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| Driver | po1yarnik | DENISENKO | Ilya Fed | Алика | MIK | Илья Ремизов | Sh1ne | Larina | Valericson | ErihNorthern | Sergey Svyatov | ☄︎Paring Roman | SunnyDays |
| Kart | 17 | 28 | 22 | 11 | 10 | 1 | 13 | 35 | 24 | 29 | 20 | 32 | 15 |
| 1 | 53.778 P6 +2.998 +0.102 | 54.965 P1 | 55.170 P7 +3.247 +0.249 | 55.480 P5 +2.896 +0.576 | 54.198 P9 +3.620 +0.134 | 54.327 P2 +0.201 +0.201 | 55.238 P4 +2.320 +0.250 | 55.856 P3 +2.070 +1.869 | 55.137 P11 +5.511 +1.187 | 55.260 P10 +4.324 +0.704 | 55.169 P8 +3.486 +0.239 | 56.309 P12 +5.512 +0.001 | 55.462 P13 +5.989 +0.477 |
| 2 | 51.689 P5 +2.563 +0.114 | 52.124 P1 | 52.542 P7 +3.665 +0.464 | 52.429 P6 +3.201 +0.638 | 52.348 P8 +3.844 +0.179 | 52.057 P2 +0.134 +0.134 | 52.253 P4 +2.449 +0.239 | 52.264 P3 +2.210 +2.076 | 52.437 P11 +5.824 +1.068 | 52.556 P10 +4.756 +0.511 | 52.883 P9 +4.245 +0.401 | 54.902 P12 +8.290 +2.466 | 54.949 P13 +8.814 +0.524 |
| 3 | 52.141 P4 +2.489 +0.226 | 52.215 P1 | 54.358 P7 +5.808 +0.945 | 53.877 P6 +4.863 +1.844 | 54.869 P10 +6.498 +0.232 | 52.214 P2 +0.133 +0.133 | 52.785 P5 +3.019 +0.530 | 52.268 P3 +2.263 +2.130 | 52.657 P9 +6.266 +0.146 | 54.340 P11 +6.881 +0.383 | 54.090 P8 +6.120 +0.312 | 53.855 P12 +9.930 +3.049 | 59.855 P13 +16.454 +6.524 |
| 4 | 50.893 P3 +1.387 +0.651 | 52.731 P2 +0.736 +0.736 | 52.021 P7 +5.834 +1.026 | 51.940 P6 +4.808 +2.409 | 53.648 P11 +8.151 +0.202 | 51.862 P1 | 51.375 P5 +2.399 +0.214 | 51.917 P4 +2.185 +0.798 | 52.934 P8 +7.205 +1.371 | 53.063 P10 +7.949 +0.413 | 53.411 P9 +7.536 +0.331 | 53.800 P12 +11.735 +3.584 | 53.411 P13 +17.870 +6.135 |
| 5 | 50.776 P2 +0.342 +0.342 | 52.200 P3 +1.115 +0.773 | 51.377 P7 +5.390 +1.242 | 51.161 P6 +4.148 +1.294 | 51.427 P10 +7.757 +0.281 | 51.821 P1 | 52.028 P4 +2.606 +1.491 | 52.490 P5 +2.854 +0.248 | 51.575 P8 +6.959 +1.569 | 52.656 P11 +8.784 +1.027 | 51.761 P9 +7.476 +0.517 | 54.401 P12 +14.315 +5.531 | 54.021 P13 +20.070 +5.755 |
| 6 | 50.662 P1 | 51.549 P3 +1.660 +0.701 | 51.556 P6 +5.942 +1.604 | 51.194 P5 +4.338 +1.357 | 51.668 P9 +8.421 +0.194 | 51.963 P2 +0.959 +0.959 | 51.379 P4 +2.981 +1.321 | 1:31.431 6l P13 +43.281 +20.506 | 51.734 P7 +7.689 +1.747 | 52.202 P10 +9.982 +1.561 | 51.755 P8 +8.227 +0.538 | 53.950 P11 +17.261 +7.279 | 53.709 P12 +22.775 +5.514 |
