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 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Samoshkin | Sergegt | Андрей Килин | Bakki | Roy_Raymond | спиллер | Valericson | Гидромет | dab_lya | GlebkPro PitStop | lollipop | Evdokov | Volkov VS | андрей |
| Kart | 20 | 3 | 4 | 11 | 13 | 30 | 16 | 31 | 1 | 24 | 21 | 9 | 25 | 23 |
| 1 | 53.115 P9 +3.639 +0.102 | 53.284 P3 +1.164 +0.555 | 53.596 P7 +3.408 +0.372 | 54.234 P1 | 55.049 P4 +1.887 +0.723 | 53.864 P5 +2.360 +0.473 | 54.553 P8 +3.537 +0.129 | 53.728 P12 +5.345 +0.207 | 53.828 P10 +4.133 +0.494 | 54.065 P11 +5.138 +1.005 | 54.282 P13 +5.674 +0.329 | 53.827 P6 +3.036 +0.676 | 53.214 P2 +0.609 +0.609 | 55.258 P14 +7.669 +1.995 |
| 2 | 51.182 P7 +3.883 +0.235 | 51.568 P3 +1.794 +1.270 | 51.178 P6 +3.648 +0.976 | 50.938 P1 | 51.260 P4 +2.209 +0.415 | 51.250 P5 +2.672 +0.463 | 53.227 P10 +5.826 +0.094 | 52.561 P12 +6.968 +0.293 | 52.537 P9 +5.732 +1.043 | 52.475 P11 +6.675 +0.849 | 52.683 P13 +7.419 +0.451 | 52.591 P8 +4.689 +0.806 | 50.853 P2 +0.524 +0.524 | 54.198 P14 +10.929 +3.510 |
| 3 | 50.701 P5 +3.349 +0.148 | 51.131 P2 +1.690 +1.690 | 50.788 P4 +3.201 +0.942 | 51.235 P1 | 51.285 P3 +2.259 +0.569 | 52.354 P6 +3.791 +0.442 | 51.789 P7 +6.380 +2.589 | 52.217 P9 +7.950 +0.202 | 53.251 P8 +7.748 +1.368 | 54.609 P12 +10.049 +0.944 | 52.921 P11 +9.105 +0.472 | 55.179 P10 +8.633 +0.683 | 1:00.878 P13 +10.167 +0.118 | 54.115 P14 +13.809 +3.642 |
| 4 | 50.994 P5 +3.110 +0.128 | 51.007 P2 +1.464 +1.464 | 51.014 P4 +2.982 +1.180 | 51.233 P1 | 50.776 P3 +1.802 +0.338 | 51.244 P6 +3.802 +0.692 | 51.444 P7 +6.591 +2.789 | 53.867 P10 +10.584 +0.526 | 52.993 P8 +9.508 +2.917 | 52.250 P13 +11.066 +0.038 | 52.919 P11 +10.791 +0.207 | 52.658 P9 +10.058 +0.550 | 52.094 P12 +11.028 +0.237 | 54.707 P14 +17.283 +6.217 |
| 5 | 50.560 P5 +2.702 +0.207 | 50.886 P2 +1.382 +1.382 | 50.481 P4 +2.495 +0.349 | 50.968 P1 | 51.312 P3 +2.146 +0.764 | 50.735 P6 +3.569 +0.867 | 51.489 P7 +7.112 +3.543 | 52.071 P10 +11.687 +0.220 | 52.203 P8 +10.743 +3.631 | 52.662 P13 +12.760 +0.381 | 52.556 P12 +12.379 +0.508 | 52.377 P9 +11.467 +0.724 | 51.811 P11 +11.871 +0.184 | 54.738 P14 +21.053 +8.293 |
| 6 | 50.982 P4 +2.986 +0.482 | 51.210 P2 +1.894 +1.894 | 50.707 P3 +2.504 +0.610 | 50.698 P1 | 51.997 P5 +3.445 +0.459 | 51.227 P6 +4.098 +0.653 | 51.391 P7 +7.805 +3.707 | 52.086 P11 +13.075 +0.214 | 51.904 P8 +11.949 +4.144 | 52.205 P13 +14.267 +0.527 | 52.059 P12 +13.740 +0.665 | 51.587 P9 +12.356 +0.407 | 51.688 P10 +12.861 +0.505 | 54.663 P14 +25.018 +10.751 |
