« Тренировочная командная гонка - 105 кругов, min стинт 2, max » 25 Jul 2026, 10:37
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| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | |
|---|---|---|---|---|---|---|---|---|
| Driver | Progress (Головин/Куксенко) | HOOLIGANS (Шепелев/Сидоркин) | Hoblets (Смирнов/Насибуллин) | Griphunters Academy (Кущенко/Ребенко) | M-ELVN (Смольняков/Хайтрутдинов) | Academy K (Юнусов К/Иванов М) | Magic team (Голубев/Хазиева) | Skuff Racing Team (Северьянов/Русских) |
| Kart | 13 | 17 | 32 | 30 | 16 | 4 | 10 | 3 |
| 1 | 53.137 P1 | 52.645 P2 +0.340 +0.340 | 52.484 P7 +2.872 +0.441 | 52.091 P3 +0.538 +0.198 | 52.024 P8 +2.893 +0.021 | 52.555 P4 +1.710 +1.172 | 52.588 P5 +2.059 +0.349 | 52.392 P6 +2.431 +0.372 |
| 2 | 50.538 P1 | 50.243 P2 +0.045 +0.045 | 51.066 P8 +3.400 +0.368 | 50.187 P3 +0.187 +0.142 | 50.677 P7 +3.032 +0.647 | 50.458 P4 +1.630 +1.443 | 50.672 P5 +2.193 +0.563 | 50.492 P6 +2.385 +0.192 |
| 3 | 51.398 P3 +0.603 +0.371 | 50.750 P1 | 50.850 P8 +3.455 +0.572 | 50.840 P2 +0.232 +0.232 | 50.471 P6 +2.708 +0.970 | 50.723 P4 +1.558 +0.955 | 50.340 P5 +1.738 +0.180 | 51.293 P7 +2.883 +0.175 |
| 4 | 50.192 P3 +0.773 +0.544 | 50.022 P1 | 50.312 P8 +3.745 +0.110 | 50.019 P2 +0.229 +0.229 | 50.342 P6 +3.028 +0.552 | 50.940 P5 +2.476 +0.168 | 50.592 P4 +2.308 +1.535 | 50.774 P7 +3.635 +0.607 |
| 5 | 49.948 P3 +0.832 +0.457 | 49.889 P1 | 50.632 P8 +4.488 +0.356 | 50.035 P2 +0.375 +0.375 | 50.292 P5 +3.431 +0.555 | 51.039 P6 +3.626 +0.195 | 50.457 P4 +2.876 +2.044 | 50.386 P7 +4.132 +0.506 |
| 6 | 49.716 P3 +0.756 +0.266 | 49.792 P1 | 50.183 P7 +4.879 +0.081 | 49.907 P2 +0.490 +0.490 | 50.549 P4 +4.188 +3.432 | 51.065 6l P8 +4.899 +0.020 | 51.516 P5 +4.600 +0.412 | 50.458 P6 +4.798 +0.198 |
| 7 | 49.820 P2 +0.788 +0.788 | 49.788 P1 | 50.236 P6 +5.327 +0.011 | 50.405 P3 +1.107 +0.319 | 50.090 P4 +4.490 +3.383 | 1:30.158 P8 +45.269 +39.062 | 50.504 P5 +5.316 +0.826 | 51.197 P7 +6.207 +0.880 |
| 8 | 49.971 P2 +0.915 +0.915 | 49.844 P1 | 50.719 P5 +6.202 +1.608 | 50.073 P3 +1.336 +0.421 | 49.948 P4 +4.594 +3.258 | 50.811 P8 +46.236 +38.945 | 51.361 P6 +6.833 +0.631 | 50.928 8l P7 +7.291 +0.458 |
| 9 | 49.920 P2 +0.930 +0.930 | 49.905 P1 | 49.732 P5 +6.029 +1.236 | 49.902 P3 +1.333 +0.403 | 50.104 P4 +4.793 +3.460 | 50.488 P8 +46.819 +0.811 | 50.455 P6 +7.383 +1.354 | 1:28.622 P7 +46.008 +38.625 |
| 10 | 49.855 P2 +1.039 +1.039 | 49.746 P1 | 49.579 P5 +5.862 +0.912 | 49.757 P3 +1.344 +0.305 | 49.903 P4 +4.950 +3.606 | 50.493 P8 +47.566 +0.359 | 50.227 P6 +7.864 +2.002 | 50.945 P7 +47.207 +39.343 |
| 11 | 49.879 P2 +1.165 +1.165 | 49.753 P1 | 49.478 P5 +5.587 +0.436 | 49.932 P3 +1.523 +0.358 | 49.954 P4 +5.151 +3.628 | 50.838 P7 +48.651 +39.774 | 50.766 P6 +8.877 +3.290 | 51.473 P8 +48.927 +0.276 |
| 12 | 49.815 P2 +1.345 +1.345 | 49.635 P1 | 49.578 P5 +5.530 +0.161 | 49.796 P3 +1.684 +0.339 | 49.853 P4 +5.369 +3.685 | 50.328 P7 +49.344 +39.514 | 50.588 P6 +9.830 +4.300 | 50.972 P8 +1l (~50.290) +0.946 |
| 13 | 49.863 P2 +1.480 +1.480 | 49.728 P1 | 49.899 P4 +5.701 +3.881 | 49.864 P3 +1.820 +0.340 | 50.388 P5 +6.029 +0.328 | 50.282 P7 +1l (~49.801) +39.317 | 50.382 P6 +10.484 +4.455 | 50.413 P8 +1l (~50.876) +1.075 |
| 14 | 49.663 P2 +1.456 +1.456 | 49.687 P1 | 49.712 P4 +5.726 +3.691 | 49.902 P3 +2.035 +0.579 | 49.727 P5 +6.069 +0.343 | 50.154 P7 +1l (~50.285) +38.987 | 50.501 P6 +11.298 +5.229 | 51.113 P8 +1l (~52.230) +1.945 |
