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 | |
|---|---|---|---|---|---|---|---|---|---|
| Driver | PitStop4ик | RinzleR | Виктор | polyshes | vlasov0318 | SERG | Никита Решетов | BessFm | efimov.media |
| Kart | 17 | 11 | 30 | 22 | 9 | 27 | 4 | 28 | 15 |
| 1 | 53.715 P2 +0.653 +0.653 | 53.989 P1 | 54.914 P5 +4.694 +0.705 | 54.700 P3 +2.404 +1.751 | 57.030 P7 +5.205 +0.213 | 55.074 P4 +3.989 +1.585 | 55.393 P6 +4.992 +0.298 | 55.681 P8 +5.641 +0.436 | 55.780 P9 +6.279 +0.638 |
| 2 | 50.612 P2 +0.331 +0.331 | 50.934 P1 | 51.909 P5 +5.669 +1.485 | 51.936 P3 +3.406 +3.075 | 52.073 P7 +6.344 +0.218 | 51.129 P4 +4.184 +0.778 | 52.068 P6 +6.126 +0.457 | 52.458 P8 +7.165 +0.821 | 52.408 P9 +7.753 +0.588 |
| 3 | 50.602 P2 +0.225 +0.225 | 50.708 P1 | 51.195 P5 +6.156 +1.264 | 51.241 P3 +3.939 +3.714 | 51.747 P7 +7.383 +0.107 | 51.416 P4 +4.892 +0.953 | 51.858 P6 +7.276 +1.120 | 51.634 P8 +8.091 +0.708 | 51.476 P9 +8.521 +0.430 |
| 4 | 50.374 P2 +0.166 +0.166 | 50.433 P1 | 51.432 P5 +7.155 +1.530 | 52.119 P4 +5.625 +0.126 | 52.224 P6 +9.174 +2.019 | 51.040 P3 +5.499 +5.333 | 54.038 P7 +10.881 +1.707 | 53.427 P8 +11.085 +0.204 | 53.492 P9 +11.580 +0.495 |
| 5 | 50.738 P2 +0.193 +0.193 | 50.711 P1 | 51.663 P5 +8.107 +1.612 | 51.581 P4 +6.495 +0.250 | 51.788 P6 +10.251 +2.144 | 51.457 P3 +6.245 +6.052 | 51.888 P7 +12.058 +1.807 | 52.088 P8 +12.462 +0.404 | 52.051 P9 +12.920 +0.458 |
| 6 | 50.646 P2 +0.349 +0.349 | 50.490 P1 | 51.136 P5 +8.753 +1.720 | 51.028 P4 +7.033 +0.226 | 51.071 P6 +10.832 +2.079 | 51.052 6l P3 +6.807 +6.458 | 51.432 P7 +13.000 +2.168 | 51.292 P8 +13.264 +0.264 | 53.027 P9 +15.457 +2.193 |
| 7 | 50.903 P2 +0.480 +0.480 | 50.772 P1 | 51.413 7l P4 +9.394 +1.724 | 51.409 P3 +7.670 +7.190 | 51.113 P5 +11.173 +1.779 | 1:22.307 P9 +38.342 +21.838 | 51.428 P6 +13.656 +2.483 | 51.303 P7 +13.795 +0.139 | 51.819 P8 +16.504 +2.709 |
| 8 | 50.555 8l P2 +0.284 +0.284 | 50.751 P1 | 1:20.476 P8 +39.119 +21.836 | 50.780 P3 +7.699 +7.415 | 51.540 P4 +11.962 +4.263 | 53.016 P9 +40.607 +1.488 | 52.337 P5 +15.242 +3.280 | 53.772 P6 +16.816 +1.574 | 51.530 P7 +17.283 +0.467 |
| 9 | 1:18.428 P7 +28.085 +9.375 | 50.627 P1 | 52.143 P8 +40.635 +12.550 | 51.100 P2 +8.172 +8.172 | 51.813 9l P3 +13.148 +4.976 | 52.689 P9 +42.669 +2.034 | 51.443 P4 +16.058 +2.910 | 51.975 P5 +18.164 +2.106 | 52.054 P6 +18.710 +0.546 |
| 10 | 50.827 P6 +27.816 +8.520 | 51.096 P1 | 51.628 P7 +41.167 +13.351 | 51.664 P2 +8.740 +8.740 | 1:20.187 P8 +42.239 +1.072 | 52.211 P9 +43.784 +1.545 | 51.707 10l P3 +16.669 +7.929 | 51.434 P4 +18.502 +1.833 | 51.682 P5 +19.296 +0.794 |
