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 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Даниил Сыпало | nvr | Maria Kovrova | Ilya Fed | Дмитрий | Danilov-Novorussky | denibear | sharinnick | Доктор | iDen | LUKAGA | captain | Константин Лях |
| Kart | 18 | 20 | 14 | 16 | 8 | 15 | 35 | 6 | 31 | 33 | 26 | 29 | 32 |
| 1 | 53.394 P6 +6.163 +0.414 | 52.432 P10 +11.144 +0.996 | 54.505 P5 +5.749 +1.495 | 52.838 P3 +4.031 +2.912 | 54.120 P12 +14.962 +0.110 | 51.118 P2 +1.119 +1.119 | 53.113 P9 +10.148 +2.570 | 52.225 P4 +4.254 +0.223 | 54.003 P7 +6.497 +0.334 | 55.797 P8 +7.578 +1.081 | 55.340 P11 +14.852 +3.708 | 51.724 P1 | 1:02.228 P13 +20.161 +5.199 |
| 2 | 53.284 P5 +7.849 +3.019 | 52.369 P10 +11.915 +0.341 | 54.125 P6 +8.276 +0.427 | 51.305 P3 +3.738 +3.555 | 54.307 P12 +17.671 +0.396 | 50.662 P2 +0.183 +0.183 | 53.024 P9 +11.574 +2.590 | 52.174 P4 +4.830 +1.092 | 53.792 P7 +8.691 +0.415 | 53.004 P8 +8.984 +0.293 | 54.021 P11 +17.275 +5.360 | 51.598 P1 | 52.664 P13 +21.227 +3.556 |
| 3 | 51.657 P5 +8.163 +3.405 | 52.199 P9 +12.771 +2.425 | 52.803 P6 +9.736 +1.573 | 50.686 P3 +3.081 +2.960 | 53.487 P11 +19.815 +6.847 | 51.281 P2 +0.121 +0.121 | 52.737 P10 +12.968 +0.197 | 51.271 P4 +4.758 +1.677 | 52.811 P7 +10.159 +0.423 | 52.705 P8 +10.346 +0.187 | 54.753 P12 +20.685 +0.870 | 51.343 P1 | 52.271 P13 +22.155 +1.470 |
| 4 | 51.553 P5 +8.950 +3.507 | 51.143 P8 +13.148 +0.777 | 53.401 P7 +12.371 +0.567 | 50.971 P3 +3.286 +2.849 | 52.016 P11 +21.065 +5.703 | 50.645 P1 | 53.020 P9 +15.222 +2.074 | 51.451 P4 +5.443 +2.157 | 52.411 P6 +11.804 +2.854 | 55.782 P10 +15.362 +0.140 | 56.389 P13 +26.308 +2.988 | 51.203 P2 +0.437 +0.437 | 51.931 P12 +23.320 +2.255 |
| 5 | 51.284 P5 +9.943 +3.564 | 51.212 P7 +14.069 +0.808 | 53.358 P8 +15.438 +1.369 | 50.532 P3 +3.527 +2.532 | 51.848 P11 +22.622 +3.547 | 50.291 P1 | 53.928 P9 +18.859 +3.421 | 51.227 P4 +6.379 +2.852 | 51.748 P6 +13.261 +3.318 | 54.004 P10 +19.075 +0.216 | 53.452 P13 +29.469 +4.359 | 50.849 P2 +0.995 +0.995 | 52.081 P12 +25.110 +2.488 |
| 6 | 51.298 P5 +11.049 +3.869 | 51.010 P7 +14.887 +0.613 | 52.318 P8 +17.564 +2.677 | 50.251 P3 +3.586 +1.732 | 51.655 P11 +24.085 +2.658 | 50.192 P1 | 52.406 P9 +21.073 +3.509 | 50.993 P4 +7.180 +3.594 | 51.205 P6 +14.274 +3.225 | 52.544 P10 +21.427 +0.354 | 53.216 P13 +32.493 +5.998 | 51.051 P2 +1.854 +1.854 | 51.577 P12 +26.495 +2.410 |