| 15 | 49.890 P2 +1.640 +1.640 | 49.706 P1 | 49.643 P4 +5.663 +3.198 | 50.136 P3 +2.465 +0.825 | 49.721 P5 +6.084 +0.421 | 50.358 P7 +1l (~50.530) +38.495 | 50.443 P6 +12.035 +5.951 | 50.354 P8 +1l (~52.245) +1.715 |
| 16 | 49.811 P2 +1.843 +1.843 | 49.608 P1 | 49.697 P4 +5.752 +2.947 | 49.948 P3 +2.805 +0.962 | 49.808 P5 +6.284 +0.532 | 50.841 P7 +1l (~52.164) +39.459 | 50.278 P6 +12.705 +6.421 | 50.610 P8 +1l (~53.591) +1.427 |
| 17 | 50.172 P2 +2.414 +2.414 | 49.601 P1 | 49.727 P4 +5.878 +2.730 | 49.944 P3 +3.148 +0.734 | 49.742 P5 +6.425 +0.547 | 50.426 P7 +1l (~52.871) +39.370 | 50.397 P6 +13.501 +7.076 | 50.447 P8 +1l (~54.548) +1.677 |
| 18 | 49.990 P2 +2.827 +2.827 | 49.577 P1 | 49.709 P4 +6.010 +2.325 | 50.114 P3 +3.685 +0.858 | 49.802 P5 +6.650 +0.640 | 50.401 P7 +1l (~53.694) +39.282 | 50.488 P6 +14.412 +7.762 | 50.360 P8 +1l (~55.669) +1.975 |
| 19 | 49.922 P2 +3.099 +3.099 | 49.650 P1 | 49.944 P4 +6.304 +2.250 | 50.019 P3 +4.054 +0.955 | 50.015 P5 +7.015 +0.711 | 50.393 P7 +1l (~54.570) +39.349 | 50.459 P6 +15.221 +8.206 | 50.130 P8 +1l (~56.044) +1.474 |
| 20 | 49.833 P2 +3.254 +3.254 | 49.678 P1 | 50.031 P4 +6.657 +2.029 | 50.252 P3 +4.628 +1.374 | 49.728 P5 +7.065 +0.408 | 50.048 P7 +1l (~54.663) +38.845 | 50.275 P6 +15.818 +8.753 | 50.784 P8 +1l (~57.279) +2.616 |
| 21 | 50.062 P2 +3.629 +3.629 | 49.687 P1 | 50.671 P4 +7.641 +2.758 | 49.942 P3 +4.883 +1.254 | 50.400 P5 +7.778 +0.137 | 50.467 P7 +1l (~55.612) +39.027 | 50.454 P6 +16.585 +8.807 | 51.565 P8 +1l (~58.994) +3.382 |
| 22 | 49.940 P2 +3.712 +3.712 | 49.857 P1 | 51.492 P5 +9.276 +0.637 | 49.963 P3 +4.989 +1.277 | 50.718 P4 +8.639 +3.650 | 50.127 P7 +1l (~55.700) +38.347 | 50.625 P6 +17.353 +8.077 | 51.607 P8 +1l (~61.268) +5.568 |
| 23 | 49.865 P2 +3.913 +3.913 | 49.664 P1 | 51.658 P5 +11.270 +2.227 | 49.939 P3 +5.264 +1.351 | 50.068 P4 +9.043 +3.779 | 50.238 P7 +1l (~56.412) +38.290 | 50.433 P6 +18.122 +6.852 | 51.275 P8 +1l (~62.471) +6.059 |
| 24 | 49.860 P2 +4.124 +4.124 | 49.649 P1 | 50.691 P5 +12.312 +2.908 | 50.167 P3 +5.782 +1.658 | 50.010 P4 +9.404 +3.622 | 50.094 P7 +1l (~56.672) +37.629 | 50.570 P6 +19.043 +6.731 | 50.322 P8 +1l (~62.733) +6.061 |
| 25 | 49.885 P2 +4.294 +4.294 | 49.715 P1 | 49.709 P5 +12.306 +2.722 | 49.928 P3 +5.995 +1.701 | 49.895 P4 +9.584 +3.589 | 50.177 P7 +1l (~57.446) +37.670 | 50.448 P6 +19.776 +7.470 | 50.274 P8 +1l (~63.595) +6.149 |
| 26 | 50.000 P2 +4.633 +4.633 | 49.661 P1 | 49.890 P5 +12.535 +2.698 | 50.057 P3 +6.391 +1.758 | 49.914 P4 +9.837 +3.446 | 50.250 P7 +1l (~57.638) +37.050 | 50.473 P6 +20.588 +8.053 | 50.491 P8 +1l (~64.257) +6.619 |
| 27 | 49.993 P2 +5.046 +5.046 | 49.580 P1 | 49.699 P5 +12.654 +2.733 | 50.166 P3 +6.977 +1.931 | 49.664 P4 +9.921 +2.944 | 50.335 P7 +1l (~58.982) +37.542 | 50.432 P6 +21.440 +8.786 | 50.508 P8 +1l (~65.647) +6.665 |
| 28 | 50.075 P2 +5.427 +5.427 | 49.694 P1 | 49.770 P5 +12.730 +2.764 | 50.132 P3 +7.415 +1.988 | 49.739 P4 +9.966 +2.551 | 50.148 P7 +1l (~59.058) +36.750 | 50.562 P6 +22.308 +9.578 | 50.165 P8 +1l (~65.746) +6.688 |
| 29 | 49.998 P2 +5.678 +5.678 | 49.747 29l P1 | 49.476 P5 +12.459 +2.566 | 50.142 P3 +7.810 +2.132 | 49.674 P4 +9.893 +2.083 | 50.837 P7 +1l (~60.288) +37.184 | 50.543 P6 +23.104 +10.645 | 50.373 P8 +1l (~66.508) +6.220 |
| 30 | 50.007 P1 | 1:27.553 P6 +31.868 +13.914 | 49.361 P4 +6.135 +1.962 | 50.115 P2 +2.240 +2.240 | 49.965 P3 +4.173 +1.933 | 50.100 P7 +1l (~54.709) +22.841 | 50.535 30l P5 +17.954 +11.819 | 50.194 P8 +1l (~60.947) +6.238 |
