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| Driver | AMG | Васюков | Kuptcov | Gleb Lyubimov | DanielKh | DENISENKO | Vitaliy Shamanov | подлый | tixen | Yaroslav_Ivanushenko |
| Kart | 2 | 11 | 1 | 14 | 3 | 5 | 10 | 4 | 7 | 6 |
| 1 | 32.493 P1 | 32.584 P2 +4.827 +4.827 | 32.831 P3 +11.073 +6.246 | 33.739 P5 +15.059 +0.303 | 33.022 P6 +15.423 +0.364 | 32.979 P9 +16.580 +0.733 | 32.692 P8 +15.847 +0.113 | 32.905 P10 +17.109 +0.529 | 33.696 P4 +14.756 +3.683 | 33.844 P7 +15.734 +0.311 |
| 2 | 32.269 P1 | 32.449 P2 +5.007 +5.007 | 32.564 P3 +11.368 +6.361 | 32.963 P4 +15.753 +4.385 | 33.006 P5 +16.160 +0.407 | 34.314 P7 +18.625 +0.733 | 38.639 P9 +22.217 +2.759 | 34.618 P8 +19.458 +0.833 | 35.405 P6 +17.892 +1.732 | 54.060 P10 +1l (~37.146) +14.929 |
| 3 | 32.204 P1 | 32.511 P2 +5.314 +5.314 | 32.478 P3 +11.642 +6.328 | 33.127 P4 +16.676 +5.034 | 33.051 P5 +17.007 +0.331 | 32.782 P7 +19.203 +0.287 | 32.805 P9 +22.818 +2.256 | 33.308 P8 +20.562 +1.359 | 33.228 P6 +18.916 +1.909 | 34.402 P10 +1l (~39.686) +16.868 |
| 4 | 31.992 P1 | 32.446 P2 +5.768 +5.768 | 32.339 P3 +11.989 +6.221 | 33.635 P5 +18.319 +0.602 | 32.702 P4 +17.717 +5.728 | 32.968 P6 +20.179 +1.860 | 32.862 P9 +23.688 +1.696 | 33.422 P8 +21.992 +1.779 | 33.289 P7 +20.213 +0.034 | 33.456 P10 +1l (~41.285) +17.597 |
| 5 | 31.861 P1 | 32.126 P2 +6.033 +6.033 | 32.172 P3 +12.300 +6.267 | 32.686 P5 +19.144 +0.776 | 32.512 P4 +18.368 +6.068 | 32.754 P6 +21.072 +1.928 | 32.537 P9 +24.364 +1.636 | 32.597 P8 +22.728 +1.165 | 33.211 P7 +21.563 +0.491 | 33.174 P10 +1l (~42.403) +18.039 |
| 6 | 31.894 P1 | 32.316 P2 +6.455 +6.455 | 32.166 P3 +12.572 +6.117 | 32.921 P5 +20.171 +1.347 | 32.350 P4 +18.824 +6.252 | 32.558 P6 +21.736 +1.565 | 32.342 P9 +24.812 +1.472 | 32.506 P8 +23.340 +0.815 | 32.856 P7 +22.525 +0.789 | 33.439 P10 +1l (~43.744) +18.932 |
| 7 | 31.833 P1 | 32.277 P2 +6.899 +6.899 | 32.288 P3 +13.027 +6.128 | 32.495 P5 +20.833 +1.355 | 32.487 P4 +19.478 +6.451 | 32.770 P6 +22.673 +1.840 | 33.063 P9 +26.042 +1.848 | 32.687 P8 +24.194 +0.689 | 32.813 P7 +23.505 +0.832 | 33.873 P10 +1l (~46.049) +20.007 |
| 8 | 31.913 P1 | 32.201 P2 +7.187 +7.187 | 32.439 P3 +13.553 +6.366 | 32.564 P5 +21.484 +1.436 | 32.483 P4 +20.048 +6.495 | 32.914 P6 +23.674 +2.190 | 32.408 P9 +26.537 +1.976 | 32.280 P8 +24.561 +0.501 | 32.468 P7 +24.060 +0.386 | 33.234 P10 +1l (~47.186) +20.649 |
