A champion is defined not by their wins, but how they can recover when they fall.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Мирослав | Смирнов Михаил | АбЭма (Alexandr Ponomarev) | Егор Никущенко | McQueen | Моисеев Иван | Veronika | Роман Калиновский | Дмитрий Ермолаев | Куприянов Иван |
| Kart | 10 | 8 | 4 | 3 | 13 | 7 | 11 | 9 | 5 | 1 |
| 1 | 35.488 P1 | 35.639 P2 +0.656 +0.656 | 36.868 P3 +4.751 +4.095 | 39.004 P5 +12.327 +0.736 | 42.305 P6 +16.025 +3.698 | 43.877 P7 +18.272 +2.247 | 39.106 P4 +11.591 +6.840 | 44.695 P8 +19.719 +1.447 | 46.003 P9 +21.708 +1.989 | 49.489 P10 +26.447 +4.739 |
| 2 | 37.492 P2 +0.738 +0.738 | 36.098 P1 | 36.003 P3 +4.000 +3.262 | 39.324 P5 +14.897 +1.119 | 39.705 P6 +18.976 +4.079 | 38.619 P7 +20.137 +1.161 | 38.941 P4 +13.778 +9.778 | 39.592 P8 +22.557 +2.420 | 40.088 P9 +25.042 +2.485 | 1:15.581 P10 +1l (~65.309) +40.267 |
| 3 | 35.597 P2 +0.623 +0.623 | 35.712 P1 | 36.939 P3 +5.227 +4.604 | 38.374 P5 +17.559 +0.718 | 38.677 P6 +21.941 +4.382 | 39.147 P7 +23.572 +1.631 | 38.775 P4 +16.841 +11.614 | 39.113 P8 +25.958 +2.386 | 40.975 P9 +30.305 +4.347 | 43.111 P10 +1l (~72.528) +42.223 |
| 4 | 35.726 P2 +0.542 +0.542 | 35.807 P1 | 36.627 P3 +6.047 +5.505 | 37.827 P5 +19.579 +0.361 | 38.985 P6 +25.119 +5.540 | 38.857 P7 +26.622 +1.503 | 38.184 P4 +19.218 +13.171 | 38.817 P8 +28.968 +2.346 | 45.354 P9 +1l (~39.744) +10.776 | 43.860 P10 +2l (~80.917) +41.173 |
| 5 | 38.670 P2 +0.358 +0.358 | 38.854 P1 | 36.273 P3 +3.466 +3.108 | 39.191 P5 +19.916 +1.024 | 39.173 P6 +25.438 +5.522 | 39.023 P7 +26.791 +1.353 | 38.528 P4 +18.892 +15.426 | 40.306 P8 +30.420 +3.629 | 41.460 P9 +1l (~42.541) +12.121 | 41.071 P10 +2l (~82.870) +40.329 |
| 6 | 36.190 P2 +0.233 +0.233 | 36.315 P1 | 39.356 P3 +6.507 +6.274 | 39.273 P5 +22.874 +1.674 | 39.267 P6 +28.390 +5.516 | 39.649 P7 +30.125 +1.735 | 38.623 P4 +21.200 +14.693 | 39.369 P8 +33.474 +3.349 | 41.685 P9 +1l (~47.590) +14.116 | 42.070 P10 +2l (~88.694) +41.104 |
| 7 | 36.021 P2 +0.279 +0.279 | 35.975 P1 | 41.605 P3 +12.137 +11.858 | 38.256 P5 +25.155 +2.327 | 39.294 P6 +31.709 +6.554 | 39.155 P7 +33.305 +1.596 | 37.603 P4 +22.828 +10.691 | 42.166 P8 +1l (~39.476) +6.171 | 41.387 P9 +1l (~53.144) +13.668 | 45.368 P10 +2l (~98.150) +45.006 |
| 8 | 37.153 P1 | 37.966 P2 +0.534 +0.534 | 40.645 P3 +15.350 +14.816 | 38.790 P5 +26.513 +3.235 | 39.773 P6 +34.050 +7.537 | 38.794 P7 +34.667 +0.617 | 37.882 P4 +23.278 +7.928 | 38.461 P8 +1l (~40.449) +5.782 | 40.687 P9 +1l (~56.090) +15.641 | 45.552 P10 +2l (~105.949) +49.859 |