| 31 | 50.085 31l P1 | 50.337 P5 +32.120 +26.231 | 49.839 P4 +5.889 +1.816 | 50.066 P2 +2.221 +2.221 | 49.985 P3 +4.073 +1.852 | 50.145 P6 +1l (~54.725) +22.605 | 1:34.287 P8 +1l (~62.063) +0.707 | 50.249 P7 +1l (~61.356) +6.631 |
| 32 | 1:32.639 P5 +40.299 +9.873 | 50.646 P4 +30.426 +27.403 | 49.474 P3 +3.023 +1.584 | 50.119 P1 | 49.706 P2 +1.439 +1.439 | 50.824 P6 +1l (~53.490) +13.191 | 50.506 P8 +1l (~60.048) +0.819 | 50.334 P7 +1l (~59.229) +5.739 |
| 33 | 50.089 P5 +40.210 +9.639 | 50.323 P4 +30.571 +27.733 | 49.993 P3 +2.838 +1.619 | 50.178 P1 | 49.958 P2 +1.219 +1.219 | 50.314 P6 +1l (~53.138) +12.928 | 50.545 P8 +1l (~60.330) +1.094 | 50.389 P7 +1l (~59.236) +6.098 |
| 34 | 50.130 P5 +40.149 +9.572 | 50.197 P4 +30.577 +28.085 | 49.845 P3 +2.492 +1.543 | 50.191 P1 | 49.921 34l P2 +0.949 +0.949 | 50.101 P6 +1l (~53.160) +13.011 | 50.385 P8 +1l (~60.613) +0.970 | 50.229 P7 +1l (~59.643) +6.483 |
| 35 | 51.353 P4 +41.282 +10.785 | 50.140 P3 +30.497 +28.384 | 49.841 P2 +2.113 +2.113 | 50.220 35l P1 | 1:31.086 P5 +41.815 +0.533 | 50.203 P6 +1l (~53.282) +11.467 | 50.379 P8 +1l (~60.928) +1.164 | 50.356 P7 +1l (~59.764) +6.482 |
| 36 | 49.949 P4 +39.402 +2.720 | 50.243 P2 +28.911 +28.911 | 49.716 36l P1 | 1:28.511 P3 +36.682 +7.771 | 50.721 P5 +40.707 +1.305 | 50.179 P6 +51.769 +11.062 | 50.497 P8 +59.710 +1.549 | 50.372 P7 +58.161 +6.392 |
| 37 | 49.851 P4 +10.318 +1.166 | 50.024 P1 | 1:28.087 P3 +9.152 +0.698 | 50.707 P2 +8.454 +8.454 | 50.560 P5 +12.332 +2.014 | 50.267 P6 +23.101 +10.769 | 50.460 P8 +31.235 +1.610 | 50.399 P7 +29.625 +6.524 |
| 38 | 49.820 P4 +9.909 +0.531 | 50.229 P1 | 50.455 P3 +9.378 +0.560 | 50.593 P2 +8.818 +8.818 | 50.608 P5 +12.711 +2.802 | 50.340 P6 +23.212 +10.501 | 50.688 P8 +31.694 +1.996 | 50.302 P7 +29.698 +6.486 |
| 39 | 49.980 P3 +9.708 +0.234 | 50.181 P1 | 50.277 P2 +9.474 +9.474 | 51.080 P4 +9.717 +0.009 | 50.549 P5 +13.079 +3.362 | 50.422 P6 +23.453 +10.374 | 50.197 P8 +31.710 +1.969 | 50.224 P7 +29.741 +6.288 |
| 40 | 50.305 P2 +9.955 +9.955 | 50.058 P1 | 50.661 P3 +10.077 +0.122 | 50.721 P4 +10.380 +0.303 | 50.731 6l P5 +13.752 +3.372 | 50.150 P6 +23.545 +9.793 | 50.159 P8 +31.811 +1.916 | 50.212 P7 +29.895 +6.350 |
| 41 | 50.018 10l P2 +9.963 +9.963 | 50.010 P1 | 51.171 P3 +11.238 +1.275 | 50.981 P4 +11.351 +0.113 | 1:28.610 P8 +1l (~52.185) +19.918 | 50.266 P5 +23.801 +12.450 | 50.466 P7 +32.267 +1.862 | 50.520 P6 +30.405 +6.604 |
| 42 | 1:28.763 P7 +48.588 +16.121 | 50.138 P1 | 50.215 P2 +11.315 +11.315 | 50.959 P3 +12.172 +0.857 | 50.464 P8 +1l (~52.435) +3.847 | 50.333 36l P4 +23.996 +11.824 | 50.338 P6 +32.467 +1.966 | 50.234 P5 +30.501 +6.505 |
| 43 | 50.003 P6 +48.558 +15.637 | 50.033 P1 | 50.471 P2 +11.753 +11.753 | 50.671 P3 +12.810 +1.057 | 50.444 P7 +1l (~53.515) +4.957 | 1:32.609 P8 +1l (~66.818) +13.303 | 50.487 P5 +32.921 +2.070 | 50.383 35l P4 +30.851 +18.041 |
| 44 | 49.775 P5 +48.273 +14.679 | 50.060 P1 | 50.208 P2 +11.901 +11.901 | 50.655 P3 +13.405 +1.504 | 50.424 P6 +1l (~53.631) +5.358 | 50.608 P7 +1l (~67.298) +13.667 | 50.733 14l P4 +33.594 +20.189 | 1:35.235 P8 +1l (~76.418) +9.120 |
| 45 | 49.703 P4 +47.828 +34.013 | 50.148 P1 | 50.113 P2 +11.866 +11.866 | 50.558 P3 +13.815 +1.949 | 50.303 P5 +1l (~53.728) +5.900 | 50.486 P6 +1l (~67.522) +13.794 | 1:31.307 P7 +1l (~75.139) +7.617 | 51.726 P8 +1l (~77.858) +2.719 |
| 46 | 49.773 P4 +47.552 +33.124 | 50.049 P1 | 50.321 P2 +12.138 +12.138 | 50.662 P3 +14.428 +2.290 | 50.282 P5 +1l (~53.757) +6.205 | 50.560 P6 +1l (~67.926) +14.169 | 50.974 P7 +1l (~75.711) +7.785 | 51.349 P8 +1l (~78.838) +3.127 |
