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 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Artem Yagodka | Большаков | georgin | fgb | Васюков | AVenger | Gleb Kiforenko | Kirill Okko | Алика | KAA999 | vitalychi | SERG |
| Kart | 2 | 17 | 24 | 12 | 3 | 21 | 18 | 15 | 20 | 16 | 29 | 30 |
| 1 | 52.749 P5 +1.682 +0.110 | 53.427 P1 | 52.374 P9 +3.655 +0.103 | 52.609 P3 +0.968 +0.834 | 53.567 P4 +1.572 +0.604 | 53.423 P6 +3.099 +1.417 | 52.821 P2 +0.134 +0.134 | 54.046 P7 +3.360 +0.261 | 53.336 P8 +3.552 +0.192 | 54.898 P11 +4.947 +0.807 | 53.336 P10 +4.140 +0.485 | 53.770 P12 +5.449 +0.502 |
| 2 | 50.449 P4 +1.700 +0.381 | 50.431 P1 | 51.367 P7 +4.591 +0.981 | 50.782 P3 +1.319 +1.036 | 51.261 P5 +2.402 +0.702 | 50.942 P6 +3.610 +1.208 | 50.580 P2 +0.283 +0.283 | 53.340 P9 +6.269 +0.297 | 52.851 P8 +5.972 +1.381 | 52.558 P11 +7.074 +0.598 | 52.767 P10 +6.476 +0.207 | 52.556 P12 +7.574 +0.500 |
| 3 | 50.633 P4 +1.972 +0.353 | 50.361 P1 | 50.442 P7 +4.672 +0.502 | 50.661 P3 +1.619 +0.251 | 50.790 P5 +2.831 +0.859 | 50.921 P6 +4.170 +1.339 | 51.446 P2 +1.368 +1.368 | 51.647 P9 +7.555 +0.314 | 51.630 P8 +7.241 +2.569 | 51.916 P10 +8.629 +1.074 | 56.238 P11 +12.353 +3.724 | 57.357 P12 +14.570 +2.217 |
| 4 | 50.460 P4 +2.102 +0.155 | 50.330 P1 | 50.710 P7 +5.052 +0.213 | 50.658 P3 +1.947 +0.398 | 50.679 P5 +3.180 +1.078 | 50.999 P6 +4.839 +1.659 | 50.511 P2 +1.549 +1.549 | 51.190 P9 +8.415 +0.252 | 51.252 P8 +8.163 +3.111 | 52.710 P10 +11.009 +2.594 | 51.676 P11 +13.699 +2.690 | 52.049 P12 +16.289 +2.590 |
| 5 | 50.096 P3 +1.959 +0.455 | 50.239 P1 | 50.533 P7 +5.346 +0.098 | 50.888 P4 +2.596 +0.637 | 50.613 P5 +3.554 +0.958 | 50.648 P6 +5.248 +1.694 | 50.194 P2 +1.504 +1.504 | 51.451 P9 +9.627 +0.557 | 51.146 P8 +9.070 +3.724 | 51.060 P10 +11.830 +2.203 | 51.605 P11 +15.065 +3.235 | 52.036 P12 +18.086 +3.021 |
| 6 | 50.104 P3 +1.898 +0.227 | 50.165 P1 | 50.269 P6 +5.450 +1.310 | 50.422 P4 +2.853 +0.955 | 50.751 P5 +4.140 +1.287 | 50.973 P7 +6.056 +0.606 | 50.332 P2 +1.671 +1.671 | 51.040 P9 +10.502 +0.372 | 51.225 P8 +10.130 +4.074 | 51.850 P10 +13.515 +3.013 | 51.425 P11 +16.325 +2.810 | 52.085 P12 +20.006 +3.681 |
| 7 | 50.306 P3 +1.873 +0.312 | 50.331 P1 | 49.957 P6 +5.076 +0.705 | 50.369 P4 +2.891 +1.018 | 50.562 P5 +4.371 +1.480 | 50.646 P7 +6.371 +1.295 | 50.221 P2 +1.561 +1.561 | 50.791 P9 +10.962 +0.277 | 50.886 P8 +10.685 +4.314 | 51.733 P10 +14.917 +3.955 | 51.267 P11 +17.261 +2.344 | 52.434 P12 +22.109 +4.848 |
| 8 | 49.783 P3 +1.658 +0.148 | 49.998 P1 | 49.959 P6 +5.037 +0.111 | 50.267 P4 +3.160 +1.502 | 50.553 P5 +4.926 +1.766 | 50.536 P7 +6.909 +1.872 | 49.947 P2 +1.510 +1.510 | 51.354 P9 +12.318 +0.198 | 51.433 P8 +12.120 +5.211 | 51.221 P10 +16.140 +3.822 | 51.351 P11 +18.614 +2.474 | 52.620 P12 +24.731 +6.117 |
| 9 | 50.047 P3 +1.863 +0.134 | 49.842 P1 | 50.455 P5 +5.650 +1.901 | 50.431 P4 +3.749 +1.886 | 51.140 P6 +6.224 +0.574 | 50.456 P7 +7.523 +1.299 | 50.061 P2 +1.729 +1.729 | 51.295 P9 +13.771 +0.197 | 51.296 P8 +13.574 +6.051 | 51.549 P10 +17.847 +4.076 | 51.106 P11 +19.878 +2.031 | 52.052 P12 +26.941 +7.063 |