| 7 | 50.379 P1 | 1:30.086 7l P12 +41.367 +15.923 | 51.180 P5 +6.743 +1.531 | 51.253 P4 +5.212 +1.470 | 51.456 P7 +9.498 +0.606 | 51.074 P2 +1.654 +1.654 | 51.140 P3 +3.742 +2.088 | 55.440 P13 +48.342 +6.975 | 51.582 P6 +8.892 +2.149 | 51.550 P9 +11.153 +0.659 | 52.646 P8 +10.494 +0.996 | 53.795 P10 +20.677 +9.524 | 53.048 P11 +25.444 +4.767 |
| 8 | 50.373 P1 | 55.452 P11 +46.446 +18.343 | 51.020 P5 +7.390 +1.679 | 50.872 P4 +5.711 +0.952 | 50.814 P6 +9.939 +2.549 | 51.391 P2 +2.672 +2.672 | 51.390 P3 +4.759 +2.087 | 52.986 P12 +1l (~50.919) +4.473 | 52.124 P7 +10.643 +0.704 | 51.682 P9 +12.462 +0.633 | 51.708 P8 +11.829 +1.186 | 1:32.472 8l P13 +1l (~62.718) +11.799 | 53.032 P10 +28.103 +15.641 |
| 9 | 51.040 P1 | 52.117 P10 +47.523 +34.464 | 50.851 P5 +7.201 +1.601 | 50.929 P4 +5.600 +0.545 | 51.098 P6 +9.997 +2.796 | 51.177 P2 +2.809 +2.809 | 51.336 P3 +5.055 +2.246 | 51.912 P11 +1l (~51.797) +4.274 | 51.267 P7 +10.870 +0.873 | 51.637 P9 +13.059 +0.433 | 51.837 P8 +12.626 +1.756 | 54.396 P12 +1l (~66.147) +14.350 | 1:32.183 9l P13 +1l (~69.503) +3.356 |
| 10 | 50.561 P1 | 52.510 P10 +49.472 +35.130 | 51.318 P5 +7.958 +1.811 | 51.108 P4 +6.147 +0.226 | 50.917 P6 +10.353 +2.395 | 51.224 P2 +3.472 +3.472 | 51.427 P3 +5.921 +2.449 | 53.199 P11 +1l (~54.553) +5.081 | 51.487 P7 +11.796 +1.443 | 51.844 P9 +14.342 +0.312 | 51.965 P8 +14.030 +2.234 | 53.905 P12 +1l (~69.367) +14.814 | 57.837 P13 +1l (~76.634) +7.267 |
| 11 | 51.413 P1 | 1:04.411 P10 +60.000 +13.276 | 51.981 P4 +8.526 +0.721 | 53.071 P3 +7.805 +3.497 | 52.062 P5 +11.002 +2.476 | 52.249 P2 +4.308 +4.308 | 1:32.216 11l P9 +46.724 +30.431 | 1:09.548 P11 +1l (~72.764) +12.764 | 52.559 P6 +12.942 +1.940 | 53.364 P8 +16.293 +0.601 | 53.075 P7 +15.692 +2.750 | 1:09.863 P12 +1l (~88.181) +15.417 | 2:35.283 P13 +2l (~180.481) +92.300 |
| 12 | 1:04.846 P1 | 1:04.932 P9 +66.000 +16.078 | 1:05.426 P2 +9.106 +9.106 | 1:07.203 P3 +10.162 +1.056 | 1:05.988 P4 +12.144 +1.982 | 1:15.669 P5 +15.131 +2.987 | 1:08.044 P8 +49.922 +31.511 | 1:05.520 P11 +1l (~73.292) +7.916 | 1:08.010 P6 +16.106 +0.975 | 1:06.964 P7 +18.411 +2.305 | 1:54.701 12l P10 +1l (~65.376) +-0.624 | 1:00.457 P12 +1l (~83.235) +9.943 | 59.738 P13 +2l (~175.610) +92.375 |