| 47 | 49.633 P4 +47.109 +32.325 | 50.076 P1 | 50.309 P2 +12.371 +12.371 | 50.432 P3 +14.784 +2.413 | 50.267 P5 +1l (~53.959) +6.850 | 50.504 P6 +1l (~68.332) +14.373 | 51.213 P7 +1l (~77.048) +8.716 | 51.508 P8 +1l (~80.368) +3.320 |
| 48 | 49.530 P4 +46.600 +31.303 | 50.039 P1 | 50.376 P2 +12.708 +12.708 | 50.552 P3 +15.297 +2.589 | 50.213 P5 +1l (~54.345) +7.745 | 50.450 P6 +1l (~68.848) +14.503 | 50.547 P7 +1l (~77.386) +8.538 | 51.403 P8 +1l (~81.842) +4.456 |
| 49 | 49.556 P4 +46.043 +30.286 | 50.113 P1 | 50.123 P2 +12.718 +12.718 | 50.573 P3 +15.757 +3.039 | 50.203 P5 +1l (~54.220) +8.177 | 50.335 P6 +1l (~69.592) +15.372 | 50.548 P7 +1l (~77.786) +8.194 | 51.252 P8 +1l (~82.769) +4.983 |
| 50 | 49.577 P4 +45.540 +29.064 | 50.080 21l P1 | 50.128 P2 +12.766 +12.766 | 50.799 P3 +16.476 +3.710 | 50.225 P5 +54.441 +8.901 | 50.359 P6 +1l (~69.466) +15.025 | 50.535 P7 +1l (~78.432) +8.966 | 51.372 P8 +1l (~84.196) +5.764 |
| 51 | 49.579 P4 +32.136 +6.221 | 1:28.898 P3 +25.915 +21.927 | 50.217 P1 | 50.495 16l P2 +3.988 +3.988 | 50.165 P5 +41.623 +9.487 | 50.399 P6 +1l (~56.961) +15.338 | 50.547 P7 +1l (~65.953) +8.992 | 51.354 P8 +1l (~72.692) +6.739 |
| 52 | 49.764 P3 +31.855 +5.779 | 50.206 P2 +26.076 +26.076 | 50.045 P1 | 1:30.159 P5 +44.102 +2.196 | 50.328 P4 +41.906 +10.051 | 50.432 P6 +1l (~57.263) +13.161 | 50.420 P7 +1l (~66.222) +8.959 | 51.249 P8 +1l (~74.042) +7.820 |
| 53 | 49.594 P3 +31.477 +5.189 | 50.184 P2 +26.288 +26.288 | 49.972 P1 | 50.592 P5 +44.722 +2.538 | 50.250 P4 +42.184 +10.707 | 50.577 P6 +1l (~57.667) +12.945 | 50.554 P7 +1l (~66.633) +8.966 | 51.490 P8 +1l (~75.094) +8.461 |
| 54 | 49.663 P3 +30.840 +4.852 | 50.000 P2 +25.988 +25.988 | 50.300 P1 | 50.446 P5 +44.868 +2.693 | 50.291 P4 +42.175 +11.335 | 50.589 P6 +1l (~58.199) +13.331 | 50.482 P7 +1l (~66.915) +8.716 | 51.897 P8 +1l (~76.828) +9.913 |
| 55 | 49.591 P3 +30.251 +4.276 | 50.167 P2 +25.975 +25.975 | 50.180 P1 | 50.470 P5 +45.158 +2.842 | 50.321 P4 +42.316 +12.065 | 50.363 P6 +1l (~58.283) +13.125 | 50.699 P7 +1l (~67.240) +8.957 | 51.296 P8 +1l (~77.678) +10.438 |
| 56 | 49.651 P3 +29.904 +3.905 | 50.022 P2 +25.999 +25.999 | 49.998 P1 | 50.243 P5 +45.403 +2.782 | 50.303 P4 +42.621 +12.717 | 50.423 P6 +1l (~58.181) +12.778 | 50.586 P7 +1l (~67.866) +9.685 | 51.384 P8 +1l (~79.166) +11.300 |
| 57 | 49.595 P3 +29.555 +3.551 | 49.949 P2 +26.004 +26.004 | 49.944 P1 | 50.390 P5 +45.849 +2.817 | 50.355 P4 +43.032 +13.477 | 50.391 P6 +1l (~59.076) +13.227 | 50.283 P7 +1l (~68.417) +9.341 | 51.619 P8 +1l (~80.820) +12.403 |
| 58 | 49.658 P3 +29.165 +3.506 | 49.703 P2 +25.659 +25.659 | 50.048 P1 | 50.136 P5 +45.937 +2.728 | 50.225 P4 +43.209 +14.044 | 50.263 P6 +1l (~59.278) +13.341 | 50.456 P7 +1l (~68.709) +9.431 | 51.304 P8 +1l (~82.280) +13.571 |
| 59 | 49.516 P3 +28.822 +3.316 | 49.706 P2 +25.506 +25.506 | 49.859 P1 | 50.335 P5 +46.413 +2.812 | 50.251 P4 +43.601 +14.779 | 50.192 P6 +1l (~59.432) +13.019 | 51.020 P7 +1l (~69.967) +10.535 | 51.297 P8 +1l (~83.744) +13.777 |
| 60 | 49.509 P3 +28.359 +3.035 | 49.790 P2 +25.324 +25.324 | 49.972 P1 | 50.296 P5 +46.737 +2.896 | 50.212 P4 +43.841 +15.482 | 50.209 P6 +1l (~59.678) +12.941 | 50.466 P7 +1l (~70.308) +10.630 | 51.673 P8 +1l (~85.497) +15.189 |
| 61 | 49.551 P3 +27.938 +2.760 | 49.826 P2 +25.178 +25.178 | 49.972 P1 | 50.319 P5 +47.084 +2.922 | 50.293 P4 +44.162 +16.224 | 50.384 P6 +1l (~60.395) +13.311 | 51.041 P7 +1l (~71.329) +10.934 | 51.160 P8 +1l (~86.405) +15.076 |
