If everything seems under control, you’re not going fast enough.
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| Driver | Shepeleff | крут | AMG | Даниил Сыпало | sersol | Алексей Захаров | Vyacheslav Lyutyi | Matvey Ivanov |
| Kart | 5 | 17 | 13 | 14 | 15 | 6 | 7 | 9 |
| 1 | 32.183 P2 +0.302 +0.302 | 32.834 P5 +2.427 +0.333 | 32.365 P1 | 32.784 P4 +2.094 +0.616 | 32.543 P3 +1.478 +1.176 | 32.914 P6 +3.271 +0.844 | 32.637 P7 +3.562 +0.291 | 32.892 P8 +4.165 +0.603 |
| 2 | 32.249 P2 +0.330 +0.330 | 32.145 P4 +2.351 +0.682 | 32.221 P1 | 33.048 P5 +2.921 +0.570 | 32.412 P3 +1.669 +1.339 | 32.609 P6 +3.659 +0.738 | 33.013 P7 +4.354 +0.695 | 32.814 P8 +4.758 +0.404 |
| 3 | 32.304 P1 | 32.000 P4 +1.717 +0.601 | 33.022 P2 +0.388 +0.388 | 32.372 P5 +2.659 +0.942 | 32.081 P3 +1.116 +0.728 | 32.253 P6 +3.278 +0.619 | 32.602 P7 +4.322 +1.044 | 32.673 P8 +4.797 +0.475 |
| 4 | 31.987 P1 | 32.002 P4 +1.732 +0.543 | 32.108 P2 +0.509 +0.509 | 32.427 P5 +3.099 +1.367 | 32.060 P3 +1.189 +0.680 | 32.328 P6 +3.619 +0.520 | 32.460 P7 +4.795 +1.176 | 32.680 P8 +5.490 +0.695 |
| 5 | 31.910 P1 | 31.987 P4 +1.809 +0.502 | 31.848 P2 +0.447 +0.447 | 32.319 P5 +3.508 +1.699 | 32.028 P3 +1.307 +0.860 | 32.290 P6 +3.999 +0.491 | 32.147 P7 +5.032 +1.033 | 32.387 P8 +5.967 +0.935 |
| 6 | 31.966 P1 | 32.014 P4 +1.857 +0.307 | 31.860 P2 +0.341 +0.341 | 32.185 P5 +3.727 +1.870 | 32.209 P3 +1.550 +1.209 | 32.262 P6 +4.295 +0.568 | 32.415 P7 +5.481 +1.186 | 32.338 P8 +6.339 +0.858 |
| 7 | 31.941 P1 | 32.285 P4 +2.201 +0.176 | 31.853 P2 +0.253 +0.253 | 32.106 P5 +3.892 +1.691 | 32.416 P3 +2.025 +1.772 | 31.965 P6 +4.319 +0.427 | 32.022 P7 +5.562 +1.243 | 32.407 P8 +6.805 +1.243 |
| 8 | 32.041 P1 | 32.102 P5 +2.262 +0.030 | 32.022 P2 +0.234 +0.234 | 32.136 P6 +3.987 +1.725 | 32.248 P4 +2.232 +1.455 | 28.499 P3 +0.777 +0.543 | 31.930 P7 +5.451 +1.464 | 32.550 P8 +7.314 +1.863 |
| 9 | 31.908 P2 +1.019 +1.019 | 32.566 P5 +3.939 +1.846 | 32.748 P4 +2.093 +0.387 | 31.983 P6 +5.081 +1.142 | 28.657 P1 | 31.818 P3 +1.706 +0.687 | 32.089 P7 +6.651 +1.570 | 32.302 P8 +8.727 +2.076 |
| 10 | 31.802 P2 +4.818 +4.818 | 32.070 P5 +8.006 +1.911 | 32.005 P4 +6.095 +0.328 | 32.147 P6 +9.225 +1.219 | 28.003 P1 | 32.064 P3 +5.767 +0.949 | 31.924 P7 +10.572 +1.347 | 32.635 P8 +13.359 +2.787 |
