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 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Андрей Никандров | Aliant | Никифоров Кирилл | Максим Сорокопудов | Соколик | Volkov VS | саша | Фиофанова | SergS8 | bash | Maksim Graf | VALERYOS | fedosol | Гонщик | vlasov0318 | Sergey M | Markelitto | XoRoWmeister |
| Kart | 22 | 39 | 3 | 15 | 13 | 11 | 2 | 10 | 20 | 5 | 8 | 40 | 4 | 1 | 7 | 12 | 25 | 16 |
| 1 | 53.347 P1 | 52.591 P2 +1.024 +1.024 | 54.118 P3 +1.427 +0.403 | 51.892 P10 +3.531 +0.346 | 51.828 P11 +3.725 +0.194 | 52.181 P9 +3.185 +0.202 | 52.730 P7 +2.827 +0.148 | 51.858 P12 +4.022 +0.297 | 52.864 P16 +6.424 +1.196 | 52.883 P6 +2.679 +0.115 | 52.563 P8 +2.983 +0.156 | 52.618 P14 +5.042 +0.259 | 52.928 P4 +2.065 +0.638 | 52.393 P15 +5.228 +0.186 | 53.015 P13 +4.783 +0.761 | 54.202 P5 +2.564 +0.499 | 52.515 P17 +6.707 +0.283 | 54.777 P18 +8.038 +1.331 |
| 2 | 50.343 P1 | 50.247 P2 +0.928 +0.928 | 50.613 P3 +1.697 +0.769 | 51.923 P9 +5.111 +0.165 | 52.978 P11 +6.360 +0.439 | 53.773 P12 +6.615 +0.255 | 51.364 P6 +3.848 +0.350 | 52.242 P10 +5.921 +0.810 | 51.406 P15 +7.487 +0.467 | 51.162 P5 +3.498 +0.356 | 51.467 P7 +4.107 +0.259 | 52.092 P13 +6.791 +0.176 | 51.420 P4 +3.142 +1.445 | 52.742 P16 +7.627 +0.140 | 52.580 P14 +7.020 +0.229 | 52.725 P8 +4.946 +0.839 | 51.664 P17 +8.028 +0.401 | 52.950 P18 +10.645 +2.617 |
| 3 | 50.224 P1 | 50.108 P2 +0.812 +0.812 | 50.629 P3 +2.102 +1.290 | 51.601 P9 +6.488 +0.108 | 50.930 P10 +7.066 +0.578 | 51.138 P11 +7.529 +0.463 | 50.883 P6 +4.507 +0.245 | 52.128 P13 +7.825 +0.003 | 51.266 P14 +8.529 +0.704 | 50.988 P5 +4.262 +0.124 | 50.898 P7 +4.781 +0.274 | 51.255 P12 +7.822 +0.293 | 51.220 P4 +4.138 +2.036 | 52.812 P17 +10.215 +0.099 | 52.625 P15 +9.421 +0.892 | 51.658 P8 +6.380 +1.599 | 52.312 P16 +10.116 +0.695 | 52.243 P18 +12.664 +2.449 |
| 4 | 49.998 P1 | 50.108 P2 +0.922 +0.922 | 50.421 P3 +2.525 +1.603 | 50.677 P8 +7.167 +0.256 | 51.010 P9 +8.078 +0.911 | 51.330 P11 +8.861 +0.114 | 52.402 P7 +6.911 +0.158 | 51.285 P12 +9.112 +0.251 | 51.193 P13 +9.724 +0.612 | 52.489 P6 +6.753 +0.437 | 51.533 P5 +6.316 +0.161 | 52.494 P14 +10.318 +0.594 | 52.015 P4 +6.155 +3.630 | 51.186 P16 +11.403 +0.893 | 51.087 P15 +10.510 +0.192 | 52.365 P10 +8.747 +0.669 | 51.920 P17 +12.038 +0.635 | 52.113 P18 +14.779 +2.741 |