| 7 | 50.402 P3 +2.665 +0.265 | 51.229 P2 +2.400 +2.400 | 50.929 P4 +2.710 +0.045 | 50.723 P1 | 50.651 P5 +3.373 +0.663 | 50.813 P6 +4.188 +0.815 | 51.225 P7 +8.307 +4.119 | 51.774 P11 +14.126 +0.378 | 51.913 P8 +13.139 +4.832 | 51.686 P13 +15.230 +0.388 | 51.825 P12 +14.842 +0.716 | 51.878 P9 +13.511 +0.372 | 51.610 P10 +13.748 +0.237 | 54.405 P14 +28.700 +13.470 |
| 8 | 50.777 P3 +2.507 +0.121 | 50.921 P2 +2.386 +2.386 | 51.354 P4 +3.129 +0.622 | 50.935 P1 | 50.794 P5 +3.232 +0.103 | 50.850 P6 +4.103 +0.871 | 51.347 P7 +8.719 +4.616 | 52.562 P10 +15.753 +0.382 | 51.804 P8 +14.008 +5.289 | 54.147 P12 +18.442 +1.189 | 53.346 P11 +17.253 +1.500 | 52.795 P9 +15.371 +1.363 | 1:20.881 P14 +43.694 +10.682 | 55.247 P13 +33.012 +14.570 |
| 9 | 51.198 P3 +3.002 +0.131 | 51.188 P2 +2.871 +2.871 | 50.795 P4 +3.221 +0.219 | 50.703 P1 | 51.202 P5 +3.731 +0.510 | 50.881 P6 +4.281 +0.550 | 51.046 P7 +9.062 +4.781 | 51.623 P10 +16.673 +0.002 | 51.740 P8 +15.045 +5.983 | 51.547 P12 +19.286 +0.519 | 52.217 P11 +18.767 +2.094 | 52.003 P9 +16.671 +1.626 | 50.913 P14 +43.904 +6.101 | 55.494 P13 +37.803 +18.517 |
| 10 | 50.327 P2 +2.686 +2.686 | 51.027 P3 +3.255 +0.569 | 51.576 P4 +4.154 +0.899 | 50.643 P1 | 51.072 P4 +4.160 +0.006 | 50.923 P6 +4.561 +0.401 | 51.144 P7 +9.563 +5.002 | 51.605 P9 +17.635 +1.348 | 51.885 P8 +16.287 +6.724 | 51.672 P11 +20.315 +0.453 | 51.738 P10 +19.862 +2.227 | 1:00.950 P12 +26.978 +6.663 | 50.309 P14 +43.570 +1.781 | 54.629 P13 +41.789 +14.811 |
| 11 | 50.132 P2 +1.730 +1.730 | 50.735 P3 +2.902 +1.172 | 51.635 P4 +4.701 +1.799 | 51.088 P1 | 51.826 P5 +4.898 +0.197 | 51.777 P6 +5.250 +0.352 | 51.254 P7 +9.729 +4.479 | 51.395 P9 +17.942 +0.794 | 51.949 P8 +17.148 +7.419 | 52.163 P11 +21.390 +1.168 | 51.448 P10 +20.222 +2.280 | 52.282 P12 +28.172 +6.782 | 51.430 P13 +43.912 +15.740 | 55.302 P14 +46.003 +2.091 |
| 12 | 49.950 P2 +0.757 +0.757 | 50.489 P3 +2.468 +1.711 | 50.366 P4 +4.144 +1.676 | 50.923 P1 | 51.034 P5 +5.009 +0.865 | 51.082 P6 +5.409 +0.400 | 51.161 P7 +9.967 +4.558 | 51.582 P9 +18.601 +0.572 | 51.804 P8 +18.029 +8.062 | 51.208 P11 +21.675 +1.049 | 51.327 P10 +20.626 +2.025 | 52.449 P12 +29.698 +8.023 | 50.349 P13 +43.338 +13.640 | 54.595 P14 +49.675 +6.337 |
| 13 | 51.111 P2 +0.097 +0.097 | 50.731 P3 +1.428 +1.331 | 50.167 P4 +2.540 +1.112 | 51.771 P1 | 50.408 P5 +3.646 +1.106 | 50.663 P6 +4.301 +0.655 | 50.933 P7 +9.129 +4.828 | 51.883 P9 +18.713 +0.212 | 52.243 P8 +18.501 +9.372 | 51.359 P11 +21.263 +0.807 | 51.601 P10 +20.456 +1.743 | 52.174 P12 +30.101 +8.838 | 50.326 P13 +41.893 +11.792 | 1:00.565 P14 +1l (~58.590) +16.697 |