| 13 | 1:03.945 P1 | 58.840 P9 +1l (~57.897) +11.496 | 1:01.853 P2 +7.014 +7.014 | 1:03.868 P3 +10.085 +3.071 | 1:03.205 P4 +11.404 +1.319 | 1:04.789 P6 +15.975 +0.776 | 1:00.424 P8 +46.401 +28.186 | 58.872 P11 +1l (~68.323) +5.669 | 1:03.038 P5 +15.199 +3.795 | 1:03.749 P7 +18.215 +2.240 | 1:00.765 P10 +1l (~62.654) +4.757 | 57.542 P12 +1l (~77.102) +8.779 | 58.434 P13 +3l (~169.773) +92.671 |
| 14 | 57.254 P1 | 55.332 P9 +1l (~54.880) +6.074 | 56.806 P2 +6.566 +6.566 | 57.507 P3 +10.338 +3.772 | 57.157 P4 +11.307 +0.969 | 59.877 P6 +18.598 +0.493 | 59.659 P8 +48.806 +28.122 | 1:03.468 P11 +1l (~74.216) +13.152 | 1:00.160 P5 +18.105 +6.798 | 59.723 P7 +20.684 +2.086 | 56.671 P10 +1l (~61.064) +6.184 | 56.297 P12 +1l (~75.510) +1.294 | 54.880 P13 +3l (~166.769) +91.259 |
| 15 | 54.636 P1 | 53.375 P9 +1l (~54.370) +5.197 | 55.065 P2 +6.995 +6.995 | 54.744 P3 +10.446 +3.451 | 55.970 P4 +12.641 +2.195 | 57.415 P5 +21.377 +8.736 | 55.003 P8 +49.173 +25.704 | 53.288 P11 +1l (~73.248) +11.226 | 58.370 P6 +21.839 +0.462 | 57.421 P7 +23.469 +1.630 | 54.904 P10 +1l (~62.022) +7.652 | 54.353 P12 +1l (~75.982) +2.734 | 54.384 P13 +3l (~167.044) +91.062 |
| 16 | 53.414 P1 | 52.399 P9 +1l (~52.881) +3.162 | 53.095 P2 +6.676 +6.676 | 52.726 P3 +9.758 +3.082 | 52.892 P4 +12.119 +2.361 | 53.847 P5 +21.810 +9.691 | 53.960 P8 +49.719 +24.653 | 52.435 P11 +1l (~71.733) +8.669 | 55.190 P6 +23.615 +1.805 | 55.011 P7 +25.066 +1.451 | 54.657 P10 +1l (~63.064) +10.183 | 53.804 P12 +1l (~76.179) +4.446 | 53.353 P13 +3l (~167.001) +90.822 |
| 17 | 52.347 P1 | 52.093 P9 +1l (~52.767) +2.003 | 52.903 P2 +7.232 +7.232 | 53.686 P3 +11.097 +3.865 | 52.182 P4 +11.954 +0.857 | 52.703 P5 +22.166 +10.212 | 53.392 P8 +50.764 +24.682 | 52.095 P11 +1l (~71.816) +5.612 | 53.218 P6 +24.486 +2.320 | 53.363 P7 +26.082 +1.596 | 55.526 P10 +1l (~66.204) +13.437 | 53.955 P12 +1l (~77.764) +5.948 | 53.018 P13 +3l (~167.914) +90.150 |
| 18 | 52.000 P1 | 51.702 P9 +1l (~52.768) +0.633 | 52.589 P2 +7.821 +7.821 | 53.882 P3 +12.979 +5.158 | 53.277 P4 +13.231 +0.252 | 52.529 P5 +22.695 +9.464 | 53.061 P8 +1l (~52.135) +25.052 | 52.105 P11 +1l (~71.888) +1.267 | 53.245 P6 +25.731 +3.036 | 53.001 P7 +27.083 +1.352 | 55.934 P10 +1l (~70.621) +17.853 | 53.943 P12 +1l (~79.806) +7.918 | 54.236 P13 +3l (~170.004) +90.198 |