| 5 | 49.984 P1 | 49.885 P2 +0.823 +0.823 | 50.531 P3 +3.072 +2.249 | 51.640 P6 +8.823 +0.147 | 52.439 P9 +10.533 +0.897 | 50.759 P8 +9.636 +0.367 | 52.342 P7 +9.269 +0.446 | 52.234 P12 +11.362 +0.239 | 51.383 P11 +11.123 +0.112 | 51.907 P5 +8.676 +1.117 | 1:01.756 P18 +18.088 +1.101 | 51.674 P13 +12.008 +0.646 | 51.388 P4 +7.559 +4.487 | 51.381 P15 +12.800 +0.594 | 51.680 P14 +12.206 +0.198 | 52.248 P10 +11.011 +0.478 | 51.456 P16 +13.510 +0.710 | 52.192 P17 +16.987 +3.477 |
| 6 | 49.915 P1 | 49.875 P2 +0.783 +0.783 | 50.426 P3 +3.583 +2.800 | 50.729 P5 +9.637 +0.808 | 50.216 P9 +10.834 +0.654 | 50.459 P8 +10.180 +0.172 | 50.654 P7 +10.008 +0.208 | 51.389 P12 +12.836 +0.117 | 50.835 P10 +12.043 +1.209 | 51.039 P6 +9.800 +0.163 | 50.534 P17 +18.707 +3.745 | 50.994 P13 +13.087 +0.251 | 51.185 P4 +8.829 +5.246 | 50.841 P15 +13.726 +0.440 | 50.995 P14 +13.286 +0.199 | 51.623 P11 +12.719 +0.676 | 51.367 P16 +14.962 +1.236 | 52.569 P18 +19.641 +0.934 |
| 7 | 50.066 P1 | 49.844 P2 +0.561 +0.561 | 50.474 P3 +3.991 +3.430 | 50.571 P5 +10.142 +0.178 | 50.421 P8 +11.189 +0.218 | 51.251 P9 +11.365 +0.176 | 51.029 P7 +10.971 +0.489 | 51.213 P11 +13.983 +1.528 | 50.478 P10 +12.455 +1.090 | 50.748 P6 +10.482 +0.340 | 50.508 P17 +19.149 +3.123 | 51.302 P12 +14.323 +0.340 | 51.201 P4 +9.964 +5.973 | 51.682 P14 +15.342 +0.142 | 52.612 P15 +15.832 +0.490 | 52.547 P13 +15.200 +0.877 | 51.130 P16 +16.026 +0.194 | 51.913 P18 +21.488 +2.339 |
| 8 | 49.866 P1 | 49.741 P2 +0.436 +0.436 | 50.191 P3 +4.316 +3.880 | 50.620 P4 +10.896 +6.580 | 51.491 P7 +12.814 +0.266 | 51.526 P8 +13.025 +0.211 | 52.073 P9 +13.178 +0.153 | 50.419 P11 +14.536 +1.211 | 50.736 P10 +13.325 +0.147 | 51.932 P6 +12.548 +0.836 | 50.544 P17 +19.827 +1.870 | 50.964 P12 +15.421 +0.885 | 51.614 P5 +11.712 +0.816 | 51.858 P14 +17.334 +0.144 | 51.691 P15 +17.657 +0.323 | 51.856 P13 +17.190 +1.769 | 51.797 P16 +17.957 +0.300 | 52.115 P18 +23.737 +3.910 |
| 9 | 49.969 P1 | 49.732 P2 +0.199 +0.199 | 50.271 P3 +4.618 +4.419 | 50.512 P4 +11.439 +6.821 | 50.501 P6 +13.346 +0.479 | 50.936 P8 +13.992 +0.166 | 50.919 P9 +14.128 +0.136 | 50.497 P11 +15.064 +0.496 | 51.212 P10 +14.568 +0.440 | 51.247 P7 +13.826 +0.480 | 50.439 P17 +20.297 +1.162 | 50.736 P12 +16.188 +1.124 | 51.124 P5 +12.867 +1.428 | 51.190 P14 +18.555 +0.186 | 50.985 P15 +18.673 +0.118 | 51.148 P13 +18.369 +2.181 | 51.147 P16 +19.135 +0.462 | 51.898 P18 +25.666 +5.369 |
