0 | 1 | 1000 | 6 | MATHE Julie | FRA | 799 | 0 | 0 | 0 | 0 | 0 | | 0 | 0 | 0 | 1000 |
Vaucluse Jeunes Robion 2012 - Poussines - Robion
| Moyenne : 970 | Pays | Rapide | 1 | 2 | 3 | Pts | SB | NV | Perf | 1 | ARMENGAUD Lola | FRA | 1240 | | 2 | 2 | 6 | 12 | 4 | 1686 | 2 | MONTUS Juliane | FRA | 870 | 0 | | 2 | 4 | 4 | 2 | 1121 | 3 | BERARD Fanny | FRA | 799 | 0 | 0 | | 2 | 0 | 0 | 1000 |
Qualifiées : 4 premières |