| 9 | 31.748 P1 | 32.286 P2 +7.725 +7.725 | 32.081 P3 +13.886 +6.161 | 32.426 P5 +22.162 +1.478 | 32.384 P4 +20.684 +6.798 | 32.456 P6 +24.382 +2.220 | 32.511 P9 +27.300 +1.855 | 32.632 P8 +25.445 +0.547 | 32.586 P7 +24.898 +0.516 | 33.270 P10 +1l (~48.911) +21.611 |
| 10 | 31.854 P1 | 32.088 P2 +7.959 +7.959 | 32.289 P3 +14.321 +6.362 | 32.393 P5 +22.701 +1.550 | 32.321 P4 +21.151 +6.830 | 32.401 P6 +24.929 +2.228 | 32.839 P9 +28.285 +1.718 | 32.580 P7 +26.171 +1.242 | 33.523 P8 +26.567 +0.396 | 33.250 P10 +1l (~50.169) +21.884 |
| 11 | 31.645 P1 | 59.989 11l P9 +1l (~36.374) +6.934 | 32.426 P2 +15.102 +15.102 | 32.491 P4 +23.547 +1.914 | 32.127 P3 +21.633 +6.531 | 32.806 P5 +26.090 +2.543 | 32.800 P8 +29.440 +1.691 | 32.613 P6 +27.139 +1.049 | 32.827 P7 +27.749 +0.610 | 1:03.483 11l P10 +2l (~82.497) +46.123 |
| 12 | 31.916 P1 | 32.779 P9 +1l (~37.311) +7.319 | 32.360 P2 +15.546 +15.546 | 32.385 P4 +24.016 +1.725 | 32.574 P3 +22.291 +6.745 | 32.585 P5 +26.759 +2.743 | 32.468 P8 +29.992 +1.536 | 32.544 P6 +27.767 +1.008 | 32.623 P7 +28.456 +0.689 | 34.368 P10 +2l (~84.420) +47.109 |
| 13 | 31.648 P1 | 32.483 P8 +1l (~37.897) +6.915 | 32.137 P2 +16.035 +16.035 | 32.410 P3 +24.778 +8.743 | 1:00.660 13l P9 +1l (~51.220) +13.323 | 32.437 P4 +27.548 +2.770 | 32.638 P7 +30.982 +1.606 | 32.705 P5 +28.824 +1.276 | 32.568 P6 +29.376 +0.552 | 33.434 P10 +2l (~86.443) +35.223 |
| 14 | 31.687 P1 | 32.271 P8 +1l (~38.935) +6.428 | 32.058 P2 +16.406 +16.406 | 32.522 P3 +25.613 +9.207 | 32.879 P9 +1l (~52.673) +13.738 | 32.812 P4 +28.673 +3.060 | 33.271 P7 +1l (~32.507) +1.749 | 33.097 P5 +30.234 +1.561 | 33.069 P6 +30.758 +0.524 | 34.695 P10 +2l (~89.760) +37.087 |
| 15 | 31.601 P1 | 32.290 P7 +1l (~39.527) +6.054 | 31.838 P2 +16.643 +16.643 | 32.463 P3 +26.475 +9.832 | 32.807 P8 +1l (~53.843) +14.316 | 32.473 P4 +29.545 +3.070 | 32.480 P6 +1l (~33.473) +1.578 | 33.213 P5 +1l (~31.895) +2.350 | 1:01.496 15l P9 +1l (~60.830) +6.987 | 33.306 P10 +2l (~91.422) +30.592 |
| 16 | 31.811 P1 | 32.037 P6 +1l (~39.680) | 32.064 P2 +16.896 +16.896 | 1:01.108 16l P8 +1l (~55.868) +0.961 | 32.871 P7 +1l (~54.907) +15.227 | 32.255 P3 +29.989 +13.093 | 37.560 P5 +1l (~39.680) +6.195 | 33.617 P4 +1l (~33.485) +3.496 | 33.425 P9 +1l (~62.666) +6.798 | 33.416 P10 +2l (~92.899) +30.233 |