| 11 | 31.900 P1 | 32.096 P4 +3.384 +2.183 | 31.824 P3 +1.201 +0.280 | 32.080 P5 +4.587 +1.203 | 59.744 11l P8 +23.026 +14.002 | 31.872 P2 +0.921 +0.921 | 32.071 P6 +5.925 +1.338 | 32.383 P7 +9.024 +3.099 |
| 12 | 58.899 12l P8 +25.427 +3.774 | 31.961 P3 +1.873 +1.584 | 32.560 P2 +0.289 +0.289 | 32.152 P4 +3.267 +1.394 | 32.099 P7 +21.653 +13.828 | 32.551 P1 | 32.142 P5 +4.595 +1.328 | 32.273 P6 +7.825 +3.230 |
| 13 | 31.725 P7 +25.030 +3.381 | 32.083 P3 +1.834 +1.585 | 32.082 P2 +0.249 +0.249 | 32.092 P4 +3.237 +1.403 | 32.118 P6 +21.649 +13.357 | 32.122 P1 | 1:00.486 13l P8 +1l (~32.742) +7.712 | 32.589 P5 +8.292 +5.055 |
| 14 | 31.866 P6 +27.185 +3.413 | 31.958 P3 +4.081 +0.579 | 29.462 P1 | 1:01.102 14l P7 +1l (~34.715) +7.530 | 31.834 P5 +23.772 +12.760 | 33.213 P2 +3.502 +3.502 | 33.471 P8 +1l (~36.796) +2.081 | 32.431 P4 +11.012 +6.931 |
| 15 | 31.539 P5 +27.429 +2.793 | 1:00.515 15l P6 +1l (~32.998) +5.569 | 31.295 P1 | 32.487 P7 +1l (~35.899) +2.901 | 32.159 P4 +24.636 +12.390 | 32.813 P2 +5.020 +5.020 | 32.365 P8 +1l (~37.467) +1.568 | 32.529 P3 +12.246 +7.226 |
| 16 | 31.851 P5 +27.428 +2.420 | 31.949 P6 +1l (~33.245) +5.817 | 31.852 P1 | 32.385 P7 +1l (~36.233) +2.988 | 32.224 P4 +25.008 +11.965 | 32.058 P2 +5.226 +5.226 | 32.471 P8 +1l (~38.289) +2.056 | 32.649 P3 +13.043 +7.817 |
| 17 | 31.584 P4 +27.198 +1.946 | 31.885 P5 +1l (~33.308) +6.110 | 31.814 P1 | 32.318 P6 +1l (~36.797) +3.489 | 32.058 P3 +25.252 +19.940 | 31.900 P2 +5.312 +5.312 | 32.337 P7 +1l (~38.741) +1.944 | 59.996 17l P8 +1l (~41.137) +2.396 |
| 18 | 31.734 P4 +27.094 +1.702 | 32.002 P5 +33.633 +6.539 | 31.838 P1 | 32.955 P6 +1l (~37.353) +3.720 | 31.978 P3 +25.392 +20.074 | 31.844 P2 +5.318 +5.318 | 32.071 P7 +1l (~38.831) +1.478 | 32.876 P8 +1l (~42.215) +3.384 |
| 19 | 31.444 P3 +21.082 +1.278 | 32.040 P5 +28.217 +5.473 | 1:00.200 19l P4 +22.744 +1.662 | 32.040 P6 +1l (~32.367) +4.150 | 31.868 P2 +19.804 +19.804 | 32.138 P1 | 32.026 P7 +1l (~33.571) +1.204 | 32.664 P8 +1l (~37.562) +3.991 |
| 20 | 31.551 P3 +20.916 +0.893 | 31.777 P5 +28.277 +5.133 | 32.117 P4 +23.144 +2.228 | 32.081 P6 +1l (~32.775) +4.498 | 31.936 P2 +20.023 +20.023 | 31.717 P1 | 32.072 P7 +1l (~33.941) +1.166 | 32.392 P8 +1l (~38.371) +4.430 |