| 9 | 35.198 P1 | 35.354 P2 +0.690 +0.690 | 37.110 P3 +17.262 +16.572 | 38.321 P5 +29.636 +3.719 | 50.296 P7 +1l (~49.212) +9.071 | 40.630 P6 +1l (~40.141) +10.505 | 37.837 P4 +25.917 +8.655 | 45.479 P8 +1l (~51.115) +1.903 | 40.252 P9 +1l (~61.844) +10.729 | 44.725 P10 +3l (~116.078) +54.234 |
| 10 | 35.898 P1 | 40.119 P2 +4.911 +4.911 | 35.533 P3 +16.897 +11.986 | 41.947 P4 +1l (~35.831) +18.934 | 40.265 P7 +1l (~53.640) +6.888 | 42.770 P6 +1l (~46.752) +2.529 | 54.402 P5 +1l (~44.223) +8.392 | 40.818 P8 +1l (~55.854) +2.214 | 39.519 P9 +1l (~65.293) +9.439 | 46.947 P10 +3l (~126.703) +61.410 |
| 11 | 35.888 P1 | 41.532 P2 +10.555 +10.555 | 38.421 P3 +19.430 +8.875 | 41.046 P4 +1l (~40.981) +21.551 | 40.610 P7 +1l (~58.386) +9.074 | 38.125 P6 +1l (~49.312) +3.589 | 37.358 P5 +1l (~45.723) +4.742 | 41.015 P8 +1l (~60.940) +2.554 | 39.180 P9 +1l (~68.310) +7.370 | 45.103 P10 +3l (~135.879) +67.569 |
| 12 | 38.210 P1 | 35.640 P2 +7.985 +7.985 | 39.202 P3 +20.422 +12.437 | 39.041 P4 +1l (~41.576) +21.154 | 39.941 P7 +1l (~59.589) +0.770 | 45.033 P5 +1l (~55.936) +14.360 | 51.157 P6 +1l (~58.819) +2.883 | 39.691 P8 +1l (~62.453) +2.864 | 39.950 P9 +1l (~69.977) +7.524 | 44.300 P10 +3l (~141.736) +71.759 |
| 13 | 35.117 P1 | 45.111 P2 +17.979 +17.979 | 38.617 P3 +23.922 +5.943 | 38.409 P4 +1l (~45.055) +21.133 | 40.209 P6 +1l (~64.829) | 43.775 P5 +1l (~64.829) +19.774 | 43.219 P7 +1l (~67.034) +2.205 | 40.817 P8 +1l (~67.968) +0.934 | 41.955 P9 +1l (~76.946) +8.978 | |
| 14 | 35.503 P1 | 38.627 P2 +21.103 +21.103 | 37.827 P3 +26.246 +5.143 | 37.826 P4 +1l (~47.078) +20.832 | 42.512 P5 +1l (~71.882) +24.804 | 43.894 P6 +1l (~73.083) +1.201 | 41.962 P7 +1l (~73.220) +0.137 | 41.980 P8 +1l (~74.702) +1.482 | 41.740 P9 +1l (~83.065) +8.363 | |
| 15 | 41.926 P1 | 35.772 P2 +14.949 +14.949 | 35.751 P3 +20.071 +5.122 | 38.754 P4 +1l | ||||||
| 16 | 41.776 P1 | 35.623 P2 +8.796 +8.796 | ||||||||
| Gap | +8.796 | +20.071 | +1l (~47.078) | +1l (~64.829) | +1l (~64.829) | +1l (~67.034) | +1l (~67.968) | +1l (~76.946) | +3l (~135.879) | |
| Best | 35.117 | 35.354 | 35.533 | 37.826 | 38.677 | 38.125 | 37.358 | 38.461 | 39.180 | 41.071 |
| Avg | 36.990 | 37.509 | 37.785 | 39.025 | 40.786 | 40.810 | 40.969 | 40.879 | 41.445 | 47.264 |
| Dev | 2.100 | 2.671 | 1.758 | 1.086 | 2.855 | 2.381 | 5.110 | 2.027 | 1.920 | 8.792 |