| 19 | 51.880 P1 | 51.925 P8 +1l (~52.638) +24.355 | 52.222 P2 +8.163 +8.163 | 51.721 P3 +12.820 +4.657 | 51.795 P4 +13.146 +0.326 | 52.303 P5 +23.118 +9.972 | 53.743 P9 +1l (~53.388) +0.750 | 52.198 P11 +1l (~72.052) | 53.302 P6 +27.153 +4.035 | 53.080 P7 +28.283 +1.130 | 53.531 P10 +1l (~72.052) +18.664 | 53.273 P12 +1l (~81.117) +9.065 | 52.903 P13 +3l (~170.933) +89.816 |
| 20 | 51.886 P1 | 51.522 P8 +1l (~51.960) +22.208 | 52.343 P2 +8.620 +8.620 | 51.335 P3 +12.269 +3.649 | 51.170 P4 +12.430 +0.161 | 52.052 P5 +23.284 +10.854 | 52.854 P9 +1l (~54.486) +2.526 | 52.935 P10 +1l (~72.960) +18.474 | 52.229 P6 +27.496 +4.212 | 53.355 P7 +29.752 +2.256 | 53.788 P11 +1l (~73.579) +0.619 | 52.871 P12 +1l (~82.002) +8.423 | 53.684 P13 +3l (~172.756) +90.754 |
| 21 | 51.301 P1 | 51.409 P8 +1l (~52.391) +21.162 | 52.066 P2 +9.385 +9.385 | 51.868 P3 +12.836 +3.451 | 52.181 P4 +13.310 +0.474 | 51.949 P5 +23.932 +10.622 | 53.064 P9 +1l (~56.402) +4.011 | 51.398 P10 +1l (~73.428) +17.026 | 52.110 P6 +28.305 +4.373 | 52.778 P7 +31.229 +2.924 | 53.023 P11 +1l (~75.856) +2.428 | 52.529 P12 +1l (~84.235) +8.379 | 53.398 P13 +3l (~174.897) +90.662 |
| 22 | 51.033 P1 | 51.325 P8 +1l (~52.494) +19.763 | 51.751 P2 +10.103 +10.103 | 51.073 P3 +12.876 +2.773 | 51.110 P4 +13.387 +0.511 | 51.998 P5 +24.897 +11.510 | 52.647 P9 +1l (~57.825) +5.331 | 51.544 P10 +1l (~73.930) +16.105 | 51.847 P6 +29.119 +4.222 | 52.535 P7 +32.731 +3.612 | 53.764 P11 +1l (~78.142) +4.212 | 52.598 P12 +1l (~84.896) +6.754 | 52.979 P13 +3l (~177.065) +92.169 |
| 23 | 50.962 P1 | 51.109 P8 +1l (~53.033) +2.762 | 1:31.130 23l P7 +50.271 +16.062 | 51.195 P2 +13.109 +13.109 | 51.026 P3 +13.451 +0.342 | 52.251 P4 +26.186 +12.735 | 52.768 P9 +1l (~59.862) +6.829 | 52.097 P10 +1l (~74.937) +15.075 | 51.776 P5 +29.933 +3.747 | 52.440 P6 +34.209 +4.276 | 53.039 P11 +1l (~80.457) +5.520 | 51.907 P12 +1l (~85.860) +5.403 | 54.307 P13 +3l (~180.205) +94.345 |
| 24 | 51.078 P1 | 51.737 P6 +1l (~53.853) +22.843 | 54.539 P7 +1l (~53.853) | 51.240 P2 +13.271 +13.271 | 51.138 P3 +13.511 +0.240 | 51.764 P4 +26.872 +13.361 | 52.556 P8 +1l (~61.425) +7.572 | 51.140 P9 +1l (~75.216) +13.791 | 52.155 P5 +31.010 +4.138 | 1:32.926 24l P10 +1l (~76.020) +0.804 | 52.714 P11 +1l (~82.206) +6.186 | 52.273 P12 +1l (~87.066) +4.860 | 52.938 P13 +3l (~182.227) +95.161 |