| 21 | 31.578 P3 +20.659 +0.690 | 31.799 P5 +28.241 +4.820 | 32.112 P4 +23.421 +2.762 | 31.801 P6 +1l (~32.723) +4.482 | 31.781 P2 +19.969 +19.969 | 31.835 P1 | 32.049 P7 +1l (~33.984) +1.261 | 32.968 P8 +1l (~39.237) +5.253 |
| 22 | 31.648 P3 +20.232 +0.383 | 31.770 P5 +27.936 +4.530 | 32.060 P4 +23.406 +3.174 | 31.880 P6 +1l (~32.497) +4.561 | 31.955 P2 +19.849 +19.849 | 32.075 P1 | 32.219 P7 +1l (~34.118) +1.621 | 32.548 P8 +1l (~39.683) +5.565 |
| 23 | 31.796 P2 +20.124 +20.124 | 31.999 P5 +28.031 +4.434 | 32.095 P4 +23.597 +3.060 | 31.818 P6 +1l (~32.281) +4.250 | 32.592 P3 +20.537 +0.413 | 31.904 P1 | 32.386 P7 +1l (~34.622) +2.341 | 32.656 P8 +1l (~40.352) +5.730 |
| 24 | 32.535 P3 +20.506 +0.248 | 31.783 P5 +27.661 +4.298 | 31.919 P4 +23.363 +2.857 | 28.303 P6 +28.757 +1.096 | 31.874 P2 +20.258 +20.258 | 32.153 P1 | 32.182 P7 +1l (~34.926) +6.169 | 32.616 P8 +1l (~40.670) +5.744 |
| 25 | 31.687 P3 +20.334 +0.145 | 31.627 P5 +27.429 +4.107 | 31.818 P4 +23.322 +2.988 | 31.122 P6 +28.020 +0.591 | 31.790 P2 +20.189 +20.189 | 31.859 P1 | 32.268 P7 +1l (~35.440) +7.420 | 32.749 P8 +1l (~41.982) +6.542 |
| 26 | 31.875 P3 +20.379 +0.256 | 31.895 P5 +27.494 +4.001 | 32.001 P4 +23.493 +3.114 | 31.935 P6 +28.125 +0.631 | 31.764 P2 +20.123 +20.123 | 31.830 P1 | 32.019 P7 +1l (~35.500) +7.375 | 32.704 P8 +1l (~42.622) +7.122 |
| 27 | 31.676 P3 +20.057 +0.135 | 31.774 P5 +27.270 +3.859 | 31.916 P4 +23.411 +3.354 | 31.807 P6 +27.934 +0.664 | 31.797 P2 +19.922 +19.922 | 31.998 P1 | 32.064 P7 +1l (~35.756) +7.822 | 32.706 P8 +1l (~43.577) +7.821 |
| 28 | 32.526 P3 +20.845 +0.218 | 31.605 P5 +27.137 +3.626 | 31.838 P4 +23.511 +2.666 | 31.817 P6 +28.013 +0.876 | 32.443 P2 +20.627 +20.627 | 31.738 P1 | 32.254 P7 +1l (~35.938) +7.925 | 32.582 P8 +1l (~44.424) +8.486 |
| 29 | 28.217 P2 +17.230 +17.230 | 31.636 P5 +26.941 +3.290 | 31.972 P4 +23.651 +3.156 | 31.855 P6 +28.036 +1.095 | 31.700 P3 +20.495 +3.265 | 31.832 P1 | 32.464 P7 +1l (~36.657) +8.621 | 32.593 P8 +1l (~44.920) +8.263 |
| 30 | 30.823 P2 +16.340 +16.340 | 31.568 P5 +26.796 +2.930 | 31.928 P4 +23.866 +3.083 | 31.896 P6 +28.219 +1.423 | 32.001 P3 +20.783 +4.443 | 31.713 P1 | 31.879 P7 +1l (~36.963) +8.744 | 32.518 P8 +1l (~46.051) +9.088 |
