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)
Vaucluse Jeunes Pertuis 2013 - Cadets_Juniors - Pertuis | Moyenne : 1777 | Pays | Rapide | 1 | 2 | 3 | 4 | 5 | 6 | Pts | SB | NV | Perf | 1 | MERENCIANO Alexandre | FRA | 2050 | | 1 | 1 | 1 | 1 | 1 | 5 | 10 | 5 | +7,38 | 2 | HERNANDEZ Lara | FRA | 1800 | 0 | | 1 | 1 | 1 | 1 | 4 | 6 | 4 | +13,03 | 3 | VALCROSE Thomas | FRA | 1950 | 0 | 0 | | 1 | 1 | 1 | 3 | 3 | 3 | -7,79 | 4 | RAOUX Morgan | FRA | 1654 | 0 | 0 | 0 | | ½ | 1 | 1,5 | 1 | 1 | 1654 | 5 | ROBERT Simon | FRA | 1880 | 0 | 0 | 0 | ½ | | ½ | 1 | 1 | 0 | -23,47 | 6 | BRIATTE Meline | FRA | 1490 | 0 | 0 | 0 | 0 | ½ | | 0,5 | 0,5 | 0 | -2,22 |
Vaucluse Jeunes Robion 2012 - Cadets/Juniors - Robion
| Moyenne : 1783 | Pays | Rapide | 1 | 2 | 3 | 4 | 5 | 6 | Pts | SB | NV | Perf | 1 | RAYNE Remy | FRA | 1980 | | 1 | ½ | 1 | 1 | 1 | 4,5 | 9 | 4 | +7,32 | 2 | VALCROSE Thomas | FRA | 1990 | 0 | | 1 | 1 | 1 | 1 | 4 | 6,5 | 4 | +1,82 | 3 | LAMBERT Hugo | FRA | 2000 | ½ | 0 | | ½ | 1 | 1 | 3 | 5 | 2 | -8,61 | 4 | TONNAIRE Adrien | FRA | 1820 | 0 | 0 | ½ | | 0 | 1 | 1,5 | 2,5 | 1 | -12,39 | 5 | ROBERT Simon | FRA | 1586 | 0 | 0 | 0 | 1 | | 0 | 1 | 1,5 | 1 | 1586 | 6 | YOTIS Marianne | FRA | 1370 | 0 | 0 | 0 | 0 | 1 | | 1 | 1 | 1 | +4,73 |
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