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 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Sergegt | Sergey M | Smilodon999 | Valericson | fedosol | GlebkPro PitStop | iamfreak | игомаш | Iliya | спиллер | Георгий Полко | Turak | lollipop | Ростислав | zingerw |
| Kart | 14 | 17 | 3 | 8 | 7 | 39 | 15 | 22 | 24 | 19 | 29 | 23 | 18 | 27 | 35 |
| 1 | 54.589 P4 +1.242 +0.536 | 54.912 P1 | 53.580 P3 +0.706 +0.244 | 55.505 P8 +3.680 +0.313 | 54.424 P2 +0.462 +0.462 | 54.723 P5 +2.821 +1.579 | 54.579 P7 +3.367 +0.162 | 54.729 P9 +4.393 +0.713 | 54.618 P6 +3.205 +0.384 | 55.014 P10 +5.339 +0.946 | 55.720 P12 +5.972 +0.263 | 56.373 P11 +5.709 +0.370 | 55.887 P14 +6.955 +0.507 | 56.456 P15 +8.090 +1.135 | 55.654 P13 +6.448 +0.476 |
| 2 | 51.361 P4 +0.872 +0.141 | 51.731 P1 | 51.756 P3 +0.731 +0.295 | 52.540 P7 +4.489 +0.336 | 51.705 P2 +0.436 +0.436 | 52.568 P5 +3.658 +2.786 | 52.517 P6 +4.153 +0.495 | 52.541 P9 +5.203 +0.158 | 53.571 P8 +5.045 +0.556 | 52.163 P10 +5.771 +0.568 | 52.913 P12 +7.154 +0.269 | 52.907 P11 +6.885 +1.114 | 55.125 P15 +10.349 +0.372 | 53.618 P14 +9.977 +0.621 | 54.639 P13 +9.356 +2.202 |
| 3 | 51.566 P3 +0.925 +0.414 | 51.513 P1 | 51.844 P4 +1.062 +0.137 | 51.517 P7 +4.493 +0.498 | 51.588 P2 +0.511 +0.511 | 51.583 P5 +3.728 +2.666 | 51.355 P6 +3.995 +0.267 | 52.108 P8 +5.798 +1.305 | 52.606 P9 +6.138 +0.340 | 52.174 P10 +6.432 +0.294 | 52.428 P12 +8.069 +0.222 | 52.475 P11 +7.847 +1.415 | 54.497 P15 +13.333 +0.127 | 54.742 P14 +13.206 +0.643 | 54.720 P13 +12.563 +4.494 |
| 4 | 50.933 P3 +0.467 +0.099 | 51.391 P1 | 51.103 P4 +0.774 +0.307 | 52.644 P7 +5.746 +0.340 | 51.248 P2 +0.368 +0.368 | 52.843 P5 +5.180 +4.406 | 52.802 P6 +5.406 +0.226 | 51.766 P8 +6.173 +0.427 | 51.918 P9 +6.665 +0.492 | 52.010 P10 +7.051 +0.386 | 52.500 P11 +9.178 +2.127 | 53.495 P12 +9.951 +0.773 | 53.182 P14 +15.124 +1.058 | 54.648 P15 +16.463 +1.339 | 52.894 P13 +14.066 +4.115 |
| 5 | 51.471 P2 +0.609 +0.609 | 51.329 P1 | 52.083 P4 +1.528 +0.111 | 51.218 P6 +5.635 +0.509 | 52.378 P3 +1.417 +0.808 | 51.275 P5 +5.126 +3.598 | 51.864 P7 +5.941 +0.306 | 51.718 P8 +6.562 +0.621 | 51.901 P9 +7.237 +0.675 | 51.907 P10 +7.629 +0.392 | 52.141 P11 +9.990 +2.361 | 51.999 P12 +10.621 +0.631 | 52.570 P14 +16.365 +0.472 | 53.917 P15 +19.051 +2.686 | 53.156 P13 +15.893 +5.272 |
| 6 | 50.834 P2 +0.370 +0.370 | 51.073 P1 | 52.287 P4 +2.742 +0.186 | 51.167 P6 +5.729 +0.523 | 52.212 P3 +2.556 +2.186 | 51.153 P5 +5.206 +2.464 | 51.503 P7 +6.371 +0.642 | 51.614 P8 +7.103 +0.732 | 51.847 P9 +8.011 +0.908 | 51.780 P10 +8.336 +0.325 | 51.596 P11 +10.513 +2.177 | 52.139 P12 +11.687 +1.174 | 52.940 P13 +18.232 +6.545 | 52.860 P15 +20.838 +1.600 | 54.418 P14 +19.238 +1.006 |
