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)
Vaucluse Jeunes Pertuis 2013 - Benjamins 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 | | LAURENT-PAOLI Pierre | 2110 | Ben | FRA | PRO | +8B | +3N | +5B | +2N | =4B | +6N | +9B | 6,5 | 27 | 30,5 | 26,5 | | 2 | | DEGEORGES Mathis | 1770 | Ben | FRA | PRO | +12B | +10N | +4B | -1B | +5N | +3N | +8B | 6 | 27 | 30 | 24 | | 3 | | BIENVENUE Yohan | 1380 | Ben | FRA | PRO | +14N | -1B | +11N | +6B | +10N | -2B | +5N | 5 | 27,5 | 30 | 20 | 1999 | 4 | | CAZABAN Michel | 1850 | Ben | FRA | PRO | +11N | +6B | -2N | +9B | =1N | -5B | +10N | 4,5 | 27,5 | 31 | 19,5 | | 5 | | DESCHRYVER-PAGES Axel | 1600 | Ben | FRA | PRO | +16N | +9B | -1N | +13B | -2B | +4N | -3B | 4 | 28,5 | 30,5 | 19 | 1590 | 6 | | LICHA Nathan | 1400 | Ben | FRA | PRO | +17B | -4N | +8B | -3N | +15B | -1B | +18N | 4 | 23 | 24 | 16 | | 7 | | DOUZON Arthur | 990 | Ben | FRA | PRO | -9N | -11B | +17B | -12N | +18N | +14B | +13N | 4 | 17 | 18 | 11 | 1168 | 8 | | CANO Alexandre | 1120 | Ben | FRA | PRO | -1N | +13B | -6N | +14B | =9N | +11B | -2N | 3,5 | 26,5 | 29 | 13,5 | 1363 | 9 | | MONI Kilian | 1260 | Ben | FRA | PRO | +7B | -5N | +12B | -4N | =8B | +13B | -1N | 3,5 | 25,5 | 28,5 | 15,5 | 1373 | 10 | | VIOU Jean-Philippe | 1210 | Ben | FRA | PRO | +15N | -2B | +16N | =11B | -3B | +12N | -4B | 3,5 | 24 | 26 | 16 | 1292 | 11 | | GASSIER Julien | 1120 | Ben | FRA | PRO | -4B | +7N | -3B | =10N | +16B | -8N | +15B | 3,5 | 22,5 | 24,5 | 12 | 1216 | 12 | | VANG CHAY Pelunenglo | 1080 | Ben | FRA | PRO | -2N | +14B | -9N | +7B | -13N | -10B | +17N | 3 | 22,5 | 24 | 11 | 1154 | 13 | | LABALETTE Maxime | 1180 | Ben | FRA | PRO | +18B | -8N | +15B | -5N | +12B | -9N | -7B | 3 | 20 | 21 | 15 | 1130 | 14 | | MARTINEZ Cedric | 999 | Ben | FRA | PRO | -3B | -12N | +18B | -8N | +17B | -7N | =16B | 2,5 | 19 | 20 | 8,5 | 1011 | 15 | | REVEL Enzo | 970 | Ben | FRA | PRO | -10B | +17N | -13N | +16B | -6N | -18B | -11N | 2 | 17,5 | 18,5 | 10 | 1000 | 16 | | DELAFOSSE Sofiane | 999 | Ben | FRA | PRO | -5B | +18N | -10B | -15N | -11N | =17B | =14N | 2 | 17 | 18 | 7,5 | 1000 | 17 | | EYMERY Arnaud | 999 | Ben | FRA | PRO | -6N | -15B | -7N | +18B | -14N | =16N | -12B | 1,5 | 17,5 | 18,5 | 5 | 1000 | 18 | | GASTOU Paul | 920 | Ben | FRA | PRO | -13N | -16B | -14N | -17N | -7B | +15N | -6B | 1 | 17,5 | 19 | 2 | 1000 |
Vaucluse Jeunes Robion 2012 - Benjamins 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 |
| LAURENT-PAOLI Pierre | 1950 | Ben | FRA | PRO | +14N | +9B | +3N | +4B | -2N | +6B | +7N | 6 | 29,5 | 33 | 25 | | 2 |
| REGNE Callix | 1630 | Ben | FRA | PRO | +12B | +15N | +8N | +7B | +1B | +5N | -3N | 6 | 28,5 | 31,5 | 27 | 1783 | 3 |
| BILLON-BLOUIN Alec | 1540 | Ben | FRA | PRO | +22B | +16N | -1B | +15N | +9B | +8N | +2B | 6 | 26 | 28 | 23 | 2030 | 4 |