| 31 | 31.629 P2 +16.021 +16.021 | 31.803 P5 +26.651 +2.858 | 31.875 P4 +23.793 +3.097 | 31.773 P6 +28.044 +1.393 | 31.861 P3 +20.696 +4.675 | 31.948 P1 | 32.199 P7 +1l (~37.239) +9.195 | 32.549 P8 +1l (~46.452) +9.213 |
| 32 | 31.608 P2 +15.741 +15.741 | 31.659 P5 +26.422 +2.768 | 31.749 P4 +23.654 +2.854 | 31.629 P6 +27.785 +1.363 | 31.992 P3 +20.800 +5.059 | 31.888 P1 | 31.974 P7 +1l (~37.379) +9.594 | 33.514 P8 +1l (~48.153) +10.774 |
| 33 | 31.623 P2 +15.699 +15.699 | 31.854 P5 +26.611 +2.837 | 31.785 P4 +23.774 +2.967 | 31.772 P6 +27.892 +1.281 | 31.672 P3 +20.807 +5.108 | 31.665 P1 | 32.689 P7 +1l (~38.273) +10.381 | 32.348 P8 +1l (~48.692) +10.419 |
| 34 | 31.402 P2 +15.286 +15.286 | 31.611 P5 +26.407 +2.582 | 31.866 P4 +23.825 +3.073 | 31.614 P6 +27.691 +1.284 | 31.760 P3 +20.752 +5.466 | 31.815 P1 | 32.836 P7 +1l (~39.234) +11.543 | 32.190 P8 +1l (~49.179) +9.945 |
| 35 | 31.364 P2 +14.735 +14.735 | 31.726 P5 +26.218 +2.192 | 32.116 P4 +24.026 +3.420 | 31.764 P6 +27.540 +1.322 | 31.769 P3 +20.606 +5.871 | 31.915 P1 | 32.448 P7 +39.851 +12.311 | 32.198 P8 +1l (~49.394) +9.543 |
| 36 | 31.382 P1 | 31.729 P3 +11.830 +5.323 | 1:01.493 17l P8 +1l (~39.592) +3.519 | 31.953 P4 +13.376 +1.546 | 32.018 P2 +6.507 +6.507 | 1:00.857 36l P5 +14.740 +1.364 | 32.170 P6 +25.904 +11.164 | 32.611 P7 +1l (~36.073) +10.169 |
| 37 | 31.659 P1 | 31.510 P2 +11.681 +11.681 | 32.123 P8 +39.866 +3.174 | 31.887 P3 +13.604 +1.923 | 59.703 26l P6 +34.551 +8.083 | 32.617 P4 +15.698 +2.094 | 32.223 P5 +26.468 +10.770 | 32.440 P7 +36.692 +2.141 |
| 38 | 58.571 26l P4 +15.310 +10.735 | 31.580 P1 | 31.881 P7 +28.486 +2.484 | 31.623 P2 +1.966 +1.966 | 32.201 P5 +23.491 +8.181 | 32.138 P3 +4.575 +2.609 | 59.642 25l P8 +1l (~43.100) +14.614 | 32.571 P6 +26.002 +2.511 |
| 39 | 31.888 P4 +17.199 +10.472 | 31.601 P2 +1.602 +1.602 | 31.953 P6 +30.440 +4.625 | 28.033 P1 | 32.323 P5 +25.815 +8.616 | 32.151 P3 +6.727 +5.125 | 32.390 P7 +1l (~45.881) +15.441 | 1:00.327 22l P8 +1l (~56.944) +11.063 |
| 40 | 31.616 P4 +17.730 +9.977 | 31.621 P2 +2.138 +2.138 | 31.877 P6 +31.232 +4.347 | 31.085 P1 | 32.155 P5 +26.885 +9.155 | 32.111 P3 +7.753 +5.615 | 32.402 P7 +1l (~46.833) +15.601 | 28.892 P8 +1l (~54.164) +7.331 |
