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)
Vaucluse Jeunes Pertuis 2013 - Petits Poussins - Pertuis | Moyenne : 864 | Pays | Rapide | 1 | 2 | 3 | 4 | 5 | 6 | 7 | Pts | SB | NV | Perf | 1 | GACHON Alban | FRA | 1000 | | 1 | 1 | 1 | 1 | 1 | 1 | 7 | 21 | 6 | 1713 | 2 | FERRU Adrien | FRA | 900 | 0 | | 1 | 1 | 1 | 1 | 1 | 6 | 15 | 5 | 1272 | 3 | PRUDENT BOURGOIN Terence
| FRA | 830 | 0 | 0 | | ½ | 1 | 1 | 1 | 4,5 | 8,25 | 3 | 1084 | 4 | HUOT-SOUDAIN Celestin | FRA | 920 | 0 | 0 | ½ | | 1 | 1 | 1 | 4,5 | 8,25 | 3 | 1086 | 5 | GUILHOT Noa | FRA | 800 | 0 | 0 | 0 | 0 | | 1 | 1 | 3 | 3 | 2 | 1000 | 6 | MALRIC Sacha | FRA | 799 | 0 | 0 | 0 | 0 | 0 | | 1 | 2 | 1 | 1 | 1000 | 7 | SANCHEZ-DEHAIS Pablo | FRA | 800 | 0 | 0 | 0 | 0 | 0 | 0 | | 1 | 0 | 0 | 1000 |
Vaucluse Jeunes Robion 2012 - Petits Poussins 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 | | VILLEVIEILLE Lucas | 870 | Ppo | FRA | PRO | +9N | +3B | +2N | +5B | +4N | +6B | +8N | 7 | 24,5 | 27,5 | 28 | 1740 | 2 | | TONNAIRE Florian | 860 | Ppo | FRA | PRO | +8B | +4N | -1B | +6N | +3B | +5N | +9B | 6 | 25,5 | 28,5 | 23 | 1402 | 3 | | AUBERT Maxime | 799 | Ppo | FRA | PRO | +14B | -1N | +8B | +13N | -2N | +4B | =5B | 4,5 | 25,5 | 26 | 18,5 | 1214 | 4 | | LAURENT-PAOLI Louis | 799 | Ppo | FRA | PRO | +7N | -2B | +9N | >10B | -1B | -3N | +11B | 4 | 28,5 | 31 | 16 | 1128 | 5 | | GUILLON Pablo | 890 | Ppo | FRA | PRO | =6B | +12N | +11B | -1N | +8B | -2B | =3N | 4 | 26,5 | 28 | 18 | 1169 | 6 | | FERRU Adrien | 799 | Ppo | FRA | PRO | =5N | +7B | +10N | -2B | -9N | -1N | +14B | 3,5 | 28 | 28,5 | 15,5 | 1133 | 7 | | DUVAL Quentin | 820 | Ppo | FRA | PRO | -4B | -6N | +14B | -8N | +13B | =11N | +12B | 3,5 | 16 | 16,5 | 10 | 1026 | 8 | | GARRIGOS Alexandre | 799 | Ppo | FRA | PRO | -2N | +13B | -3N | +7B | -5N | +9B | -1B | 3 | 28 | 30 | 12 | 1075 | 9 | | GACHON Alban | 799 | Ppo | FRA | PRO | -1B | +14N | -4B | +11N | +6B | -8N | -2N | 3 | 25,5 | 26 | 13 | 1054 | 10 | | PISLOR Romain | 799 | Ppo | FRA | PRO | +12B | +11N | -6B | <4N | | | +13N | 3 | 18,5 | 20 | 14 | 1208 | 11 | | BRIATTE Leo-Paul | 830 | Ppo | FRA | PRO | +13N | -10B | -5N | -9B | +12N | =7B | -4N | 2,5 | 20,5 | 22 | 11 | 1000 | 12 | | ANDRE LAUGIER Julien | 799 | Ppo | FRA | PRO | -10N | -5B | -13N | +14B | -11B | EXE | -7N | 2 | 20 | 20,5 | 5 | 1000 | 13 | | LABORIE Landry | 799 | Ppo | FRA | PRO | -11B | -8N | +12B | -3B | -7N | +14N | -10B | 2 | 19,5 | 20 | 7 | 1000 | 14 | | PRUDENT BOURGOIN Terence | 799 | Ppo | FRA | PRO | -3N | -9B | -7N | -12N | EXE | -13B | -6N | 1 | 20 | 21,5 | 2 | 1000 |
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