| 14 | 51.537 P2 +0.177 +0.177 | 50.663 P3 +0.634 +0.457 | 49.988 P4 +1.071 +0.437 | 51.457 P1 | 50.502 P5 +2.691 +1.620 | 50.609 P6 +3.453 +0.762 | 51.018 P7 +8.690 +5.237 | 52.143 P9 +19.399 +0.291 | 52.064 P8 +19.108 +10.418 | 50.866 P11 +20.672 +0.041 | 51.632 P10 +20.631 +1.232 | 52.008 P12 +30.652 +9.980 | 50.295 P13 +40.731 +10.079 | 55.161 P14 +1l (~62.675) +21.944 |
| 15 | 50.930 P1 | 51.064 P2 +0.591 +0.591 | 51.310 P3 +1.274 +0.683 | 52.926 P4 +1.819 +0.545 | 50.605 P5 +2.189 +0.370 | 50.899 P6 +3.245 +1.056 | 54.310 P7 +11.893 +8.648 | 51.795 P9 +20.087 +0.159 | 51.927 P8 +19.928 +8.035 | 51.488 P10 +21.053 +0.966 | 52.620 P11 +22.144 +1.091 | 52.366 P12 +31.911 +9.767 | 50.413 P13 +40.037 +8.126 | 54.411 P14 +1l (~65.394) +25.357 |
| 16 | 50.127 P1 | 50.596 P2 +1.060 +1.060 | 50.281 P3 +1.428 +0.368 | 50.650 P4 +2.342 +0.914 | 51.046 P5 +3.108 +0.766 | 50.704 P6 +3.822 +0.714 | 51.335 P7 +13.101 +9.279 | 52.276 P8 +22.236 +9.135 | 53.976 P10 +23.777 +0.029 | 52.822 P9 +23.748 +1.512 | 51.947 P11 +23.964 +0.187 | 52.448 P12 +34.232 +10.268 | 50.558 P13 +40.468 +6.236 | 54.130 P14 +1l (~69.572) +29.104 |
| 17 | 50.326 P1 | 50.819 P2 +1.553 +1.553 | 50.607 P3 +1.709 +0.156 | 50.793 P4 +2.809 +1.100 | 50.707 P5 +3.489 +0.680 | 50.587 P6 +4.083 +0.594 | 51.178 P7 +13.953 +9.870 | 51.437 P8 +23.347 +9.394 | 52.215 P9 +25.666 +2.319 | 53.166 P10 +26.588 +0.922 | 53.006 P11 +26.644 +0.056 | 52.021 P12 +35.927 +9.283 | 50.258 P13 +40.400 +4.473 | 54.195 P14 +1l |
| 18 | 50.141 P1 | 50.790 P2 +2.202 +2.202 | 50.760 P3 +2.328 +0.126 | 50.375 P4 +3.043 +0.715 | 50.324 P5 +3.672 +0.629 | 50.572 P6 +4.514 +0.842 | 51.130 P7 +14.942 +10.428 | 51.489 P8 +24.695 +9.753 | 51.825 P9 +27.350 +2.655 | 51.699 P10 +28.146 +0.796 | 52.232 P11 +28.735 +0.589 | 52.713 P12 +38.499 +9.764 | 50.545 P13 +40.804 +2.305 | |
| Gap | +2.202 | +2.328 | +3.043 | +3.672 | +4.514 | +14.942 | +24.695 | +27.350 | +28.146 | +28.735 | +38.499 | +40.804 | +1l (~69.572) | |
| Best | 49.950 | 50.489 | 49.988 | 50.375 | 50.324 | 50.572 | 50.933 | 51.395 | 51.740 | 50.866 | 51.327 | 51.587 | 50.258 | 54.115 |
| Avg | 50.805 | 51.074 | 50.974 | 51.238 | 51.213 | 51.168 | 51.720 | 52.116 | 52.336 | 52.338 | 52.353 | 53.017 | 53.245 | 55.047 |
| Dev | 0.712 | 0.595 | 0.782 | 0.913 | 1.029 | 0.788 | 1.076 | 0.689 | 0.683 | 1.042 | 0.741 | 2.079 | 7.113 | 1.446 |