| 10 | 49.954 P1 | 49.873 P2 +0.118 +0.118 | 50.360 P3 +5.024 +4.906 | 50.340 P4 +11.825 +6.801 | 51.008 P5 +14.400 +2.575 | 50.872 P7 +14.910 +0.270 | 50.997 P8 +15.171 +0.261 | 50.659 P10 +15.769 +0.340 | 50.815 P9 +15.429 +0.258 | 50.768 P6 +14.640 +0.240 | 50.951 P16 +21.294 +0.529 | 50.956 P12 +17.190 +0.844 | 53.433 P11 +16.346 +0.577 | 51.587 P14 +20.188 +0.323 | 52.046 P15 +20.765 +0.577 | 51.450 P13 +19.865 +2.675 | 55.193 P17 +24.374 +3.080 | 52.165 P18 +27.877 +3.503 |
| 11 | 51.180 P1 | 51.311 P2 +0.249 +0.249 | 50.484 P3 +4.328 +4.079 | 50.437 P4 +11.082 +6.754 | 50.302 P5 +13.522 +2.440 | 50.437 P7 +14.167 +0.101 | 50.550 P8 +14.541 +0.374 | 50.484 P10 +15.073 +0.205 | 50.619 P9 +14.868 +0.327 | 50.606 P6 +14.066 +0.544 | 50.226 P16 +20.340 +0.157 | 50.931 P12 +16.941 +0.422 | 51.353 P11 +16.519 +1.446 | 50.851 P14 +19.859 +0.105 | 50.598 P15 +20.183 +0.324 | 51.069 P13 +19.754 +2.813 | 51.412 P17 +24.606 +4.266 | 51.747 P18 +28.444 +3.838 |
| 12 | 49.883 P1 | 49.974 P2 +0.340 +0.340 | 50.133 P3 +4.578 +4.238 | 50.288 P4 +11.487 +6.909 | 50.202 P5 +13.841 +2.354 | 50.574 P6 +14.858 +1.017 | 50.566 P7 +15.224 +0.366 | 50.767 P9 +15.957 +0.268 | 50.704 P8 +15.689 +0.465 | 52.289 P10 +16.472 +0.515 | 51.644 P14 +22.101 +0.616 | 50.813 P12 +17.871 +0.490 | 50.745 P11 +17.381 +0.909 | 51.509 P13 +21.485 +3.614 | 52.156 P15 +22.456 +0.355 | 52.751 P16 +22.622 +0.166 | 51.196 P17 +25.919 +3.297 | 52.067 P18 +30.628 +4.709 |
| 13 | 49.839 P1 | 49.914 P2 +0.415 +0.415 | 50.293 P3 +5.032 +4.617 | 50.400 P4 +12.048 +7.016 | 50.315 P5 +14.317 +2.269 | 50.214 P6 +15.233 +0.916 | 50.267 P7 +15.652 +0.419 | 50.299 P9 +16.417 +0.128 | 50.439 P8 +16.289 +0.637 | 50.702 P10 +17.335 +0.918 | 50.407 P13 +22.669 +3.908 | 50.729 P12 +18.761 +0.129 | 51.090 P11 +18.632 +1.297 | 51.587 P14 +23.233 +0.564 | 51.029 P15 +23.646 +0.413 | 51.129 P16 +23.912 +0.266 | 51.196 P17 +27.276 +3.364 | 51.940 P18 +32.729 +5.453 |
| 14 | 49.742 P1 | 49.888 P2 +0.561 +0.561 | 50.170 P3 +5.460 +4.899 | 50.377 P4 +12.683 +7.223 | 50.153 P5 +14.728 +2.045 | 50.040 P6 +15.531 +0.803 | 50.254 P7 +16.164 +0.633 | 50.488 P9 +17.163 +0.109 | 50.507 P8 +17.054 +0.890 | 50.594 P10 +18.187 +1.024 | 50.247 P13 +23.174 +1.942 | 52.213 P12 +21.232 +0.221 | 52.121 P11 +21.011 +2.824 | 50.997 P14 +24.488 +1.314 | 50.883 P15 +24.787 +0.299 | 50.922 P16 +25.092 +0.305 | 50.932 P17 +28.466 +3.374 | 51.937 P18 +34.924 +6.458 |