| CAZABAN Michel | 1990 | Ben | FRA | PRO | +11B | +10N | +7B | -1N | -5B | +16N | +9B | 5 | 26,5 | 29,5 | 21 | | 5 |
| SOKOLOVITCH Thomas | 1350 | Ben | FRA | PRO | +21N | -8B | +11N | +14B | +4N | -2B | =6N | 4,5 | 27 | 29,5 | 19,5 | 1506 | 6 |
| RICCI-SOUBRAT Cyril | 1300 | Ben | FRA | PRO | +25B | -7N | +22B | +8N | +15B | -1N | =5B | 4,5 | 23,5 | 24,5 | 19,5 | 1450 | 7 |
| DEGEORGES Hugo | 1560 | Ben | FRA | PRO | +13N | +6B | -4N | -2N | +14B | +10N | -1B | 4 | 29,5 | 33 | 18 | 1584 | 8 |
| VIGNAL Bastien | 999 | Ben | FRA | PRO | +17N | +5N | -2B | -6B | +11N | -3B | +21N | 4 | 28 | 30,5 | 17 | 1372 | 9 |
| FARNOUX Baptiste | 1310 | Ben | FRA | PRO | +19B | -1N | +12B | +16N | -3N | +18B | -4N | 4 | 27 | 30 | 18 | | 10 |
| MONI Kilian | 1310 | Ben | FRA | PRO | +23N | -4B | -14N | +17B | +13N | -7B | +18N | 4 | 22,5 | 24,5 | 15 | 1334 | 11 |
| SAINTE-CLAIR Morgan | 1230 | Ben | FRA | PRO | -4N | +23B | -5B | +21N | -8B | +19N | +15B | 4 | 22 | 24 | 13 | 1326 | 12 |
| DALLON Damien | 1180 | Ben | FRA | PRO | -2N | +24B | -9N | +20B | -18N | +21B | +17N | 4 | 21,5 | 23 | 13 | 1255 | 13 |
| SIRAOUI Sofiane | 1170 | Ben | FRA | PRO | -7B | +25N | -15B | +19N | -10B | +24N | +16B | 4 | 18,5 | 19,5 | 13 | 1273 | 14 |
| ISARD Zephyr | 1220 | Ben | FRA | PRO | -1B | +19N | +10B | -5N | -7N | =17B | +23N | 3,5 | 24,5 | 26,5 | 13 | 1306 | 15 |
| ALFRED Luno | 1290 | Ben | FRA | PRO | +24N | -2B | +13N | -3B | -6N | +23B | -11N | 3 | 26,5 | 28 | 14 | 1234 | 16 |
| CANO Alexandre | 1270 | Ben | FRA | PRO | +26N | -3B | +20N | -9B | +23N | -4B | -13N | 3 | 24 | 24,5 | 15 | 1225 | 17 |
| LABALETTE Maxime | 1280 | Ben | FRA | PRO | -8B | +20N | =21B | -10N | +22B | =14N | -12B | 3 | 21 | 23 | 12,5 | 1131 | 18 |
| BENYEKHLEF Fahd | 1240 | Ben | FRA | PRO | -20B | -21N | +25B | +22N | +12B | -9N | -10B | 3 | 19,5 | 20,5 | 12 | 1115 | 19 |
| GUILLON Matheo | 1020 | Ben | FRA | PRO | -9N | -14B | +24N | -13B | +26N | -11B | +25N | 3 | 18 | 18,5 | 9 | 1120 | 20 |
| MONTAGNAC Emile | 890 | Ben | FRA | PRO | +18N | -17B | -16B | -12N | -21B | +22N | +26B | 3 | 17,5 | 18 | 10 | 1061 | 21 |
| GASSIER Julien | 1070 | Ben | FRA | PRO | -5B | +18B | =17N | -11B | +20N | -12N | -8B | 2,5 | 22,5 | 25,5 | 11,5 | 1101 | 22 |
| DIMECK Theo | 1070 | Ben | FRA | PRO | -3N | +26B | -6N | -18B | -17N | -20B | +24B | 2 | 21 | 21,5 | 7 | 1000 | 23 |
| IMERI Arber | 999 | Ben | FRA | PRO | -10B | -11N | +26B | +25N | -16B | -15N | -14B | 2 | 18,5 | 19 | 9 | 1031 | 24 |
| MATHIEU Arthur | 999 | Ben | FRA | PRO | -15B | -12N | -19B | =26N | +25B | -13B | -22N | 1,5 | 17 | 17,5 | 5 | 1000 | 25 |
| KARABACAK Onur | 999 | Ben | FRA | PRO | -6N | -13B | -18N | -23B | -24N | +26B | -19B | 1 | 18 | 18,5 | 2 | 1000 | 26 |
| VINTENON Yves | 999 | Ben | FRA | PRO | -16B | -22N | -23N | =24B | -19B | -25N | -20N | 0,5 | 14,5 | 15,5 | 2 | 1000 |
Qualifiés : 6 premiers |