| 25 | 51.212 P1 | 51.190 P5 +1l (~53.478) +25.708 | 51.620 P6 +1l (~54.108) +0.630 | 52.053 P3 +14.112 +0.557 | 51.256 P2 +13.555 +13.555 | 52.110 P4 +27.770 +13.658 | 52.249 P7 +1l (~62.420) +8.312 | 51.919 P9 +1l (~75.580) +2.677 | 1:33.106 25l P8 +1l (~72.903) +10.483 | 54.625 P10 +1l (~79.081) +3.501 | 53.017 P11 +1l (~83.710) +4.629 | 52.391 P12 +1l (~88.252) +4.542 | 53.402 P13 +3l (~184.371) +96.119 |
| 26 | 50.871 P1 | 51.041 P4 +1l (~53.942) +39.391 | 51.234 P5 +1l (~54.575) +0.633 | 51.310 P3 +14.551 +0.144 | 51.723 P2 +14.407 +14.407 | 1:30.650 26l P7 +1l (~67.974) +3.784 | 52.313 P6 +1l (~64.190) +9.615 | 51.540 P9 +1l (~76.523) +0.105 | 54.278 P8 +1l (~76.418) +8.444 | 52.667 P10 +1l (~81.302) +4.779 | 52.403 P11 +1l (~85.827) +4.525 | 52.084 P12 +1l (~89.924) +4.097 | 53.594 P13 +3l (~187.092) +97.168 |
| 27 | 50.837 P1 | 50.973 P3 +1l (~53.947) +39.317 | 51.254 P4 +1l (~54.885) +0.938 | 1:31.969 27l P5 +1l (~55.880) +0.995 | 51.060 P2 +14.630 +14.630 | 53.081 P7 +1l (~69.991) +4.794 | 52.060 P6 +1l (~65.197) +9.317 | 52.422 P9 +1l (~78.077) +0.220 | 52.308 P8 +1l (~77.857) +7.866 | 52.533 P10 +1l (~82.987) +4.910 | 52.329 P11 +1l (~86.945) +3.958 | 51.770 P12 +1l (~90.703) +3.758 | 53.086 P13 +2l (~189.328) +98.625 |
| 28 | 50.891 P1 | 50.880 P3 +53.861 +39.359 | 51.176 P4 +55.205 +1.344 | 53.994 P5 +58.786 +3.581 | 50.763 P2 +14.502 +14.502 | 51.624 P7 +1l (~70.560) +3.885 | 52.608 P6 +1l (~66.675) +7.889 | 52.209 P8 +1l (~79.422) +8.862 | 53.257 P9 +1l (~80.093) +0.671 | 52.436 P10 +1l (~84.646) +4.553 | 52.523 P11 +1l (~88.665) +4.019 | 52.086 P12 +1l (~91.598) +2.933 | 52.524 P13 +2l (~190.971) +99.373 |
| 29 | 1:30.939 29l P2 +24.868 +24.868 | 50.899 P3 +38.689 +13.821 | 51.319 P4 +40.453 +1.764 | 51.068 P5 +43.783 +3.330 | 51.569 P1 | 51.522 P7 +55.977 +3.217 | 52.095 P6 +52.760 +8.977 | 51.149 P8 +60.000 +4.023 | 52.208 P9 +65.000 +5.000 | 53.177 P10 +63.000 +-2.000 | 52.576 P11 +63.000 | 52.000 P12 +65.000 +2.000 | 52.235 P13 +2l (~176.816) +111.816 |
| 30 | 54.012 P1 | 50.924 P2 +10.733 +10.733 | 51.287 P3 +12.860 +2.127 | 51.104 P5 +16.007 +2.581 | 1:32.306 30l P4 +13.426 +0.566 | 51.535 P7 +28.632 +2.670 | 52.082 P6 +25.962 +9.955 | 51.149 P8 +36.739 +8.107 | 52.146 P9 +39.551 +2.812 | 52.292 P10 +45.025 +5.474 | 52.233 P11 +48.446 +3.421 | 51.979 P12 +50.694 +2.248 | 52.374 P13 +2l (~150.480) +99.786 |