| 11 | 50.604 P5 +27.632 +7.394 | 50.788 P1 | 51.213 P6 +41.592 +13.960 | 51.828 11l P2 +9.780 +9.780 | 51.504 P7 +42.955 +1.363 | 52.622 P8 +45.618 +2.663 | 1:20.237 P9 +46.118 +0.500 | 51.741 P3 +19.455 +9.675 | 51.730 P4 +20.238 +0.783 |
| 12 | 50.515 P4 +27.356 +6.523 | 50.791 P1 | 51.261 P6 +42.062 +0.541 | 1:22.532 P5 +41.521 +14.165 | 51.348 P7 +43.512 +1.450 | 52.109 P8 +46.936 +3.424 | 52.018 P9 +47.345 +0.409 | 52.058 12l P2 +20.722 +20.722 | 51.386 P3 +20.833 +0.111 |
| 13 | 50.645 P3 +26.811 +5.274 | 51.190 13l P1 | 51.456 P4 +42.328 +15.517 | 52.282 P5 +42.613 +0.285 | 50.850 P6 +43.172 +0.559 | 52.903 P8 +48.649 +0.603 | 51.891 P7 +48.046 +4.874 | 1:22.011 P9 +51.543 +2.894 | 51.894 P2 +21.537 +21.537 |
| 14 | 50.646 P2 +3.479 +3.479 | 1:19.589 P3 +5.611 +2.132 | 51.331 P4 +19.681 +14.070 | 51.321 P5 +19.956 +0.275 | 51.033 P6 +20.227 +0.271 | 51.856 P8 +26.527 +0.753 | 51.706 P7 +25.774 +5.547 | 52.320 P9 +29.885 +3.358 | 52.441 14l P1 |
| 15 | 50.676 P1 | 50.739 P2 +2.195 +2.195 | 51.289 P3 +16.815 +14.620 | 51.330 P4 +17.131 +0.316 | 51.425 P5 +17.497 +0.366 | 51.769 P7 +24.141 +0.983 | 51.539 P6 +23.158 +5.661 | 51.970 P8 +27.700 +3.559 | 1:23.952 P9 +29.797 +2.097 |
| 16 | 50.731 P1 | 50.695 P2 +2.159 +2.159 | 51.193 P3 +17.277 +15.118 | 51.037 P4 +17.437 +0.160 | 51.288 P5 +18.054 +0.617 | 52.032 P7 +25.442 +1.426 | 51.589 P6 +24.016 +5.962 | 52.029 P8 +28.998 +3.556 | 56.458 P9 +35.524 +6.526 |
| 17 | 50.618 9l P1 | 50.659 P2 +2.200 +2.200 | 51.263 P3 +17.922 +15.722 | 51.371 P4 +18.190 +0.268 | 51.340 P5 +18.776 +0.586 | 52.368 P7 +27.192 +2.255 | 51.539 P6 +24.937 +6.161 | 52.017 P8 +30.397 +3.205 | 51.859 P9 +36.765 +6.368 |
| 18 | 1:19.619 P7 +26.832 +0.138 | 50.587 P1 | 53.422 11l P3 +18.557 +0.628 | 53.273 P4 +18.676 +0.119 | 51.940 P2 +17.929 +17.929 | 52.289 P6 +26.694 +3.035 | 51.509 P5 +23.659 +4.983 | 51.773 P8 +29.383 +2.551 | 51.703 P9 +35.681 +6.298 |
| 19 | 52.293 P5 +28.575 +3.911 | 50.550 P1 | 1:18.650 P9 +46.657 +9.853 | 51.333 P3 +19.459 +0.966 | 51.114 P2 +18.493 +18.493 | 53.010 13l P6 +29.154 +0.579 | 51.555 P4 +24.664 +5.205 | 52.005 P7 +30.838 +1.684 | 51.673 P8 +36.804 +5.966 |
| 20 | 50.570 P5 +28.018 +3.107 | 51.127 P1 | 51.585 P8 +47.115 +9.745 | 51.089 P3 +19.421 +0.706 | 51.349 11l P2 +18.715 +18.715 | 1:19.912 P9 +1l (~58.259) +11.144 | 51.374 P4 +24.911 +5.490 | 52.106 P6 +31.817 +3.799 | 51.693 P7 +37.370 +5.553 |
| 21 | 50.446 P4 +28.059 +2.173 | 50.405 P1 | 51.520 P8 +48.230 +0.220 | 51.704 P2 +20.720 +20.720 | 1:19.700 P7 +48.010 +9.882 | 51.287 P9 +1l (~58.865) +10.635 | 51.380 11l P3 +25.886 +5.166 | 52.410 P5 +33.822 +5.763 | 51.163 P6 +38.128 +4.306 |