| 7 | 50.623 P5 +11.586 +2.982 | 50.926 P7 +15.727 +0.366 | 53.215 P8 +20.693 +4.966 | 49.628 P3 +3.128 +0.395 | 51.769 P11 +25.768 +2.199 | 50.086 P1 | 52.582 P10 +23.569 +0.250 | 51.510 P4 +8.604 +5.476 | 51.173 P6 +15.361 +3.775 | 51.978 P9 +23.319 +2.626 | 52.743 P13 +35.150 +7.239 | 50.965 P2 +2.733 +2.733 | 51.502 P12 +27.911 +2.143 |
| 8 | 50.651 P5 +12.063 +2.423 | 50.843 P7 +16.396 +0.324 | 52.106 P8 +22.625 +6.229 | 50.495 P3 +3.449 +0.260 | 51.440 P11 +27.034 +1.016 | 50.174 P1 | 52.127 P9 +25.522 +2.897 | 51.210 P4 +9.640 +6.191 | 50.885 P6 +16.072 +4.009 | 52.873 P10 +26.018 +0.496 | 53.566 P13 +38.542 +9.202 | 50.630 P2 +3.189 +3.189 | 51.603 P12 +29.340 +2.306 |
| 9 | 50.773 P5 +12.687 +2.206 | 51.066 P6 +17.313 +4.626 | 52.354 P8 +24.830 +6.643 | 50.834 P3 +4.134 +0.356 | 52.172 P11 +29.057 +0.535 | 50.149 P1 | 52.870 P9 +28.243 +3.413 | 50.990 P4 +10.481 +6.347 | 52.264 P7 +18.187 +0.874 | 52.653 P10 +28.522 +0.279 | 53.223 P13 +41.616 +11.073 | 50.738 P2 +3.778 +3.778 | 51.352 P12 +30.543 +1.486 |
| 10 | 50.427 P5 +13.016 +1.701 | 51.192 P6 +18.407 +5.391 | 52.034 P8 +26.766 +7.522 | 50.569 P2 +4.605 +4.605 | 52.137 P11 +31.096 +0.413 | 50.098 P1 | 52.422 P9 +30.567 +3.801 | 50.932 P4 +11.315 +5.791 | 51.155 P7 +19.244 +0.837 | 52.259 P10 +30.683 +0.116 | 53.436 P13 +44.954 +12.946 | 51.844 P3 +5.524 +0.919 | 51.563 P12 +32.008 +0.912 |
| 11 | 50.832 P4 +13.824 +1.365 | 51.029 P5 +19.412 +5.588 | 52.100 P7 +28.842 +1.328 | 50.056 P2 +4.637 +4.637 | 51.922 P10 +32.994 +0.304 | 50.024 P1 | 52.017 P8 +32.560 +3.718 | 51.168 P3 +12.459 +7.822 | 58.294 P6 +27.514 +8.102 | 52.031 P9 +32.690 +0.130 | 52.449 P12 +47.379 +10.136 | 1:21.743 11l P11 +37.243 +4.249 | 1:50.675 11l P13 +1l (~92.688) +45.309 |
| 12 | 50.298 P4 +14.037 +0.701 | 51.146 P5 +20.473 +6.436 | 52.101 P7 +30.858 +1.905 | 50.617 P2 +5.169 +5.169 | 52.617 P8 +35.526 +4.668 | 50.085 P1 | 54.529 P10 +37.004 +0.803 | 50.962 P3 +13.336 +8.167 | 51.524 P6 +28.953 +8.480 | 53.596 P9 +36.201 +0.675 | 1:32.426 12l P12 +1l (~89.443) +24.130 | 1:18.446 1l P11 +1l (~65.313) +28.309 | 52.501 P13 +1l (~95.217) +5.774 |
| 13 | 50.731 P4 +8.964 +0.538 | 50.874 P5 +15.543 +6.579 | 51.758 P7 +26.812 +2.355 | 50.635 P1 | 52.112 P8 +31.834 +5.022 | 56.115 P2 +0.311 +0.311 | 53.066 P10 +34.266 +1.984 | 50.894 P3 +8.426 +8.115 | 51.308 P6 +24.457 +8.914 | 51.885 P9 +32.282 +0.448 | 55.133 P12 +1l (~88.607) +28.796 | 50.496 P11 +1l (~59.811) +25.545 | 51.512 P13 +1l (~90.306) +1.699 |