| 31 | 51.855 P1 | 51.023 P2 +9.901 +9.901 | 51.128 P3 +12.133 +2.232 | 50.523 P5 +14.675 +0.831 | 52.273 P4 +13.844 +1.711 | 51.268 P7 +28.045 +1.748 | 52.190 P6 +26.297 +11.622 | 50.928 P8 +35.812 +7.767 | 51.866 P9 +39.562 +3.750 | 52.070 P10 +45.240 +5.678 | 52.192 P11 +48.783 +3.543 | 51.557 P12 +50.396 +1.613 | 52.391 P13 +2l (~151.052) +100.656 |
| 32 | 51.747 P1 | 50.740 P2 +8.894 +8.894 | 51.038 P3 +11.424 +2.530 | 50.594 P5 +13.522 +0.344 | 51.081 P4 +13.178 +1.754 | 51.012 P7 +27.310 +0.634 | 52.126 P6 +26.676 +13.154 | 51.072 P8 +35.137 +7.827 | 52.168 P9 +39.983 +4.846 | 52.025 P10 +45.518 +5.535 | 52.016 P11 +49.052 +3.534 | 51.882 P12 +50.531 +1.479 | 52.537 P13 +2l (~152.039) +101.508 |
| 33 | 51.590 P1 | 50.798 P2 +8.102 +8.102 | 51.000 P3 +10.834 +2.732 | 51.280 P5 +13.212 +0.228 | 51.396 P4 +12.984 +2.150 | 51.486 P6 +27.206 +13.994 | 52.965 P7 +28.051 +0.845 | 51.119 P8 +34.666 +6.615 | 52.040 P9 +40.433 +5.767 | 51.805 P10 +45.733 +5.300 | 52.011 P11 +49.473 +3.740 | 51.828 P12 +50.769 +1.296 | 53.190 P13 +2l (~153.452) +102.683 |
| 34 | 51.217 P1 | 50.866 P2 +7.751 +7.751 | 50.798 P3 +10.415 +2.664 | 51.108 P5 +13.103 +0.473 | 50.863 P4 +12.630 +2.215 | 51.173 P6 +27.162 +14.059 | 52.123 P7 +28.957 +1.795 | 50.939 P8 +34.388 +5.431 | 52.245 P9 +41.461 +7.073 | 52.486 P10 +47.002 +5.541 | 52.417 P11 +50.673 +3.671 | 52.087 P12 +51.639 +0.966 | 53.270 25l P13 +2l |
| 35 | 51.824 P1 | 50.984 P2 +6.911 +6.911 | 51.098 P3 +9.689 +2.778 | 50.690 P5 +11.969 +0.188 | 50.975 P4 +11.781 +2.092 | 51.466 P6 +26.804 +14.835 | 51.980 P7 +29.113 +2.309 | 51.106 P8 +33.670 +4.557 | 53.746 P9 +43.383 +9.713 | 54.737 P10 +49.915 +6.532 | 53.398 23l P11 +52.247 +2.332 | 52.597 27l P12 +52.412 +0.165 | |
| 36 | 53.117 7l P1 | 51.274 29l P2 +5.068 +5.068 | 51.361 13l P3 +7.933 +2.865 | 53.146 9l P4 +11.998 +4.065 | 53.588 6l P5 +12.252 +0.254 | 51.592 10l P6 +25.279 +13.027 | 52.740 25l P7 +28.736 +3.457 | 51.010 30l P8 +31.563 +2.827 | 52.635 11l P9 +42.901 +11.338 | 53.166 12l P10 +49.964 +7.063 | |||
| Gap | +5.068 | +7.933 | +11.998 | +12.252 | +25.279 | +28.736 | +31.563 | +42.901 | +49.964 | +52.247 | +52.412 | +2l (~153.452) | |