| 62 | 49.661 P3 +27.344 +2.665 | 49.756 P2 +24.679 +24.679 | 50.255 P1 | 50.396 P5 +47.225 +3.044 | 50.274 P4 +44.181 +16.837 | 50.334 P6 +1l (~60.046) +12.821 | 50.459 P7 +1l (~71.357) +11.311 | 51.209 P8 +1l (~87.290) +15.933 |
| 63 | 49.569 P3 +26.571 +2.203 | 50.031 P2 +24.368 +24.368 | 50.342 P1 | 50.333 P5 +47.216 +3.139 | 50.238 P4 +44.077 +17.506 | 50.322 P6 +1l (~60.219) +13.003 | 50.519 P7 +1l (~71.949) +11.730 | 51.247 P8 +1l (~88.275) +16.326 |
| 64 | 49.785 P3 +26.171 +2.080 | 49.908 P2 +24.091 +24.091 | 50.185 P1 | 50.460 P5 +47.491 +3.340 | 50.259 P4 +44.151 +17.980 | 50.220 P6 +1l (~60.254) +12.763 | 50.584 P7 +1l (~72.665) +12.411 | 51.739 P8 +1l (~89.805) +17.140 |
| 65 | 49.680 P3 +25.737 +1.925 | 49.835 P2 +23.812 +23.812 | 50.114 P1 | 50.493 P5 +47.870 +3.661 | 50.172 P4 +44.209 +18.472 | 50.209 P6 +1l (~60.868) +12.998 | 51.265 P7 +1l (~73.447) +12.579 | 51.155 P8 +1l (~91.466) +18.019 |
| 66 | 49.801 P3 +25.500 +1.865 | 49.861 P2 +23.635 +23.635 | 50.038 P1 | 50.534 P5 +48.366 +3.888 | 50.307 P4 +44.478 +18.978 | 50.412 P6 +1l (~60.579) +12.213 | 51.048 P7 +1l (~74.211) +13.632 | 51.571 P8 +1l (~92.802) +18.591 |
| 67 | 49.640 P3 +25.006 +1.479 | 50.026 P2 +23.527 +23.527 | 50.134 P1 | 50.302 P5 +48.534 +4.058 | 50.132 P4 +44.476 +19.470 | 50.527 P6 +1l (~61.456) +12.922 | 50.779 P7 +1l (~75.163) +13.707 | 51.802 P8 +1l (~94.490) +19.327 |
| 68 | 49.951 P3 +24.784 +1.602 | 49.828 P2 +23.182 +23.182 | 50.173 P1 | 50.406 P5 +48.767 +4.262 | 50.202 P4 +44.505 +19.721 | 50.679 P6 +1l (~61.961) +13.194 | 50.735 P7 +1l (~75.645) +13.684 | 51.453 P8 +1l (~95.601) +19.956 |
| 69 | 49.703 P3 +24.292 +1.539 | 49.766 P2 +22.753 +22.753 | 50.195 P1 | 50.277 P5 +48.849 +4.253 | 50.286 P4 +44.596 +20.304 | 50.468 P6 +1l (~62.296) +13.447 | 50.557 P7 +1l (~76.985) +14.689 | 51.627 P8 +1l (~97.412) +20.427 |
| 70 | 49.471 P3 +23.688 +1.107 | 49.903 P2 +22.581 +22.581 | 50.075 P1 | 50.292 P5 +49.066 +4.308 | 50.237 P4 +44.758 +21.070 | 50.419 P6 +1l (~62.448) +13.382 | 50.567 P7 +1l (~76.839) +14.391 | 51.291 P8 +1l (~98.383) +21.544 |
| 71 | 49.514 P3 +23.331 +0.780 | 49.841 P2 +22.551 +22.551 | 49.871 35l P1 | 50.307 P5 +49.502 +4.399 | 50.216 P4 +45.103 +21.772 | 50.256 P6 +62.000 +12.498 | 50.372 P7 +1l (~77.133) +15.133 | 51.365 P8 +1l (~99.918) +22.785 |
| 72 | 49.439 P2 +0.445 +0.445 | 49.774 P1 | 1:29.254 P3 +16.929 +16.484 | 50.394 P5 +27.571 +4.599 | 50.194 P4 +22.972 +6.043 | 50.500 P6 +40.897 +13.326 | 50.741 P7 +1l (~55.285) +14.388 | 52.134 P8 +1l (~79.322) +24.037 |
| 73 | 49.748 P2 +0.221 +0.221 | 49.972 P1 | 50.826 P3 +17.783 +17.562 | 50.381 P5 +27.980 +4.734 | 50.246 P4 +23.246 +5.463 | 50.606 P6 +41.531 +13.551 | 50.651 P7 +1l (~56.309) +14.778 | 51.380 P8 +1l (~81.199) +24.890 |
| 74 | 49.929 P2 +0.269 +0.269 | 49.881 P1 | 51.223 P3 +19.125 +18.856 | 50.294 P5 +28.393 +4.668 | 50.360 34l P4 +23.725 +4.600 | 50.612 P6 +42.262 +13.869 | 50.840 30l P7 +1l (~57.229) +14.967 | 51.401 P8 +1l (~82.636) +25.407 |
| 75 | 49.912 P1 | 50.206 P2 +0.025 +0.025 | 50.743 P3 +19.687 +19.662 | 50.408 P4 +28.620 +8.933 | 1:28.331 P6 +1l (~62.042) +19.344 | 50.617 P5 +42.698 +14.078 | 1:31.858 P8 +1l (~98.917) +15.296 | 51.398 P7 +1l (~83.621) +21.579 |
| 76 | 50.255 35l P2 +0.002 +0.002 | 50.228 P1 | 50.526 P3 +19.960 +19.958 | 50.288 P4 +28.655 +8.695 | 50.824 P6 +1l (~62.412) +19.295 | 50.672 P5 +43.117 +14.462 | 50.497 P8 +1l (~98.929) +14.231 | 51.319 P7 +1l (~84.698) +22.286 |