| 41 | 31.825 P4 +17.864 +9.891 | 31.565 P2 +2.012 +2.012 | 31.733 P6 +31.274 +3.831 | 31.691 P1 | 32.249 P5 +27.443 +9.579 | 31.911 P3 +7.973 +5.961 | 32.134 P7 +1l (~47.060) +15.786 | 27.836 P8 +1l (~49.874) +2.814 |
| 42 | 31.711 P3 +17.826 +9.708 | 59.371 27l P5 +29.634 +1.855 | 31.745 P6 +31.270 +1.636 | 31.749 P1 | 32.085 P4 +27.779 +9.953 | 31.894 P2 +8.118 +8.118 | 32.337 P7 +1l (~47.643) +16.373 | 32.000 P8 +1l (~50.617) +2.974 |
| 43 | 31.974 P3 +17.873 +9.912 | 31.991 P5 +29.698 +1.761 | 31.715 P6 +31.058 +1.360 | 31.927 P1 | 32.085 P4 +27.937 +10.064 | 31.770 P2 +7.961 +7.961 | 31.896 P7 +1l (~47.635) +16.577 | 32.121 P8 +1l (~50.553) +2.918 |
| 44 | 31.745 P3 +17.713 +9.598 | 31.835 P5 +29.628 +1.368 | 31.738 P6 +30.891 +1.263 | 31.905 P1 | 32.228 P4 +28.260 +10.547 | 32.059 P2 +8.115 +8.115 | 32.090 P7 +1l (~47.971) +17.080 | 32.190 P8 +1l (~51.046) +3.075 |
| 45 | 31.969 P3 +18.090 +9.488 | 31.874 P5 +29.910 +1.291 | 31.761 P6 +31.060 +1.150 | 31.592 P1 | 31.951 P4 +28.619 +10.529 | 32.079 P2 +8.602 +8.602 | 32.059 P7 +1l (~48.406) +17.346 | 32.249 P8 +1l (~52.254) +3.848 |
| 46 | 31.785 P3 +18.148 +9.116 | 31.770 P5 +29.953 +1.180 | 31.519 P6 +30.852 +0.899 | 31.727 P1 | 31.881 P4 +28.773 +10.625 | 32.157 P2 +9.032 +9.032 | 32.222 P7 +1l (~49.137) +18.285 | 32.157 P8 +1l (~52.614) +3.477 |
| 47 | 31.877 P3 +18.245 +9.024 | 31.595 P5 +29.768 +0.737 | 31.565 P6 +30.637 +0.869 | 31.780 P1 | 32.038 P4 +29.031 +10.786 | 31.969 P2 +9.221 +9.221 | 31.675 P7 +1l (~48.875) +18.238 | 31.955 P8 +1l (~52.533) +3.658 |
| 48 | 31.603 P3 +18.127 +8.701 | 28.180 P4 +26.227 +8.100 | 31.558 P6 +30.474 +1.305 | 31.721 P1 | 31.859 P5 +29.169 +2.942 | 31.926 P2 +9.426 +9.426 | 31.904 P7 +1l (~49.109) +18.635 | 32.133 P8 +1l (~53.099) +3.990 |
| 49 | 31.771 P2 +8.474 +8.474 | 31.048 P3 +15.851 +7.377 | 31.406 P6 +20.456 +0.725 | 59.345 35l P4 +17.921 +2.070 | 31.986 P5 +19.731 +1.810 | 31.998 P1 | 31.657 P7 +39.015 +18.559 | 32.323 P8 +1l (~43.411) +4.396 |
| 50 | 31.874 P1 | 31.765 P2 +7.268 +7.268 | 31.487 P5 +11.595 +0.311 | 32.114 P3 +9.687 +2.419 | 31.901 P4 +11.284 +1.597 | 59.153 14l P6 +18.805 +7.210 | 31.932 P7 +30.599 +11.794 | 32.468 P8 +1l (~36.024) +5.425 |