| 14 | 50.645 P4 +7.275 +0.350 | 50.830 P5 +14.039 +6.764 | 51.731 P6 +26.209 +12.170 | 52.334 P1 | 52.766 P8 +32.266 +0.548 | 53.582 P2 +1.559 +1.559 | 53.122 P9 +35.054 +2.788 | 50.833 P3 +6.925 +5.366 | 1:22.119 14l P10 +1l (~54.252) +19.198 | 51.770 P7 +31.718 +5.509 | 53.485 P12 +1l (~90.089) +31.155 | 51.144 P11 +1l (~58.934) +4.682 | 51.788 P13 +1l (~90.089) |
| 15 | 50.824 P3 +7.689 +6.241 | 50.920 P5 +14.549 +5.621 | 51.890 P6 +27.689 +13.140 | 50.410 P1 | 51.425 P8 +33.281 +0.483 | 50.299 P2 +1.448 +1.448 | 52.289 P9 +36.933 +3.652 | 52.413 P4 +8.928 +1.239 | 51.831 P10 +1l (~55.623) +18.690 | 51.490 P7 +32.798 +5.109 | 53.729 P12 +1l (~93.623) +2.692 | 1:45.513 3l P13 +2l (~114.188) +20.565 | 51.278 P11 +1l (~90.931) +35.308 |
| 16 | 50.858 P3 +8.043 +6.900 | 50.988 P5 +15.033 +5.713 | 51.769 P6 +28.954 +13.921 | 50.504 P1 | 51.681 P7 +34.458 +5.504 | 50.199 P2 +1.143 +1.143 | 52.359 P9 +38.788 +3.725 | 50.896 P4 +9.320 +1.277 | 51.355 P10 +1l (~56.513) +17.725 | 52.769 P8 +35.063 +0.605 | 53.085 P12 +1l (~95.987) +4.825 | 1:06.595 P13 +2l (~130.403) +34.416 | 50.695 P11 +1l (~91.162) +34.649 |
| 17 | 50.612 P3 +8.469 +7.430 | 51.169 P5 +16.016 +5.944 | 51.666 P6 +30.434 +14.418 | 50.186 P1 | 53.736 P8 +38.008 +1.092 | 50.082 P2 +1.039 +1.039 | 52.201 P9 +40.803 +2.795 | 50.938 P4 +10.072 +1.603 | 51.730 P10 +1l (~57.852) +17.049 | 52.039 P7 +36.916 +6.482 | 53.448 P12 +1l (~99.292) +7.174 | 52.598 P13 +2l (~132.459) +33.167 | 51.479 P11 +1l (~92.118) +34.266 |
| 18 | 50.513 P3 +8.410 +7.762 | 51.373 P5 +16.817 +6.115 | 51.759 P6 +31.621 +14.804 | 50.572 P1 | 51.607 P8 +39.043 +1.199 | 50.181 P2 +0.648 +0.648 | 53.110 P9 +43.341 +4.298 | 51.202 P4 +10.702 +2.292 | 51.206 P10 +1l (~58.485) +15.144 | 51.500 P7 +37.844 +6.223 | 52.866 P12 +1l (~101.618) +7.980 | 1:22.383 3l P13 +3l (~164.327) +62.709 | 51.712 P11 +1l (~93.638) +35.153 |
| 19 | 50.597 P2 +8.241 +8.241 | 51.218 P4 +17.269 +6.302 | 51.702 P6 +32.557 +10.083 | 1:13.240 19l P5 +22.474 +5.205 | 51.576 P8 +39.853 +1.308 | 50.118 P1 | 52.379 P9 +44.954 +5.101 | 51.031 P3 +10.967 +2.726 | 51.995 P10 +1l (~60.040) +15.086 | 51.467 P7 +38.545 +5.988 | 52.974 P11 +1l (~104.185) +44.145 | 50.919 P13 +3l (~164.987) +12.642 | 1:49.087 8l P12 +2l (~152.345) +48.160 |
| 20 | 51.185 P1 | 51.519 P3 +9.362 +6.534 | 51.945 P4 +25.076 +15.714 | 1:16.144 1l P9 +39.192 +1.303 | 52.531 P7 +32.958 +1.704 | 1:30.680 20l P6 +31.254 +0.754 | 52.361 P8 +37.889 +4.931 | 51.287 P2 +2.828 +2.828 | 51.216 P10 +1l (~51.666) +12.474 | 51.381 P5 +30.500 +5.424 | 53.413 P11 +1l (~97.973) +46.307 | 50.607 P13 +3l (~156.054) +12.265 | 51.110 P12 +2l (~143.789) +45.816 |