| Best | 50.373 | 50.740 | 50.798 | 50.523 | 50.763 | 51.012 | 51.140 | 50.928 | 51.267 | 51.550 | 51.708 | 51.557 | 52.235 |
| Avg | 53.622 | 53.879 | 53.874 | 54.005 | 53.956 | 54.417 | 54.479 | 54.582 | 54.781 | 55.014 | 55.155 | 55.134 | 58.224 |
| Dev | 3.253 | 3.386 | 2.874 | 3.419 | 3.255 | 2.654 | 3.095 | 4.279 | 3.433 | 3.198 | 1.746 | 3.350 | 1.970 |
| Pits | 1:30.939 | 1:30.086 | 1:31.130 | 1:31.969 | 1:32.306 | 1:30.650 | 1:32.216 | 1:31.431 | 1:33.106 | 1:32.926 | 1:54.701 | 1:32.472 | 1:32.183 |
| S1 kart | 17 | 28 | 22 | 11 | 10 | 1 | 13 | 35 | 24 | 29 | 20 | 32 | 15 |
| S1 laps | 29 | 7 | 23 | 27 | 30 | 26 | 11 | 6 | 25 | 24 | 12 | 8 | 9 |
| S1 best | 50.373 | 51.549 | 50.851 | 50.872 | 50.763 | 51.074 | 51.140 | 51.917 | 51.267 | 51.550 | 51.708 | 53.795 | 53.032 |
| S1 avg | 52.646 | 52.630 | 53.613 | 53.412 | 53.102 | 53.206 | 52.035 | 52.959 | 54.172 | 54.503 | 52.754 | 54.430 | 54.685 |
| S1 dev | 3.570 | 1.099 | 3.536 | 3.873 | 3.510 | 3.113 | 1.175 | 1.460 | 4.082 | 3.863 | 1.075 | 0.855 | 2.116 |
| S2 kart | 1 | 102 | 13 | 24 | 11 | 29 | 32 | 101 | 22 | 20 | 15 | 35 | 28 |
| S2 laps | 7 | 29 | 13 | 9 | 6 | 10 | 25 | 30 | 11 | 12 | 23 | 27 | 25 |
| S2 best | 51.217 | 50.740 | 50.798 | 50.523 | 50.863 | 51.012 | 51.980 | 50.928 | 51.866 | 51.805 | 52.011 | 51.557 | 52.235 |
| S2 avg | 52.194 | 52.889 | 51.450 | 51.500 | 51.696 | 51.575 | 53.948 | 53.624 | 52.627 | 52.834 | 53.714 | 53.934 | 53.945 |
| S2 dev | 0.920 | 3.646 | 0.912 | 1.150 | 0.966 | 0.536 | 3.557 | 4.532 | 0.749 | 0.915 | 1.977 | 3.694 | 1.923 |
| Lap # | Race time | Driver | Change | Pit lane |
|---|---|---|---|---|
| 6 | 00:05:57 | Larina | 35 → 101 | 35 102 |
| 7 | 00:06:46 | DENISENKO | 28 → 102 | 28 35 |
| 8 | 00:07:57 | ☄︎Paring Roman | 32 → 35 | 32 28 |
| 9 | 00:08:55 | SunnyDays | 15 → 28 | 15 32 |
| 11 | 00:10:14 | Sh1ne | 13 → 32 | 13 15 |
| 12 | 00:11:38 | Sergey Svyatov | 20 → 15 | 20 13 |
| 23 | 00:21:13 | Ilya Fed | 22 → 13 | 22 20 |
| 24 | 00:22:30 | ErihNorthern | 29 → 20 | 29 22 |
| 25 | 00:23:18 | Valericson | 24 → 22 | 24 29 |
| 26 | 00:24:04 | Илья Ремизов | 1 → 29 | 1 24 |
| 27 | 00:24:43 | Алика | 11 → 24 | 11 1 |
| 29 | 00:26:09 | po1yarnik | 17 → 1 | 17 11 |
| 30 | 00:27:16 | MIK | 10 → 11 | 10 17 |