| 15 | 49.891 P1 | 49.880 P2 +0.550 +0.550 | 50.247 P3 +5.816 +5.266 | 50.217 P4 +13.009 +7.193 | 50.197 P5 +15.034 +2.025 | 50.193 P6 +15.833 +0.799 | 50.378 P7 +16.651 +0.818 | 50.564 P8 +17.836 +1.185 | 50.904 P9 +18.067 +0.231 | 50.918 P10 +19.214 +1.147 | 50.444 P13 +23.727 +0.643 | 51.743 P12 +23.084 +0.148 | 51.816 P11 +22.936 +3.722 | 50.918 P14 +25.515 +1.788 | 50.887 P15 +25.783 +0.268 | 50.910 P16 +26.111 +0.328 | 51.129 P17 +29.704 +3.593 | 51.894 P18 +36.927 +7.223 |
| 16 | 49.871 P1 | 49.710 P2 +0.389 +0.389 | 50.244 P3 +6.189 +5.800 | 50.202 P4 +13.340 +7.151 | 50.163 P5 +15.326 +1.986 | 50.175 P6 +16.137 +0.811 | 50.099 P7 +16.879 +0.742 | 50.411 P8 +18.376 +1.497 | 50.637 P9 +18.833 +0.457 | 50.693 P10 +20.036 +1.203 | 50.788 P11 +24.644 +4.608 | 51.923 P12 +25.136 +0.492 | 52.479 P13 +25.544 +0.408 | 50.674 P14 +26.318 +0.774 | 50.755 P15 +26.667 +0.349 | 50.781 P16 +27.021 +0.354 | 50.931 P17 +30.764 +3.743 | 52.028 P18 +39.084 +8.320 |
| 17 | 49.773 P1 | 49.757 P2 +0.373 +0.373 | 50.415 P3 +6.831 +6.458 | 50.184 P4 +13.751 +6.920 | 50.133 P5 +15.686 +1.935 | 50.066 P6 +16.430 +0.744 | 50.222 P7 +17.328 +0.898 | 50.321 P8 +18.924 +1.596 | 50.512 P9 +19.572 +0.648 | 50.609 P10 +20.872 +1.300 | 50.336 P11 +25.207 +4.335 | 50.921 P12 +26.284 +1.077 | 50.859 P13 +26.630 +0.346 | 50.390 P14 +26.935 +0.305 | 50.635 P15 +27.529 +0.594 | 50.811 P16 +28.059 +0.530 | 51.106 P17 +32.097 +4.038 | 51.710 P18 +41.021 +8.924 |
| 18 | 49.773 P1 | 49.730 P2 +0.330 +0.330 | 50.085 P3 +7.143 +6.813 | 50.256 P4 +14.234 +7.091 | 49.990 P5 +15.903 +1.669 | 50.150 P6 +16.807 +0.904 | 50.281 P7 +17.836 +1.029 | 50.502 P8 +19.653 +1.817 | 50.402 P9 +20.201 +0.548 | 50.649 P10 +21.748 +1.547 | 50.225 P11 +25.659 +3.911 | 50.846 P12 +27.357 +1.698 | 50.903 P13 +27.760 +0.403 | 50.751 P14 +27.913 +0.153 | 50.662 P15 +28.418 +0.505 | 50.880 P16 +29.166 +0.748 | 51.147 P17 +33.471 +4.305 | 51.811 P18 +43.059 +9.588 |
| Gap | +0.330 | +7.143 | +14.234 | +15.903 | +16.807 | +17.836 | +19.653 | +20.201 | +21.748 | +25.659 | +27.357 | +27.760 | +27.913 | +28.418 | +29.166 | +33.471 | +43.059 | |
| Best | 49.742 | 49.710 | 50.085 | 50.184 | 49.990 | 50.040 | 50.099 | 50.299 | 50.402 | 50.594 | 50.225 | 50.729 | 50.745 | 50.390 | 50.598 | 50.781 | 50.931 | 51.710 |
| Avg | 50.201 | 50.120 | 50.561 | 50.714 | 50.793 | 50.893 | 51.000 | 50.986 | 50.939 | 51.234 | 51.417 | 51.400 | 51.605 | 51.408 | 51.495 | 51.726 | 51.641 | 52.226 |
| Dev | 0.827 | 0.696 | 0.876 | 0.586 | 0.842 | 0.903 | 0.816 | 0.682 | 0.568 | 0.712 | 2.580 | 0.617 | 0.717 | 0.676 | 0.791 | 0.898 | 0.966 | 0.683 |