| 7 | 50.998 P2 +0.224 +0.224 | 51.144 P1 | 51.586 P4 +3.184 +0.218 | 51.213 P6 +5.798 +0.352 | 51.554 P3 +2.966 +2.742 | 51.384 P5 +5.446 +2.262 | 51.064 P7 +6.291 +0.493 | 52.477 P8 +8.436 +2.145 | 52.224 P9 +9.091 +0.655 | 52.139 P10 +9.331 +0.240 | 51.840 P11 +11.209 +1.878 | 52.027 P12 +12.570 +1.361 | 52.208 P13 +19.296 +6.726 | 53.361 P15 +23.055 +0.424 | 54.537 P14 +22.631 +3.335 |
| 8 | 52.721 P2 +0.280 +0.280 | 52.665 P1 | 51.298 P4 +1.817 +0.121 | 51.179 P6 +4.312 +0.343 | 51.395 P3 +1.696 +1.416 | 51.188 P5 +3.969 +2.152 | 51.037 P7 +4.663 +0.351 | 51.684 P8 +7.455 +2.792 | 52.069 P9 +8.495 +1.040 | 52.226 P10 +8.892 +0.397 | 51.704 P11 +10.248 +1.356 | 51.902 P12 +11.807 +1.559 | 51.742 P13 +18.373 +6.566 | 53.401 P15 +23.791 +0.306 | 53.519 P14 +23.485 +5.112 |
| 9 | 51.261 P2 +0.276 +0.276 | 51.265 P1 | 52.415 P4 +2.967 +0.232 | 51.446 P6 +4.493 +0.533 | 52.304 P3 +2.735 +2.459 | 51.256 P5 +3.960 +0.993 | 51.467 P7 +4.865 +0.372 | 52.036 P8 +8.226 +3.361 | 52.159 P9 +9.389 +1.163 | 52.029 P10 +9.656 +0.267 | 52.169 P11 +11.152 +1.496 | 52.219 P12 +12.761 +1.609 | 51.983 P13 +19.091 +6.330 | 54.077 P15 +26.603 +1.000 | 53.383 P14 +25.603 +6.512 |
| 10 | 51.718 P2 +0.124 +0.124 | 51.870 P1 | 52.108 P3 +3.205 +3.081 | 51.412 P5 +4.035 +0.363 | 52.807 P4 +3.672 +0.467 | 52.863 P7 +4.953 +0.503 | 51.455 P6 +4.450 +0.415 | 51.721 P8 +8.077 +3.124 | 52.040 P9 +9.559 +1.482 | 52.083 P10 +9.869 +0.310 | 51.516 P11 +10.798 +0.929 | 52.055 P12 +12.946 +2.148 | 54.440 P13 +21.661 +8.715 | 53.512 P15 +28.245 +0.549 | 53.963 P14 +27.696 +6.035 |
| 11 | 51.309 P1 | 52.184 P2 +0.751 +0.751 | 51.156 P3 +2.928 +2.177 | 51.228 P5 +3.830 +0.297 | 51.294 P4 +3.533 +0.605 | 51.275 P7 +4.795 +0.730 | 51.048 P6 +4.065 +0.235 | 51.609 P8 +8.253 +3.458 | 51.942 P9 +10.068 +1.815 | 52.073 P10 +10.509 +0.441 | 51.445 P11 +10.810 +0.301 | 52.241 P12 +13.754 +2.944 | 52.079 P13 +22.307 +8.553 | 53.095 P15 +29.907 +0.493 | 53.151 P14 +29.414 +7.107 |
| 12 | 50.837 P1 | 51.242 P2 +1.156 +1.156 | 51.052 P3 +3.143 +1.987 | 51.796 P5 +4.789 +0.259 | 51.834 P4 +4.530 +1.387 | 52.317 P7 +6.275 +0.094 | 52.953 P6 +6.181 +1.392 | 52.254 P8 +9.670 +3.395 | 52.045 P9 +11.276 +1.606 | 51.923 P10 +11.595 +0.319 | 51.778 P11 +11.751 +0.156 | 52.484 P12 +15.401 +3.650 | 52.538 P13 +24.008 +8.607 | 53.479 P14 +32.549 +8.541 | 55.626 P15 +34.203 +1.654 |
| 13 | 51.097 P1 | 51.016 P2 +1.075 +1.075 | 51.014 P3 +3.060 +1.985 | 51.874 P5 +5.566 +0.198 | 51.935 P4 +5.368 +2.308 | 52.030 P7 +7.208 +0.548 | 51.576 P6 +6.660 +1.094 | 51.742 P8 +10.315 +3.107 | 52.182 P9 +12.361 +2.046 | 52.182 P10 +12.680 +0.319 | 52.177 P11 +12.831 +0.151 | 52.130 P12 +16.434 +3.603 | 52.417 P13 +25.328 +8.894 | 53.180 P14 +34.632 +9.304 | 53.502 P15 +36.608 +1.976 |