| 21 | 50.628 P1 | 51.107 P3 +9.841 +6.190 | 52.192 P4 +26.640 +16.799 | 50.753 P8 +39.317 +4.832 | 52.155 P7 +34.485 +3.257 | 50.602 P6 +31.228 +0.066 | 52.363 P9 +39.624 +0.307 | 51.451 P2 +3.651 +3.651 | 51.214 P10 +1l (~52.275) +12.651 | 51.290 P5 +31.162 +4.522 | 53.513 P11 +1l (~100.954) +48.679 | 1:22.559 3l P13 +3l (~187.876) +41.251 | 53.330 P12 +2l (~146.625) +45.671 |
| 22 | 50.621 P1 | 51.143 P2 +10.363 +10.363 | 52.147 P3 +28.166 +17.803 | 51.396 P6 +40.092 +4.387 | 51.841 P5 +35.705 +4.299 | 50.799 P4 +31.406 +3.240 | 53.192 P7 +42.195 +2.103 | 1:29.172 22l P8 +42.202 +0.007 | 50.996 P9 +1l (~52.452) +10.250 | 1:22.476 22l P10 +1l (~62.770) +10.318 | 53.355 P11 +2l (~103.232) +40.462 | 51.042 P13 +3l (~188.091) +41.019 | 51.289 P12 +2l (~147.072) +43.840 |
| 23 | 50.513 P1 | 51.396 P2 +11.246 +11.246 | 52.314 P3 +29.967 +18.721 | 50.538 P5 +40.117 +2.493 | 52.432 P4 +37.624 +7.657 | 1:33.263 3l P10 +1l (~74.088) +4.079 | 55.003 P7 +46.685 +0.298 | 54.698 P6 +46.387 +6.270 | 51.159 P8 +1l (~53.199) +6.514 | 57.167 P9 +1l (~70.009) +16.810 | 53.379 P11 +2l (~106.453) +32.365 | 50.913 P13 +3l (~188.883) +40.020 | 51.999 P12 +2l (~148.863) +42.410 |
| 24 | 51.875 P1 | 51.337 P2 +10.708 +10.708 | 51.913 P3 +30.005 +19.297 | 50.105 P5 +38.347 +0.546 | 52.052 P4 +37.801 +7.796 | 49.748 P9 +1l (~71.965) +19.545 | 52.366 P7 +47.176 +0.466 | 52.198 P6 +46.710 +8.363 | 51.001 P8 +1l (~52.420) +5.244 | 1:00.468 P10 +1l (~78.136) +6.171 | 1:28.306 12l P11 +2l (~142.793) +64.657 | 50.541 P12 +3l (~187.214) +44.421 | 1:44.180 5l P13 +3l (~201.131) +13.917 |
| 25 | 50.632 P1 | 51.399 P2 +11.475 +11.475 | 52.232 P3 +31.605 +20.130 | 58.439 P5 +46.154 +4.633 | 54.352 P4 +41.521 +9.916 | 49.667 P9 +1l (~71.159) +17.939 | 51.916 P7 +48.460 +0.334 | 52.048 P6 +48.126 +1.972 | 51.358 P8 +1l (~53.220) +4.760 | 1:03.586 P10 +1l (~91.588) +20.429 | 52.959 P11 +2l (~145.127) +53.539 | 51.198 P12 +3l (~187.713) +42.586 | 51.004 P13 +3l (~201.363) +13.650 |
| 26 | 50.579 P1 | 51.008 P2 +11.904 +11.904 | 52.018 P3 +33.044 +21.140 | 50.348 P5 +45.923 +3.062 | 51.919 P4 +42.861 +9.817 | 49.656 P9 +1l (~69.813) +9.359 | 1:02.531 P8 +1l (~60.454) +6.714 | 51.959 P6 +49.506 +3.583 | 51.434 P7 +1l (~53.740) +4.234 | 1:17.851 4l P10 +2l (~118.453) +48.640 | 53.119 P11 +2l (~147.338) +28.885 | 50.694 P12 +3l (~187.690) +40.352 | 57.612 P13 +4l (~208.230) +20.540 |