| 22 | 50.537 P3 +28.238 +6.324 | 50.358 P1 | 51.242 P7 +49.114 +0.447 | 51.552 P2 +21.914 +21.914 | 51.015 P6 +48.667 +10.003 | 51.499 P9 +1l (~59.810) +4.432 | 1:20.035 P8 +1l (~55.378) +6.264 | 52.491 P4 +35.955 +7.717 | 50.894 P5 +38.664 +2.709 |
| 23 | 50.527 P3 +27.975 +5.555 | 50.790 P1 | 50.990 P7 +49.314 +0.523 | 51.296 P2 +22.420 +22.420 | 50.914 P6 +48.791 +9.599 | 51.365 P9 +1l (~60.605) +3.215 | 52.478 P8 +1l (~57.390) +8.076 | 52.276 P4 +37.441 +9.466 | 51.318 9l P5 +39.192 +1.751 |
| 24 | 50.612 P3 +28.084 +4.596 | 50.503 P1 | 51.626 P5 +50.437 +11.269 | 51.571 P2 +23.488 +23.488 | 52.602 P6 +50.890 +0.453 | 51.076 P8 +1l (~61.029) +1.766 | 52.478 P7 +1l (~59.263) +8.373 | 52.230 P4 +39.168 +11.084 | 1:20.747 P9 +1l (~69.439) +8.410 |
| 25 | 50.409 P3 +27.234 +2.729 | 51.259 12l P1 | 51.354 P5 +50.532 +10.284 | 52.276 P2 +24.505 +24.505 | 51.138 P6 +50.769 +0.237 | 51.041 P8 +62.000 +-3.000 | 52.478 P7 +65.000 +14.231 | 52.339 13l P4 +40.248 +13.014 | 51.802 P9 +69.000 +7.000 |
| 26 | 50.672 P2 +1.240 +1.240 | 1:20.051 P3 +3.385 +2.145 | 51.056 P4 +24.922 +21.537 | 52.161 15l P1 | 51.330 P5 +25.433 +0.511 | 52.925 P7 +37.151 +0.132 | 53.240 P6 +37.019 +11.586 | 1:20.074 P8 +43.656 +6.505 | 51.740 P9 +45.053 +1.397 |
| 27 | 50.388 P1 | 51.658 P2 +3.415 +3.415 | 52.465 P4 +25.759 +0.315 | 1:18.480 P5 +26.852 +1.093 | 51.639 P3 +25.444 +22.029 | 52.493 P6 +38.016 +11.164 | 53.205 P7 +38.596 +0.580 | 51.899 P8 +43.927 +5.331 | 51.769 P9 +45.194 +1.267 |
| 28 | 50.444 P1 | 51.589 P2 +4.560 +4.560 | 51.338 P4 +26.653 +0.588 | 51.210 P5 +27.618 +0.965 | 51.065 P3 +26.065 +21.505 | 51.094 P6 +38.666 +11.048 | 52.063 P7 +40.215 +1.549 | 52.619 P8 +46.102 +5.887 | 51.736 P9 +46.486 +0.384 |
| 29 | 50.427 P1 | 51.619 P2 +5.752 +5.752 | 51.158 P4 +27.384 +1.037 | 51.355 P5 +28.546 +1.162 | 50.709 P3 +26.347 +20.595 | 51.108 P6 +39.347 +10.801 | 52.149 P7 +41.937 +2.590 | 53.014 P9 +48.689 +0.835 | 51.795 P8 +47.854 +5.917 |
| 30 | 50.605 P1 | 51.158 P2 +6.305 +6.305 | 50.568 P4 +27.347 +1.428 | 50.955 P5 +28.896 +1.549 | 50.177 P3 +25.919 +19.614 | 51.167 P6 +39.909 +11.013 | 52.311 P7 +43.643 +3.734 | 51.470 P9 +49.554 +0.568 | 51.737 P8 +48.986 +5.343 |
| 31 | 50.406 P1 | 51.584 P2 +7.483 +7.483 | 51.015 P4 +27.956 +1.110 | 50.794 P5 +29.284 +1.328 | 51.333 P3 +26.846 +19.363 | 51.359 P6 +40.862 +11.578 | 52.138 P7 +45.375 +4.513 | 53.206 P8 +1l (~52.390) +7.015 | 54.366 P9 +1l (~52.992) +0.602 |