| 77 | 1:28.123 P4 +38.135 +8.950 | 49.990 P1 | 50.844 P2 +20.814 +20.814 | 50.520 P3 +29.185 +8.371 | 50.768 P6 +1l (~63.489) +19.776 | 50.586 P5 +43.713 +5.578 | 50.666 P8 +1l (~99.708) +13.118 | 51.474 P7 +1l (~86.590) +23.101 |
| 78 | 50.192 P4 +38.287 +8.649 | 50.040 P1 | 50.665 P2 +21.439 +21.439 | 50.493 P3 +29.638 +8.199 | 50.550 P6 +1l (~64.504) +20.107 | 50.724 36l P5 +44.397 +6.110 | 50.788 P8 +2l (~100.884) +12.880 | 51.759 P7 +1l (~88.004) +23.500 |
| 79 | 50.131 P4 +38.602 +8.554 | 49.816 P1 | 50.734 P2 +22.357 +22.357 | 50.226 28l P3 +30.048 +7.691 | 50.584 P5 +1l (~64.919) +26.317 | 1:27.936 P6 +1l (~82.802) +17.883 | 50.042 P8 +2l (~100.601) +10.771 | 51.531 P7 +1l (~89.830) +7.028 |
| 80 | 50.405 P3 +38.743 +16.029 | 50.264 P1 | 50.621 P2 +22.714 +22.714 | 1:27.674 P5 +1l (~67.750) +2.785 | 50.601 P4 +1l (~64.965) +26.222 | 50.813 P6 +1l (~83.444) +15.694 | 50.179 P8 +2l (~100.655) +10.350 | 51.155 P7 +1l (~90.305) +6.861 |
| 81 | 50.108 P3 +38.900 +15.470 | 49.951 P1 | 50.667 P2 +23.430 +23.430 | 50.173 P5 +1l (~67.862) +2.374 | 50.604 P4 +1l (~65.488) +26.588 | 50.831 P6 +1l (~84.009) +16.147 | 50.231 P8 +2l (~100.537) +9.146 | 51.003 P7 +1l (~91.391) +7.382 |
| 82 | 50.054 P3 +39.082 +14.802 | 49.872 P1 | 50.722 P2 +24.280 +24.280 | 50.465 P5 +1l (~68.475) +2.184 | 50.653 P4 +1l (~66.291) +27.209 | 50.955 P6 +1l (~84.967) +16.492 | 50.116 P8 +2l (~100.780) +7.506 | 51.680 P7 +1l (~93.274) +8.307 |
| 83 | 50.097 P3 +39.299 +14.367 | 49.880 P1 | 50.532 P2 +24.932 +24.932 | 50.071 P5 +1l (~67.774) +1.096 | 50.511 P4 +1l (~66.678) +27.379 | 51.094 P6 +1l (~86.014) +18.240 | 50.159 P8 +1l (~101.146) +5.671 | 51.948 40l P7 +1l (~95.475) +9.461 |
| 84 | 50.090 P3 +39.584 +13.559 | 49.805 34l P1 | 50.898 P2 +26.025 +26.025 | 49.954 P5 +63.000 +-6.000 | 50.560 P4 +69.000 +29.416 | 50.684 P6 +1l (~87.015) +24.015 | 50.174 P7 +1l (~101.897) +14.882 | 1:29.163 P8 +2l (~134.985) +33.088 |
| 85 | 50.067 P3 +12.946 +2.866 | 1:26.785 P2 +10.080 +10.080 | 50.680 P1 | 50.142 P5 +42.050 +0.222 | 50.874 P4 +41.828 +28.882 | 50.855 P6 +1l (~60.964) +18.914 | 50.084 P7 +1l (~74.945) +13.981 | 51.592 P8 +1l (~109.434) +34.489 |
| 86 | 50.051 P3 +12.203 +2.504 | 50.413 P2 +9.699 +9.699 | 50.794 15l P1 | 50.633 P5 +41.889 +0.177 | 50.678 P4 +41.712 +29.509 | 50.613 P6 +1l (~61.022) +19.133 | 50.115 P7 +1l (~74.570) +13.548 | 52.007 P8 +2l (~111.118) +36.548 |
| 87 | 49.920 P2 +2.097 +2.097 | 50.327 P1 | 1:26.813 P3 +26.787 +24.690 | 51.289 P5 +33.152 +0.231 | 51.235 P4 +32.921 +6.134 | 50.420 P6 +1l (~51.500) +18.348 | 50.098 P7 +1l (~64.551) +13.051 | 51.914 P8 +2l (~102.738) +38.187 |
| 88 | 49.981 P2 +1.782 +1.782 | 50.296 P1 | 50.584 P3 +27.075 +25.293 | 50.635 P5 +33.491 +0.220 | 50.646 P4 +33.271 +6.196 | 51.139 P6 +1l (~52.240) +18.749 | 50.135 P7 +1l (~64.207) +11.967 | 51.609 P8 +2l (~103.952) +39.745 |
| 89 | 50.419 P2 +1.929 +1.929 | 50.272 P1 | 50.322 P3 +27.125 +25.196 | 52.049 P5 +35.268 +0.324 | 51.945 P4 +34.944 +7.819 | 50.714 P6 +1l (~52.753) +17.485 | 50.441 P7 +1l (~64.549) +11.796 | 51.631 P8 +2l (~105.616) +41.067 |
| 90 | 50.140 P2 +1.858 +1.858 | 50.211 P1 | 50.061 P3 +26.975 +25.117 | 51.591 P4 +36.648 +9.673 | 52.482 P5 +37.215 +0.567 | 50.577 P6 +1l (~53.099) +15.884 | 50.386 P7 +1l (~64.874) +11.775 | 51.668 P8 +2l (~106.965) +42.091 |
| 91 | 49.960 P2 +1.569 +1.569 | 50.249 P1 | 50.133 P3 +26.859 +25.290 | 50.217 P4 +36.616 +9.757 | 50.375 P5 +37.341 +0.725 | 50.850 P6 +1l (~53.950) +16.609 | 50.213 P7 +1l (~64.696) +10.746 | 51.430 P8 +2l (~108.222) +43.526 |