| 51 | 31.644 P1 | 31.915 P2 +7.539 +7.539 | 28.192 P3 +8.143 +0.604 | 32.025 P4 +10.068 +1.925 | 32.173 P5 +11.813 +1.745 | 31.950 P6 +19.111 +7.298 | 31.727 P7 +30.682 +11.571 | 32.352 P8 +1l (~36.756) +6.074 |
| 52 | 31.852 P1 | 32.068 P3 +7.755 +0.353 | 31.111 P2 +7.402 +7.402 | 32.088 P4 +10.304 +2.549 | 31.791 P5 +11.752 +1.448 | 32.177 P6 +19.436 +7.684 | 28.369 P7 +27.199 +7.763 | 32.275 P8 +1l (~37.047) +9.848 |
| 53 | 31.745 P1 | 31.943 P3 +7.953 +0.662 | 31.634 P2 +7.291 +7.291 | 31.838 P4 +10.397 +2.444 | 31.989 P5 +11.996 +1.599 | 31.908 P6 +19.599 +7.603 | 31.202 P7 +26.656 +7.057 | 32.241 P8 +1l (~37.310) +10.654 |
| 54 | 31.752 P1 | 31.616 P3 +7.817 +0.655 | 31.623 P2 +7.162 +7.162 | 32.327 P4 +10.972 +3.155 | 31.834 P5 +12.078 +1.106 | 31.728 P6 +19.575 +7.497 | 31.685 P7 +26.589 +7.014 | 31.982 P8 +1l (~37.718) +11.129 |
| 55 | 31.699 P1 | 31.813 P3 +7.931 +0.768 | 31.700 P2 +7.163 +7.163 | 32.187 P4 +11.460 +3.529 | 31.778 P5 +12.157 +0.697 | 31.738 P6 +19.614 +7.457 | 28.082 P7 +22.972 +3.358 | 31.826 P8 +1l (~37.672) +14.700 |
| 56 | 32.037 P1 | 31.675 P3 +7.569 +0.870 | 31.573 P2 +6.699 +6.699 | 32.112 P4 +11.535 +3.966 | 31.808 P5 +11.928 +0.393 | 32.013 P6 +19.590 +7.662 | 31.091 P7 +22.026 +2.436 | 32.094 P8 +1l (~37.302) +15.276 |
| 57 | 28.099 P1 | 28.178 P2 +7.648 +7.648 | 31.462 P3 +10.062 +2.414 | 32.271 P4 +15.707 +5.645 | 32.041 P5 +15.870 +0.163 | 31.957 P6 +23.448 +7.578 | 31.714 P7 +25.641 +2.193 | 33.618 P8 +1l (~43.238) +17.597 |
| 58 | 30.765 P1 | 30.839 P2 +7.722 +7.722 | 31.641 P3 +10.938 +3.216 | 31.981 P4 +16.923 +5.985 | 32.122 P5 +17.227 +0.304 | 31.910 P6 +24.593 +7.366 | 31.874 P7 +26.750 +2.157 | 32.543 P8 +1l (~44.454) +17.704 |
| 59 | 31.902 P1 | 31.779 P2 +7.599 +7.599 | 31.530 P3 +10.566 +2.967 | 32.303 P4 +17.324 +6.758 | 32.413 P5 +17.738 +0.414 | 28.020 P6 +20.711 +2.973 | 31.747 P7 +26.595 +5.884 | 32.432 20l P8 +1l |
| 60 | 31.887 22l P1 | 31.772 18l P2 +7.484 +7.484 | 31.603 24l P3 +10.282 +2.798 | 31.701 11l P4 +17.138 +6.856 | 31.903 23l P5 +17.754 +0.616 | 30.864 10l P6 +19.688 +1.934 | 31.805 22l P7 +26.513 +6.825 | |
| Gap | +7.484 | +10.282 | +17.138 | +17.754 | +19.688 | +26.513 | +1l (~44.454) | |