| 32 | 50.838 P1 | 51.428 P2 +8.073 +8.073 | 50.639 P4 +27.757 +1.042 | 50.810 P5 +29.256 +1.499 | 50.707 P3 +26.715 +18.642 | 51.233 P6 +41.257 +12.001 | 52.037 P7 +46.574 +5.317 | 51.404 P8 +1l (~52.613) +6.039 | 52.436 P9 +1l (~54.210) +1.597 |
| 33 | 50.652 P1 | 51.572 P2 +8.993 +8.993 | 51.079 P4 +28.184 +0.345 | 50.933 P5 +29.537 +1.353 | 51.776 P3 +27.839 +18.846 | 51.301 P6 +41.906 +12.369 | 52.222 P7 +48.144 +6.238 | 51.243 P8 +1l (~53.422) +5.278 | 51.850 P9 +1l (~55.764) +2.342 |
| 34 | 50.173 P1 | 51.749 P2 +10.569 +10.569 | 51.167 P4 +29.178 +0.236 | 51.105 P5 +30.469 +1.291 | 51.276 P3 +28.942 +18.373 | 51.161 P6 +42.894 +12.425 | 52.595 P7 +1l (~50.704) +7.810 | 51.564 P8 +1l (~54.688) +3.984 | 52.111 P9 +1l (~57.429) +2.741 |
| 35 | 50.759 P1 | 51.506 P2 +11.316 +11.316 | 51.425 P4 +29.844 +0.684 | 50.922 P5 +30.632 +0.788 | 50.977 P3 +29.160 +17.844 | 51.259 P6 +43.394 +12.762 | 52.036 14l P7 +1l | 51.548 10l P8 +1l | 51.944 12l P9 +1l |
| 36 | 51.191 19l P1 | 53.383 11l P2 +13.508 +13.508 | 51.306 18l P3 +29.959 +16.451 | 51.410 10l P4 +30.851 +0.892 | 53.317 16l P5 +31.286 +0.435 | 51.420 17l P6 +43.623 +12.337 | |||
| Gap | +13.508 | +29.959 | +30.851 | +31.286 | +43.623 | +1l (~50.704) | +1l (~54.688) | +1l (~57.429) | |
| Best | 50.173 | 50.358 | 50.568 | 50.780 | 50.177 | 51.040 | 51.374 | 51.243 | 50.894 |
| Avg | 52.316 | 52.717 | 53.070 | 53.152 | 53.151 | 53.473 | 53.754 | 53.853 | 53.929 |
| Dev | 6.507 | 6.615 | 6.473 | 6.692 | 6.587 | 6.761 | 6.543 | 6.749 | 7.101 |
| S1 kart | 17 | 11 | 30 | 22 | 9 | 27 | 4 | 28 | 15 |
| S1 laps | 8 | 13 | 7 | 11 | 9 | 6 | 10 | 12 | 14 |
| S1 best | 50.374 | 50.433 | 51.136 | 50.780 | 51.071 | 51.040 | 51.428 | 51.292 | 51.386 |
| S1 avg | 51.018 | 51.021 | 51.951 | 51.762 | 52.266 | 51.861 | 52.359 | 52.405 | 52.340 |
| S1 dev | 1.029 | 0.880 | 1.234 | 1.008 | 1.723 | 1.446 | 1.248 | 1.241 | 1.115 |
| S2 kart | 27 | 22 | 102 | 9 | 30 | 101 | 17 | 4 | 28 |
| S2 laps | 9 | 12 | 11 | 15 | 11 | 13 | 11 | 13 | 9 |
| S2 best | 50.515 | 50.358 | 51.193 | 51.037 | 50.850 | 51.769 | 51.374 | 51.773 | 50.894 |
| S2 avg | 50.657 | 50.697 | 51.619 | 51.685 | 51.319 | 52.406 | 51.610 | 52.163 | 52.095 |
| S2 dev | 0.086 | 0.267 | 0.659 | 0.591 | 0.279 | 0.418 | 0.197 | 0.204 | 1.677 |
| S3 kart | 11 | 17 | 15 | 22 | 102 | 27 | 101 | 28 | 30 |
| S3 laps | 19 | 11 | 18 | 10 | 16 | 17 | 14 | 10 | 12 |
| S3 best | 50.173 | 51.158 | 50.568 | 50.794 | 50.177 | 51.041 | 52.036 | 51.243 | 51.736 |
| S3 avg | 50.663 | 51.724 | 51.266 | 51.054 | 51.331 | 51.424 | 52.417 | 51.996 | 52.116 |
| S3 dev | 0.449 | 0.573 | 0.413 | 0.214 | 0.751 | 0.507 | 0.388 | 0.705 | 0.740 |