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 | 11 | |
|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | fedosol | lollipop | Малахов | usefuldaria | Артём Филиппов | Андрей Дунаев | ilya malakhov | E.S.V. | theodolite4t30p | Sergio | Александр Гусаров |
| Kart | 7 | 10 | 4 | 16 | 12 | 13 | 5 | 8 | 3 | 15 | 11 |
| 1 | 54.877 P1 | 54.761 P2 +0.576 +0.576 | 54.818 P5 +3.757 +0.467 | 56.214 P3 +2.549 +1.973 | 56.596 P8 +4.511 +0.184 | 56.075 P7 +4.327 +0.315 | 56.282 P10 +5.533 +0.346 | 56.852 P6 +4.012 +0.255 | 57.733 P9 +5.187 +0.676 | 58.896 P4 +3.290 +0.741 | 58.112 P11 +7.642 +2.109 |
| 2 | 51.891 P1 | 52.277 P2 +0.962 +0.962 | 51.811 P4 +3.677 +0.588 | 52.431 P3 +3.089 +2.127 | 54.040 P7 +6.660 +0.088 | 54.845 P8 +7.281 +0.621 | 54.061 P9 +7.703 +0.422 | 54.440 P5 +6.561 +2.884 | 1:09.127 P11 +22.423 +11.132 | 55.173 P6 +6.572 +0.011 | 55.540 P10 +11.291 +3.588 |
| 3 | 51.682 P1 | 51.814 P2 +1.094 +1.094 | 51.871 P4 +3.866 +0.401 | 52.058 P3 +3.465 +2.371 | 52.956 P5 +7.934 +4.068 | 54.437 P7 +10.036 +0.559 | 53.456 P6 +9.477 +1.543 | 55.895 P8 +10.774 +0.738 | 54.130 P11 +24.871 +6.138 | 1:03.843 P10 +18.733 +2.183 | 56.941 P9 +16.550 +5.776 |
| 4 | 51.559 P1 | 52.006 P2 +1.541 +1.541 | 52.121 P3 +4.428 +2.887 | 52.659 P4 +4.565 +0.137 | 52.513 P5 +8.888 +4.323 | 52.909 P7 +11.386 +1.031 | 52.437 P6 +10.355 +1.467 | 52.426 P8 +11.641 +0.255 | 53.566 P11 +26.878 +4.605 | 55.099 P10 +22.273 +1.471 | 55.811 P9 +20.802 +9.161 |
| 5 | 51.509 P1 | 51.365 P2 +1.397 +1.397 | 51.575 P3 +4.494 +3.097 | 52.033 P4 +5.089 +0.595 | 52.176 P5 +9.555 +4.466 | 52.608 P7 +12.485 +0.718 | 52.921 P6 +11.767 +2.212 | 53.108 P8 +13.240 +0.755 | 53.990 P11 +29.359 +3.902 | 54.693 P10 +25.457 +0.714 | 55.450 P9 +24.743 +11.503 |
| 6 | 51.228 P1 | 51.246 P2 +1.415 +1.415 | 51.215 P3 +4.481 +3.066 | 51.593 P4 +5.454 +0.973 | 52.360 P5 +10.687 +5.233 | 52.720 P7 +13.977 +0.801 | 52.637 P6 +13.176 +2.489 | 52.698 P8 +14.710 +0.733 | 53.386 P11 +31.517 +2.173 | 55.115 P10 +29.344 +0.485 | 55.344 P9 +28.859 +14.149 |
| 7 | 51.441 P1 | 51.470 P2 +1.444 +1.444 | 51.191 P3 +4.231 +2.787 | 51.999 P4 +6.012 +1.781 | 52.106 P5 +11.352 +5.340 | 52.360 P7 +14.896 +0.591 | 52.570 P6 +14.305 +2.953 | 52.396 P8 +15.665 +0.769 | 52.988 P11 +33.064 +0.564 | 54.597 P10 +32.500 +0.440 | 54.642 P9 +32.060 +16.395 |
| 8 | 51.215 P1 | 51.449 P2 +1.678 +1.678 | 51.149 P3 +4.165 +2.487 | 51.580 P4 +6.377 +2.212 | 52.000 P5 +12.137 +5.760 | 52.993 P6 +16.674 +4.537 | 55.496 P8 +18.586 +0.931 | 53.205 P7 +17.655 +0.981 | 54.094 P9 +35.943 +17.357 | 55.488 P10 +36.773 +0.830 | 56.643 P11 +37.488 +0.715 |
| 9 | 51.504 P1 | 51.146 P2 +1.320 +1.320 | 51.063 P3 +3.724 +2.404 | 51.771 P4 +6.644 +2.920 | 52.296 P5 +12.929 +6.285 | 52.913 P6 +18.083 +5.154 | 53.013 P7 +20.095 +2.012 | 58.369 P8 +24.520 +4.425 | 52.917 P9 +37.356 +12.836 | 54.471 P10 +39.740 +2.384 | 54.528 P11 +40.512 +0.772 |
| 10 | 51.306 P1 | 51.139 P2 +1.153 +1.153 | 50.861 P3 +3.279 +2.126 | 51.428 P4 +6.766 +3.487 | 52.000 P5 +13.623 +6.857 | 52.427 P6 +19.204 +5.581 | 52.439 P7 +21.228 +2.024 | 52.648 P8 +25.862 +4.634 | 52.905 P9 +38.955 +13.093 | 54.654 P10 +43.088 +4.133 | 54.059 P11 +43.265 +0.177 |
| Gap | +1.153 | +3.279 | +6.766 | +13.623 | +19.204 | +21.228 | +25.862 | +38.955 | +43.088 | +43.265 | |
| Best | 51.215 | 51.139 | 50.861 | 51.428 | 52.000 | 52.360 | 52.437 | 52.396 | 52.905 | 54.471 | 54.059 |
| Avg | 51.821 | 51.867 | 51.767 | 52.376 | 52.904 | 53.428 | 53.531 | 54.203 | 55.483 | 56.202 | 55.707 |
| Dev | 1.037 | 1.029 | 1.087 | 1.330 | 1.362 | 1.186 | 1.283 | 2.015 | 4.741 | 2.826 | 1.169 |