| 27 | 51.495 P1 | 51.367 P2 +11.776 +11.776 | 52.456 P3 +34.005 +22.229 | 50.581 P5 +45.009 +0.469 | 53.174 P4 +44.540 +10.535 | 49.613 P8 +1l (~68.105) +4.560 | 54.611 P7 +1l (~63.545) +9.376 | 1:17.572 5l P9 +1l (~75.502) +7.397 | 51.519 P6 +1l (~54.169) +9.160 | 54.323 P10 +2l (~121.432) +45.930 | 54.327 P11 +2l (~150.207) +28.775 | 50.738 P12 +3l (~187.079) +36.872 | 50.789 P13 +4l (~207.429) +20.350 |
| 28 | 50.929 P1 | 51.095 P2 +11.942 +11.942 | 52.321 P3 +35.397 +23.455 | 50.986 P4 +45.066 +9.669 | 52.221 P5 +45.832 +0.766 | 52.313 P8 +1l (~69.868) +5.558 | 51.937 P7 +1l (~64.310) +9.770 | 52.551 P9 +1l (~77.410) +7.542 | 51.528 P6 +1l (~54.540) +8.708 | 52.072 P10 +2l (~122.666) +45.256 | 52.733 P11 +2l (~152.094) +29.428 | 51.269 P12 +3l (~187.541) +35.447 | 50.955 P13 +4l (~207.516) +19.975 |
| 29 | 50.920 P1 | 51.196 P2 +12.218 +12.218 | 52.348 P3 +36.825 +24.607 | 50.687 P4 +44.833 +8.008 | 53.387 P5 +48.299 +3.466 | 49.755 P7 +1l (~68.490) +2.513 | 52.068 P6 +1l (~65.977) +17.678 | 51.674 P8 +1l (~78.140) +9.650 | 1:17.040 15l P9 +1l (~80.902) +2.762 | 52.636 P10 +2l (~124.417) +43.515 | 53.577 P11 +3l (~154.997) +30.580 | 50.685 P12 +3l (~187.483) +32.486 | 50.720 P13 +4l (~207.376) +19.893 |
| 30 | 50.881 P1 | 51.110 P2 +12.447 +12.447 | 52.128 P3 +38.072 +25.625 | 50.517 P4 +44.469 +6.397 | 53.235 P5 +50.653 +6.184 | 49.686 P7 +1l (~67.216) +0.669 | 51.848 P6 +1l (~66.547) +15.894 | 52.442 P8 +1l (~79.739) +12.523 | 51.626 P9 +1l (~81.248) +1.509 | 51.559 P10 +2l (~124.767) +43.519 | 52.967 P11 +3l (~156.796) +32.029 | 50.986 P12 +3l (~187.222) +30.426 | 51.389 P13 +4l (~207.676) +20.454 |
| 31 | 50.753 P1 | 50.892 P2 +12.586 +12.586 | 51.488 P3 +38.807 +26.221 | 50.452 P4 +44.168 +5.361 | 53.033 P5 +1l (~53.418) +9.250 | 49.719 P6 +1l (~66.943) +13.525 | 53.587 P7 +1l (~70.005) +3.062 | 51.983 P8 +1l (~80.919) +10.914 | 52.264 P9 +1l (~83.473) +2.554 | 51.423 P10 +2l (~125.800) +42.327 | 53.662 P11 +3l (~160.178) +34.378 | 50.975 P12 +3l (~187.651) +27.473 | 50.967 P13 +4l (~208.188) +20.537 |
| 32 | 51.124 P1 | 51.352 P2 +12.814 +12.814 | 51.991 P3 +39.674 +26.860 | 50.799 P4 +43.843 +4.169 | 51.977 P5 +1l (~53.631) +9.788 | 49.861 P6 +1l (~64.825) +11.194 | 52.267 P7 +1l (~70.737) +5.912 | 52.057 P8 +1l (~82.023) +11.286 | 52.175 P9 +1l (~84.024) +2.001 | 51.657 P10 +2l (~126.034) +42.010 | 52.740 8l P11 +3l (~161.374) +35.340 | 51.198 11l P12 +3l | 50.926 8l P13 +4l |
| 33 | 50.502 P1 | 52.040 P2 +14.352 +14.352 | 52.145 P3 +41.317 +26.965 | 50.232 P4 +43.573 +2.256 | 52.115 P5 +1l (~54.974) +11.401 | 50.112 P6 +1l (~64.411) +9.437 | 52.379 P7 +1l (~72.181) +7.770 | 51.678 P8 +1l (~82.410) +10.229 | 51.588 P9 +1l (~84.691) +2.281 | 52.744 7l P10 +2l | |||