| Best | 30.765 | 30.839 | 31.111 | 31.085 | 31.672 | 30.864 | 31.091 | 31.826 |
| Avg | 32.701 | 32.804 | 32.864 | 32.976 | 32.987 | 32.998 | 33.107 | 33.452 |
| Dev | 4.929 | 5.138 | 5.299 | 5.164 | 5.057 | 5.117 | 5.109 | 5.103 |
| Pits | 1:57.470 | 1:59.886 | 2:01.693 | 2:00.447 | 1:59.447 | 2:00.010 | 2:00.128 | 2:00.323 |
| S1 kart | 5 | 17 | 13 | 14 | 15 | 6 | 7 | 9 |
| S1 laps | 12 | 15 | 19 | 14 | 11 | 36 | 13 | 17 |
| S1 best | 31.802 | 31.958 | 31.295 | 31.983 | 32.028 | 31.665 | 31.924 | 32.273 |
| S1 avg | 32.017 | 32.150 | 32.077 | 32.294 | 32.249 | 32.085 | 32.287 | 32.533 |
| S1 dev | 0.153 | 0.245 | 0.398 | 0.295 | 0.179 | 0.359 | 0.323 | 0.178 |
| S2 kart | 102 | 7 | 17 | 5 | 101 | 9 | 15 | 14 |
| S2 laps | 26 | 27 | 17 | 35 | 26 | 14 | 25 | 22 |
| S2 best | 30.823 | 31.510 | 31.749 | 31.085 | 31.672 | 31.770 | 31.879 | 32.190 |
| S2 avg | 31.671 | 31.744 | 31.947 | 31.855 | 31.961 | 32.060 | 32.297 | 32.618 |
| S2 dev | 0.335 | 0.149 | 0.120 | 0.339 | 0.219 | 0.196 | 0.330 | 0.273 |
| S3 kart | 17 | 15 | 13 | 14 | 6 | 7 | 101 | 102 |
| S3 laps | 22 | 18 | 24 | 11 | 23 | 10 | 22 | 20 |
| S3 best | 30.765 | 30.839 | 31.111 | 31.701 | 31.778 | 30.864 | 31.091 | 31.826 |
| S3 avg | 31.758 | 31.706 | 31.649 | 32.086 | 32.034 | 31.805 | 31.877 | 32.275 |
| S3 dev | 0.250 | 0.315 | 0.201 | 0.185 | 0.175 | 0.356 | 0.338 | 0.373 |
| Lap # | Race time | Driver | Change | Pit lane |
|---|---|---|---|---|
| 11 | 00:06:16 | sersol | 15 → 101 | 15 102 |
| 12 | 00:06:51 | Shepeleff | 5 → 102 | 5 15 |
| 13 | 00:07:31 | Vyacheslav Lyutyi | 7 → 15 | 7 5 |
| 14 | 00:08:02 | Даниил Сыпало | 14 → 5 | 14 7 |
| 15 | 00:08:32 | крут | 17 → 7 | 17 14 |
| 17 | 00:09:44 | Matvey Ivanov | 9 → 14 | 9 17 |
| 19 | 00:10:35 | AMG | 13 → 17 | 13 9 |
| 36 | 00:19:43 | Алексей Захаров | 6 → 9 | 6 13 |
| 36 | 00:20:08 | AMG | 17 → 13 | 17 6 |
| 37 | 00:20:34 | sersol | 101 → 6 | 101 17 |
| 38 | 00:20:58 | Shepeleff | 102 → 17 | 102 101 |
| 38 | 00:21:26 | Vyacheslav Lyutyi | 15 → 101 | 15 102 |
| 39 | 00:22:10 | Matvey Ivanov | 14 → 102 | 14 15 |
| 42 | 00:23:17 | крут | 7 → 15 | 7 14 |
| 49 | 00:26:57 | Даниил Сыпало | 5 → 14 | 5 7 |
| 50 | 00:27:39 | Алексей Захаров | 9 → 7 | 9 5 |