| 92 | 50.172 P2 +1.472 +1.472 | 50.269 P1 | 50.106 P3 +26.696 +25.224 | 50.271 P4 +36.618 +9.922 | 50.262 P5 +37.334 +0.716 | 50.778 P6 +1l (~54.391) +17.057 | 50.169 P7 +1l (~64.868) +10.477 | 51.432 P8 +2l (~109.119) +44.251 |
| 93 | 50.016 P2 +1.194 +1.194 | 50.294 P1 | 50.178 P3 +26.580 +25.386 | 49.894 P4 +36.218 +9.638 | 50.149 P5 +37.189 +0.971 | 50.738 P6 +1l (~55.147) +17.958 | 50.185 P7 +1l (~64.769) +9.622 | 51.579 P8 +2l (~110.595) +45.826 |
| 94 | 49.994 P2 +1.014 +1.014 | 50.174 P1 | 50.144 P3 +26.550 +25.536 | 49.961 P4 +36.005 +9.455 | 50.460 P5 +37.475 +1.470 | 50.927 P6 +1l (~55.544) +18.069 | 50.298 P7 +1l (~64.604) +9.060 | 51.501 P8 +2l (~112.185) +47.581 |
| 95 | 49.939 P2 +0.740 +0.740 | 50.213 P1 | 50.255 P3 +26.592 +25.852 | 50.034 P4 +35.826 +9.234 | 50.656 P5 +37.918 +2.092 | 50.788 P6 +1l (~55.717) +17.799 | 50.151 P7 +1l (~64.192) +8.475 | 51.370 P8 +2l (~112.849) +48.657 |
| 96 | 50.017 P2 +0.553 +0.553 | 50.204 P1 | 50.100 P3 +26.488 +25.935 | 50.175 P4 +35.797 +9.309 | 50.391 P5 +38.105 +2.308 | 50.547 P6 +1l (~56.356) +18.251 | 50.188 P7 +1l (~64.473) +8.117 | 51.403 P8 +2l (~114.458) +49.985 |
| 97 | 49.917 P2 +0.325 +0.325 | 50.145 P1 | 49.984 P3 +26.327 +26.002 | 50.183 P4 +35.835 +9.508 | 50.515 P5 +38.475 +2.640 | 50.855 P6 +1l (~57.611) +19.136 | 50.155 P7 +1l (~64.180) +6.569 | 51.633 P8 +2l (~115.559) +51.379 |
| 98 | 50.576 P1 | 51.218 P2 +0.317 +0.317 | 50.001 P3 +25.427 +25.110 | 49.900 P4 +34.834 +9.407 | 50.455 P5 +38.029 +3.195 | 50.848 P6 +1l (~56.924) +18.895 | 50.587 P7 +1l (~63.934) +7.010 | 51.307 P8 +2l (~115.662) +51.728 |
| 99 | 50.580 P2 +0.097 +0.097 | 50.166 P1 | 50.077 P3 +25.021 +24.924 | 49.937 P4 +34.288 +9.267 | 50.569 P5 +38.115 +3.827 | 50.888 P6 +1l (~57.696) +19.581 | 50.097 P7 +1l (~63.735) +6.039 | 52.058 P8 +2l (~117.634) +53.899 |
| 100 | 50.711 P1 | 50.910 P2 +0.102 +0.102 | 50.069 P3 +24.282 +24.180 | 49.989 P4 +33.469 +9.187 | 50.790 P5 +38.097 +4.628 | 51.049 P6 +1l (~57.572) +19.475 | 50.025 P7 +1l (~62.876) +5.304 | 51.256 P8 +2l (~117.959) +55.083 |
| 101 | 50.635 P1 | 50.869 P2 +0.336 +0.336 | 50.095 P3 +23.742 +23.406 | 50.128 P4 +32.962 +9.220 | 50.761 P5 +38.223 +5.261 | 51.081 P6 +1l (~57.918) +19.695 | 49.926 P7 +1l (~62.070) +4.152 | 51.524 P8 +2l (~118.982) +56.912 |
| 102 | 50.206 P1 | 50.093 P2 +0.223 +0.223 | 50.116 P3 +23.652 +23.429 | 50.085 P4 +32.841 +9.189 | 50.678 P5 +38.695 +5.854 | 50.659 P6 +1l (~58.428) +19.733 | 50.093 P7 +1l (~62.041) +3.613 | 51.097 P8 +2l (~119.617) +57.576 |
| 103 | 50.437 P1 | 50.397 P2 +0.183 +0.183 | 50.097 P3 +23.312 +23.129 | 49.985 P4 +32.389 +9.077 | 50.649 P5 +38.907 +6.518 | 50.833 P6 +1l (~58.635) +19.728 | 50.161 P7 +1l (~61.663) +3.028 | 51.340 20l P8 +2l |
| 104 | 50.897 P1 | 50.939 P2 +0.225 +0.225 | 49.955 P3 +22.370 +22.145 | 50.022 P4 +31.514 +9.144 | 50.700 P5 +38.710 +7.196 | 50.882 26l P6 +1l | 50.248 30l P7 +1l | |
| 105 | 50.265 29l P1 | 50.339 21l P2 +0.299 +0.299 | 49.980 19l P3 +22.085 +21.786 | 50.274 26l P4 +31.523 +9.438 | 50.773 31l P5 +39.218 +7.695 | |||
| Gap | +0.299 | +22.085 | +31.523 | +39.218 | +1l (~58.635) | +1l (~61.663) | +2l (~119.617) | |
| Best | 49.439 | 49.577 | 49.361 | 49.757 | 49.664 | 50.048 | 49.926 | 50.130 |
| Avg | 51.136 | 51.131 | 51.313 | 51.422 | 51.472 | 51.690 | 51.709 | 52.289 |
| Dev | 0.408 | 0.352 | 0.443 | 0.360 | 0.358 | 0.237 | 0.305 | 0.346 |
| Pits | 4:29.525 | 4:23.236 | 4:24.154 | 4:26.344 | 4:28.027 | 4:30.703 | 4:37.452 | 4:33.020 |