| 10 | 50.614 P1 | 55.197 P3 +2.720 +0.445 | 50.090 P4 +3.263 +0.543 | 51.003 P2 +2.275 +2.275 | 50.336 P5 +4.083 +0.820 | 50.596 P6 +5.642 +1.559 | 1:00.325 P7 +9.577 +3.935 | 51.353 P9 +12.647 +0.199 | 51.351 P8 +12.448 +2.871 | 51.168 P10 +16.538 +3.891 | 51.224 P11 +18.625 +2.087 | 51.944 P12 +26.408 +7.783 |
| 11 | 50.149 P1 | 50.242 P3 +2.813 +0.300 | 49.913 P4 +3.027 +0.214 | 50.387 P2 +2.513 +2.513 | 50.541 P5 +4.475 +1.448 | 50.606 P6 +6.099 +1.624 | 50.154 P7 +9.582 +3.483 | 51.269 P8 +13.767 +4.185 | 51.695 P9 +13.994 +0.227 | 51.653 P10 +18.042 +4.048 | 51.272 P11 +19.748 +1.706 | 52.318 P12 +28.577 +8.829 |
| 12 | 49.983 P1 | 50.172 P2 +3.002 +3.002 | 50.406 P4 +3.450 +0.148 | 50.772 P3 +3.302 +0.300 | 50.520 P5 +5.012 +1.562 | 50.417 P6 +6.533 +1.521 | 50.229 P7 +9.828 +3.295 | 51.306 P8 +15.090 +5.262 | 51.234 P9 +15.245 +0.155 | 51.130 P10 +19.189 +3.944 | 51.203 P11 +20.968 +1.779 | 51.969 P12 +30.563 +9.595 |
| 13 | 50.044 P1 | 50.065 P2 +3.023 +3.023 | 50.182 P4 +3.588 +0.212 | 50.118 P3 +3.376 +0.353 | 50.612 P5 +5.580 +1.992 | 50.479 P6 +6.968 +1.388 | 50.233 P7 +10.017 +3.049 | 52.064 P9 +17.110 +0.269 | 51.640 P8 +16.841 +6.824 | 51.166 P10 +20.311 +3.201 | 51.229 P11 +22.153 +1.842 | 51.891 P12 +32.410 +10.257 |
| 14 | 49.916 P1 | 50.002 P2 +3.109 +3.109 | 49.984 P3 +3.656 +0.547 | 50.307 P4 +3.767 +0.111 | 50.399 P5 +6.063 +2.296 | 50.477 P6 +7.529 +1.466 | 50.410 P7 +10.511 +2.982 | 51.276 P8 +18.470 +7.959 | 52.074 P9 +18.999 +0.529 | 51.314 P10 +21.709 +2.710 | 51.656 P11 +23.893 +2.184 | 52.042 P12 +34.536 +10.643 |
| 15 | 49.952 P1 | 50.022 P2 +3.179 +3.179 | 50.180 P3 +3.884 +0.705 | 50.329 P4 +4.144 +0.260 | 50.598 P5 +6.709 +2.565 | 50.464 P6 +8.041 +1.332 | 50.225 P7 +10.784 +2.743 | 51.023 P8 +19.541 +8.757 | 51.022 P9 +20.069 +0.528 | 51.320 P10 +23.077 +3.008 | 51.418 P11 +25.359 +2.282 | 52.096 P12 +36.680 +11.321 |
| 16 | 50.039 P1 | 50.165 P2 +3.305 +3.305 | 50.012 P3 +3.857 +0.552 | 50.099 P4 +4.204 +0.347 | 50.482 P5 +7.152 +2.948 | 50.383 P6 +8.385 +1.233 | 50.309 P7 +11.054 +2.669 | 51.162 P8 +20.664 +9.610 | 50.941 P9 +20.971 +0.307 | 50.935 P10 +23.973 +3.002 | 51.731 P11 +27.051 +3.078 | 51.827 P12 +38.468 +11.417 |
| 17 | 50.209 P1 | 50.153 P2 +3.249 +3.249 | 49.970 P3 +3.618 +0.369 | 50.093 P4 +4.088 +0.470 | 50.605 P5 +7.548 +3.460 | 50.445 P6 +8.621 +1.073 | 50.523 P7 +11.368 +2.747 | 51.574 P8 +22.029 +10.661 | 51.593 P9 +22.355 +0.326 | 51.867 P10 +25.631 +3.276 | 51.652 P11 +28.494 +2.863 | 52.397 P12 +40.656 +12.162 |
| Gap | +3.249 | +3.618 | +4.088 | +7.548 | +8.621 | +11.368 | +22.029 | +22.355 | +25.631 | +28.494 | +40.656 | |
| Best | 49.783 | 49.842 | 49.913 | 50.093 | 50.336 | 50.383 | 49.947 | 50.791 | 50.886 | 50.935 | 51.106 | 51.827 |
| Avg | 50.325 | 50.655 | 50.400 | 50.599 | 50.824 | 50.788 | 51.089 | 51.598 | 51.565 | 51.767 | 51.891 | 52.555 |
| Dev | 0.650 | 1.377 | 0.609 | 0.570 | 0.723 | 0.689 | 2.401 | 0.820 | 0.635 | 0.922 | 1.225 | 1.279 |