| 34 | 50.558 P1 | 51.906 P2 +15.700 +15.700 | 52.268 P3 +43.027 +27.327 | 50.132 P4 +43.147 +0.120 | 52.053 P5 +1l (~56.863) +13.716 | 49.873 11l P6 +1l | 52.124 P7 +1l | 52.302 7l P8 +1l | 52.684 5l P9 +1l | ||||
| 35 | 50.759 P1 | 51.037 P2 +15.978 +15.978 | 52.419 P3 +44.687 +28.709 | 54.298 15l P4 +46.686 +1.999 | 53.283 P5 +1l | ||||||||
| 36 | 51.406 P1 | ||||||||||||
| Gap | +15.978 | +44.687 | +46.686 | +1l (~56.863) | +1l (~64.411) | +1l (~72.181) | +1l (~82.410) | +1l (~84.691) | +2l (~126.034) | +3l (~160.178) | +3l (~187.651) | +4l (~208.188) | |
| Best | 50.298 | 50.830 | 51.488 | 49.628 | 51.425 | 49.613 | 51.848 | 50.833 | 50.885 | 51.290 | 52.449 | 50.496 | 50.695 |
| Avg | 51.005 | 51.281 | 52.314 | 52.373 | 52.461 | 52.962 | 53.054 | 53.511 | 53.576 | 54.932 | 55.868 | 57.037 | 57.367 |
| Dev | 0.676 | 0.413 | 0.658 | 5.712 | 0.820 | 9.836 | 1.823 | 7.633 | 6.661 | 6.949 | 8.960 | 13.385 | 16.445 |
| S1 kart | 16 | 15 | 6 | 31 | 33 | 26 | 29 | 32 | |||||
| S1 laps | 19 | 20 | 22 | 14 | 22 | 12 | 11 | 11 | |||||
| S1 best | 49.628 | 50.024 | 50.833 | 50.885 | 51.290 | 52.449 | 50.630 | 51.352 | |||||
| S1 avg | 50.745 | 50.809 | 51.288 | 52.505 | 52.610 | 53.871 | 51.194 | 52.877 | |||||
| S1 dev | 0.743 | 1.485 | 0.446 | 1.931 | 1.251 | 1.124 | 0.401 | 3.141 | |||||
| S2 kart | 31 | 29 | 26 | 101 | 102 | 32 | 101 | 102 | |||||
| S2 laps | 1 | 3 | 5 | 15 | 4 | 12 | 1 | 8 | |||||
| S2 best | 0 | 50.602 | 51.959 | 50.996 | 57.167 | 52.866 | 0 | 50.695 | |||||
| S2 avg | 0 | 50.700 | 52.725 | 51.395 | 60.407 | 53.489 | 0 | 51.566 | |||||
| S2 dev | 0 | 0.099 | 1.142 | 0.289 | 2.621 | 0.573 | 0 | 0.507 | |||||
| S3 kart | 16 | 6 | 31 | 102 | 32 | 29 | 29 | 31 | |||||
| S3 laps | 15 | 11 | 7 | 5 | 7 | 8 | 3 | 5 | |||||
| S3 best | 50.105 | 49.613 | 51.674 | 51.588 | 51.423 | 52.733 | 50.496 | 51.110 | |||||
| S3 avg | 51.350 | 50.000 | 52.098 | 52.067 | 52.344 | 53.260 | 50.820 | 51.932 | |||||
| S3 dev | 2.133 | 0.743 | 0.324 | 0.414 | 0.939 | 0.518 | 0.324 | 0.873 | |||||
| S4 kart | 26 | 15 | |||||||||||
| S4 laps | 3 | 8 | |||||||||||
| S4 best | 52.598 | 50.720 | |||||||||||
| S4 avg | 59.596 | 51.795 | |||||||||||
| S4 dev | 6.999 | 2.206 | |||||||||||
| S5 kart | 15 | ||||||||||||
| S5 laps | 3 | ||||||||||||
| S5 best | 50.607 | ||||||||||||
| S5 avg | 50.763 | ||||||||||||
| S5 dev | 0.156 | ||||||||||||
| S6 kart | 33 | ||||||||||||
| S6 laps | 11 | ||||||||||||
| S6 best | 50.541 | ||||||||||||
| S6 avg | 50.930 | ||||||||||||
| S6 dev | 0.230 |