| 14 | 50.869 P1 | 51.000 P2 +1.206 +1.206 | 51.047 P3 +3.238 +2.032 | 52.931 P5 +7.628 +0.130 | 52.999 P4 +7.498 +4.260 | 51.819 P7 +8.158 +0.164 | 52.203 P6 +7.994 +0.366 | 51.911 P8 +11.357 +3.199 | 51.928 P9 +13.420 +2.063 | 51.995 P10 +13.806 +0.386 | 52.270 P11 +14.232 +0.426 | 52.316 P12 +17.881 +3.649 | 51.911 P13 +26.370 +8.489 | 53.270 P14 +37.033 +10.663 | 55.404 P15 +41.143 +4.110 |
| 15 | 51.052 P1 | 50.940 P2 +1.094 +1.094 | 50.922 P3 +3.108 +2.014 | 52.732 P4 +9.308 +6.200 | 53.143 P5 +9.589 +0.281 | 53.319 P7 +10.425 +0.484 | 52.999 P6 +9.941 +0.352 | 51.632 P8 +11.937 +1.512 | 51.775 P9 +14.143 +2.206 | 51.680 P10 +14.434 +0.291 | 51.783 P11 +14.963 +0.529 | 52.231 P12 +19.060 +4.097 | 53.713 P13 +29.031 +9.971 | 52.956 P14 +38.937 +9.906 | 53.492 P15 +43.583 +4.646 |
| 16 | 51.086 P1 | 51.074 P2 +1.082 +1.082 | 50.938 P3 +2.960 +1.878 | 51.562 P4 +9.784 +6.824 | 51.560 P5 +10.063 +0.279 | 51.629 P7 +10.968 +0.843 | 51.270 P6 +10.125 +0.062 | 51.524 P8 +12.375 +1.407 | 52.003 P9 +15.060 +2.685 | 51.946 P10 +15.294 +0.234 | 52.023 P11 +15.900 +0.606 | 52.283 P12 +20.257 +4.357 | 51.943 P13 +29.888 +9.631 | 52.774 P14 +40.625 +10.737 | 53.370 P15 +45.867 +5.242 |
| 17 | 51.060 P1 | 51.072 P2 +1.094 +1.094 | 50.820 P3 +2.720 +1.626 | 51.587 P4 +10.311 +7.591 | 51.921 P5 +10.924 +0.613 | 51.246 P7 +11.154 +0.132 | 51.957 P6 +11.022 +0.098 | 51.917 P8 +13.232 +2.078 | 52.009 P9 +16.009 +2.777 | 52.149 P10 +16.383 +0.374 | 51.851 P11 +16.691 +0.308 | 52.395 P12 +21.592 +4.901 | 51.548 P13 +30.376 +8.784 | 53.135 P14 +42.700 +12.324 | 53.248 P15 +48.055 +5.355 |
| 18 | 51.231 P1 | 50.879 P2 +0.742 +0.742 | 50.959 P3 +2.448 +1.706 | 51.362 P4 +10.442 +7.994 | 52.488 P5 +12.181 +1.739 | 52.269 P6 +12.192 +0.011 | 52.798 P7 +12.589 +0.397 | 51.350 P8 +13.351 +0.762 | 51.999 P9 +16.777 +3.426 | 52.327 P10 +17.479 +0.702 | 52.168 P11 +17.628 +0.149 | 52.397 P12 +22.758 +5.130 | 51.780 P13 +30.925 +8.167 | 52.701 P14 +44.170 +13.245 | |
| Gap | +0.742 | +2.448 | +10.442 | +12.181 | +12.192 | +12.589 | +13.351 | +16.777 | +17.479 | +17.628 | +22.758 | +30.925 | +44.170 | +48.055 | |
| Best | 50.834 | 50.879 | 50.820 | 51.167 | 51.248 | 51.153 | 51.037 | 51.350 | 51.775 | 51.680 | 51.445 | 51.902 | 51.548 | 52.701 | 52.894 |
| Avg | 51.444 | 51.572 | 51.553 | 51.939 | 52.154 | 52.041 | 52.024 | 52.018 | 52.268 | 52.211 | 52.223 | 52.559 | 52.916 | 53.621 | 54.039 |
| Dev | 0.876 | 0.930 | 0.707 | 1.034 | 0.783 | 0.923 | 0.907 | 0.727 | 0.691 | 0.697 | 0.923 | 0.992 | 1.254 | 0.888 | 0.890 |