A champion is defined not by their wins, but how they can recover when they fall.
| 1 | 2 | 3 | 4 | 5 | 6 | |
|---|---|---|---|---|---|---|
| Driver | Илья | Кирилл | Ева | Линар | Рассул | Оля |
| Kart | 28 | 29 | 23 | 22 | 27 | 26 |
| 1 | 37.494 P1 | 44.322 P2 +21.642 +21.642 | 50.079 P5 +30.799 +4.180 | 47.238 P4 +26.619 +3.234 | 53.064 P6 +1l (~41.774) +10.975 | 45.236 P3 +23.385 +1.743 |
| 2 | 37.466 P1 | 44.661 P2 +28.837 +28.837 | 49.259 P5 +1l (~42.747) +9.235 | 44.359 P4 +33.512 +1.909 | 50.634 P6 +1l (~54.863) +12.116 | 45.684 P3 +31.603 +2.766 |
| 3 | 38.837 P1 | 43.629 P2 +33.629 +33.629 | 45.051 P5 +1l (~48.989) +9.593 | 44.415 P3 +39.090 +5.461 | 51.486 P6 +1l (~67.940) +18.951 | 46.630 P4 +39.396 +0.306 |
| 4 | 39.975 P1 | 43.568 P2 +37.222 +37.222 | 45.341 P5 +1l (~54.508) +7.055 | 47.914 P4 +1l (~47.453) +4.868 | 48.273 P6 +2l (~76.035) +21.527 | 43.036 P3 +1l (~42.585) +5.363 |
| 5 | 37.866 P1 | 43.434 P2 +1l (~42.760) +42.760 | 45.139 P5 +1l (~61.377) +6.976 | 45.110 P4 +1l (~54.401) +3.254 | 52.411 P6 +2l (~90.958) +29.581 | 46.040 P3 +1l (~51.147) +8.387 |
| 6 | 37.582 P1 | 43.907 P2 +1l (~49.239) +49.239 | 44.671 P5 +1l (~68.809) +7.208 | 44.625 P4 +1l (~61.601) +4.782 | 49.478 P6 +2l (~102.714) +33.905 | 43.173 P3 +1l (~56.819) +7.580 |
| 7 | 36.430 P1 | 41.813 P2 +1l (~54.328) +54.328 | 45.913 P5 +2l (~77.760) +8.050 | 44.842 P4 +1l (~69.710) +8.142 | 55.612 P6 +3l (~121.558) +43.798 | 41.995 P3 +1l (~61.568) +7.240 |
| 8 | 37.507 P1 | 40.701 P2 +1l (~58.136) +58.136 | 44.509 P5 +2l (~85.601) +1.885 | 50.947 P4 +2l (~83.716) +17.127 | 51.449 P6 +3l (~135.456) +49.855 | 42.174 P3 +1l (~66.589) +8.453 |
| 9 | 37.454 P1 | 43.785 P2 +1l (~64.126) +64.126 | 51.115 P4 +2l (~98.727) +29.183 | 53.295 P5 +2l (~98.727) | 49.969 P6 +3l (~147.890) +49.163 | 40.517 P3 +1l (~69.544) +5.418 |
| 10 | 39.594 P1 | 42.676 P2 +1l (~66.695) +66.695 | 48.512 P5 +2l (~107.269) +0.198 | 47.836 P4 +2l (~107.071) +35.477 | 49.743 P6 +4l (~158.042) +50.773 | 41.874 P3 +1l (~71.594) +4.899 |
| 11 | 37.115 P1 | 42.110 P2 +1l (~72.339) +72.339 | 49.189 P5 +3l (~120.269) +1.088 | 48.950 P4 +3l (~119.181) +37.643 | 47.933 P6 +4l (~169.104) +48.835 | 46.862 P3 +2l (~81.538) +9.199 |
| 12 | 36.255 P1 | 44.326 P2 +1l (~80.291) +80.291 | 44.723 P5 +3l (~128.000) +0.745 | 44.544 P4 +3l (~127.255) +40.345 | 47.240 P6 +4l (~180.177) +52.177 | 41.443 P3 +2l (~86.910) +6.619 |
| 13 | 39.379 P1 | 42.786 P2 +2l (~83.266) +83.266 | 44.102 P5 +3l (~132.598) +0.573 | 44.135 P4 +3l (~132.025) +42.962 | 48.880 P6 +4l (~189.275) +56.677 | 42.472 P3 +2l (~89.063) +5.797 |
| 14 | 42.727 P1 | 41.866 P2 +2l (~82.919) +82.919 | 42.137 P3 +3l (~132.347) +49.428 | 46.244 P4 +3l (~136.045) +3.698 | 48.058 P5 +4l (~195.016) +58.971 | |
| 15 | 39.497 P1 | 42.899 P2 +2l (~86.205) +86.205 | 43.138 P3 +3l (~136.228) +50.023 | 45.153 P4 +3l (~141.354) +5.126 | 48.628 P5 +5l (~203.817) +62.463 | |
| 16 | 42.362 P1 | 44.035 P2 +2l (~88.001) +88.001 | 43.420 P3 +3l (~136.836) +48.835 | 42.964 P4 +3l (~141.908) +5.072 | 46.424 P5 +5l (~208.054) +66.146 | |
| 17 | 37.619 P1 | 42.045 P2 +2l (~92.292) +92.292 | 43.372 P3 +3l (~142.824) +50.532 | 43.685 P4 +3l (~147.844) +5.020 | 46.544 P5 +5l (~216.630) +68.786 | |
| 18 | 38.301 P1 | 42.727 P2 +2l (~96.714) +96.714 | 42.754 P3 +3l (~147.115) +50.401 | 43.810 P4 +3l (~152.970) +5.855 | ||
| 19 | 39.029 P1 | 41.361 P2 +2l (~98.900) +98.900 | 43.807 P3 +3l (~151.538) +52.638 | 45.324 P4 +3l (~159.359) +7.821 | ||
| 20 | 44.847 P1 | 41.252 P2 +2l (~94.968) +94.968 | ||||
| 21 | 38.619 P1 | |||||
| 22 | 37.969 P1 | |||||
| 23 | 39.250 P1 | |||||
| Gap | +2l (~98.900) | +3l (~147.115) | +3l (~152.970) | +5l (~208.054) | +2l (~86.910) | |
| Best | 36.255 | 40.701 | 42.137 | 42.964 | 46.424 | 40.517 |
| Avg | 38.833 | 42.895 | 45.591 | 46.073 | 49.754 | 43.625 |
| Dev | 2.026 | 1.121 | 2.616 | 2.619 | 2.392 | 2.081 |