| Wloss | 6.367 | 8.381 | 11.737 | 3.546 | 6.168 | 3.372 | 4.899 | 4.282 |
| S1 kart | 13 | 17 | 32 | 30 | 16 | 4 | 10 | 3 |
| S1 laps | 31 | 29 | 36 | 35 | 34 | 6 | 30 | 8 |
| S1 best | 49.663 | 49.577 | 49.361 | 49.757 | 49.664 | 50.458 | 50.227 | 50.386 |
| S1 avg | 50.100 | 49.879 | 50.120 | 50.127 | 50.081 | 51.130 | 50.612 | 50.990 |
| S1 dev | 0.630 | 0.571 | 0.688 | 0.387 | 0.444 | 0.670 | 0.453 | 0.617 |
| S1 wloss | 5.645 | 5.632 | 8.322 | 3.037 | 4.998 | 1.615 | 2.346 | 1.618 |
| S2 kart | 17 | 4 | 16 | 13 | 10 | 35 | 3 | 41 |
| S2 laps | 10 | 21 | 35 | 16 | 6 | 36 | 14 | 35 |
| S2 best | 49.820 | 50.010 | 49.859 | 50.432 | 50.549 | 50.048 | 50.159 | 50.130 |
| S2 avg | 50.166 | 50.156 | 50.197 | 50.695 | 50.633 | 50.347 | 50.449 | 50.546 |
| S2 dev | 0.442 | 0.146 | 0.242 | 0.180 | 0.078 | 0.229 | 0.158 | 0.410 |
| S2 wloss | 0 | 1.406 | 2.052 | 0 | 0.137 | 1.564 | 0 | 2.310 |
| S3 kart | 32 | 41 | 4 | 3 | 30 | 10 | 35 | 17 |
| S3 laps | 35 | 34 | 15 | 28 | 34 | 36 | 30 | 40 |
| S3 best | 49.439 | 49.703 | 50.526 | 50.136 | 50.132 | 50.192 | 50.283 | 51.003 |
| S3 avg | 49.684 | 49.939 | 50.748 | 50.371 | 50.270 | 50.448 | 50.672 | 51.460 |
| S3 dev | 0.170 | 0.156 | 0.168 | 0.105 | 0.076 | 0.145 | 0.249 | 0.242 |
| S3 wloss | 0.722 | 1.199 | 0.647 | 0.509 | 0.643 | 0.193 | 1.079 | 0.354 |
| S4 kart | 30 | 10 | 41 | 32 | 13 | 35 | 16 | 3 |
| S4 laps | 29 | 21 | 19 | 26 | 31 | 26 | 30 | 20 |
| S4 best | 49.917 | 50.093 | 49.955 | 49.894 | 50.149 | 50.420 | 49.926 | 51.097 |
| S4 avg | 50.213 | 50.399 | 50.125 | 50.322 | 50.723 | 50.816 | 50.227 | 51.544 |
| S4 dev | 0.261 | 0.308 | 0.143 | 0.536 | 0.449 | 0.172 | 0.194 | 0.242 |
| S4 wloss | 0 | 0.144 | 0.716 | 0 | 0.390 | 0 | 1.474 | 0 |
| Lap # | Race time | Driver | Change | Pit lane |
|---|---|---|---|---|
| 7 | 00:06:38 | Academy K (Юнусов К/Иванов М) | 4 → 35 | 4 41 |
| 9 | 00:08:19 | Skuff Racing Team (Северьянов/Русских) | 3 → 41 | 3 4 |
| 30 | 00:25:34 | HOOLIGANS (Шепелев/Сидоркин) | 17 → 4 | 17 3 |
| 31 | 00:26:55 | Magic team (Голубев/Хазиева) | 10 → 3 | 10 17 |
| 32 | 00:27:25 | Progress (Головин/Куксенко) | 13 → 17 | 13 10 |
| 35 | 00:29:57 | M-ELVN (Смольняков/Хайтрутдинов) | 16 → 10 | 16 13 |
| 36 | 00:30:44 | Griphunters Academy (Кущенко/Ребенко) | 30 → 13 | 30 16 |
| 37 | 00:31:35 | Hoblets (Смирнов/Насибуллин) | 32 → 16 | 32 30 |
| 41 | 00:35:39 | M-ELVN (Смольняков/Хайтрутдинов) | 10 → 30 | 10 32 |
| 42 | 00:36:25 | Progress (Головин/Куксенко) | 17 → 32 | 17 10 |
| 43 | 00:37:33 | Academy K (Юнусов К/Иванов М) | 35 → 10 | 35 17 |
| 44 | 00:38:33 | Skuff Racing Team (Северьянов/Русских) | 41 → 17 | 41 35 |
| 45 | 00:39:22 | Magic team (Голубев/Хазиева) | 3 → 35 | 3 41 |
| 51 | 00:43:46 | HOOLIGANS (Шепелев/Сидоркин) | 4 → 41 | 4 3 |
| 52 | 00:44:54 | Griphunters Academy (Кущенко/Ребенко) | 13 → 3 | 13 4 |
| 72 | 01:01:31 | Hoblets (Смирнов/Насибуллин) | 16 → 4 | 16 13 |
| 75 | 01:04:46 | M-ELVN (Смольняков/Хайтрутдинов) | 30 → 13 | 30 16 |
| 75 | 01:05:23 | Magic team (Голубев/Хазиева) | 35 → 16 | 35 30 |
| 77 | 01:06:03 | Progress (Головин/Куксенко) | 32 → 30 | 32 35 |
| 79 | 01:08:27 | Academy K (Юнусов К/Иванов М) | 10 → 35 | 10 32 |
| 80 | 01:09:02 | Griphunters Academy (Кущенко/Ребенко) | 3 → 32 | 3 10 |
| 85 | 01:12:41 | HOOLIGANS (Шепелев/Сидоркин) | 41 → 10 | 41 3 |
| 84 | 01:13:29 | Skuff Racing Team (Северьянов/Русских) | 17 → 3 | 17 41 |
| 87 | 01:14:49 | Hoblets (Смирнов/Насибуллин) | 4 → 41 | 4 17 |