| 17 | 31.930 P1 | 32.408 P5 +1l (~40.198) +5.037 | 32.088 P2 +17.054 +17.054 | 32.562 P8 +1l (~56.257) +0.760 | 32.701 P7 +1l (~55.497) +15.183 | 32.623 P3 +30.682 +13.628 | 33.168 P6 +1l (~40.314) +0.116 | 33.316 P4 +1l (~35.161) +4.479 | 32.767 P9 +1l (~63.080) +6.823 | 34.270 P10 +2l (~95.068) +31.988 |
| 18 | 31.583 P1 | 32.134 P5 +1l (~40.658) +4.308 | 32.079 P2 +17.550 +17.550 | 32.638 P8 +1l (~57.499) +0.684 | 32.682 P7 +1l (~56.815) +15.348 | 33.397 P3 +1l (~32.473) +14.923 | 32.603 P6 +1l (~41.467) +0.809 | 32.920 P4 +1l (~36.350) +3.877 | 33.709 P9 +2l (~65.331) +7.832 | 35.778 P10 +3l (~99.206) +33.875 |
| 19 | 31.715 P1 | 32.064 P5 +1l (~41.184) +3.094 | 32.023 P2 +17.858 +17.858 | 32.515 P8 +1l (~58.318) +0.633 | 32.567 P7 +1l (~57.685) +15.183 | 33.146 P3 +1l (~33.983) +16.125 | 32.725 P6 +1l (~42.502) +1.318 | 33.113 P4 +1l (~38.090) +4.107 | 32.909 P9 +2l (~66.652) +8.334 | 33.721 P10 +3l (~101.276) +34.624 |
| 20 | 32.409 P1 | 32.152 P5 +1l (~40.603) +2.722 | 32.198 P2 +17.647 +17.647 | 32.580 P8 +1l (~58.310) +0.713 | 32.526 P7 +1l (~57.597) +15.377 | 32.829 P3 +1l (~34.079) +16.432 | 32.387 P6 +1l (~42.220) +1.617 | 32.364 P4 +1l (~37.881) +3.802 | 33.969 P9 +2l (~67.731) +9.421 | 32.944 P10 +3l (~101.579) +33.848 |
| 21 | 31.976 P1 | 32.141 P5 +1l (~41.012) +2.440 | 32.139 P2 +17.810 +17.810 | 32.186 P8 +1l (~58.954) +0.707 | 32.477 P7 +1l (~58.247) +14.883 | 32.443 P3 +1l (~35.037) +17.227 | 32.598 P6 +1l (~43.364) +2.352 | 32.882 P4 +1l (~38.572) +3.535 | 33.083 P9 +2l (~69.080) +10.126 | 34.010 P10 +3l (~104.207) +35.127 |
| 22 | 31.542 P1 | 32.207 P5 +1l (~41.343) +2.175 | 32.023 P2 +18.291 +18.291 | 32.249 P8 +1l (~58.939) +0.152 | 32.436 P7 +1l (~58.787) +15.123 | 32.481 P3 +1l (~35.541) +17.250 | 32.151 P6 +1l (~43.664) +2.321 | 32.448 P4 +1l (~39.168) +3.627 | 32.851 P9 +2l (~70.029) +11.090 | 34.625 P10 +3l (~106.576) +36.547 |
| 23 | 31.625 P1 | 32.084 P5 +1l (~41.814) +0.866 | 31.924 P2 +18.590 +18.590 | 32.383 P7 +1l (~59.979) | 32.477 P6 +1l (~59.979) +18.165 | 33.045 P3 +1l (~37.096) +18.506 | 1:03.414 23l P9 +2l (~75.301) +4.008 | 32.983 P4 +1l (~40.948) +3.852 | 32.516 P8 +2l (~71.293) +11.314 | 34.526 P10 +3l (~109.702) +34.401 |
| 24 | 31.804 P1 | 32.123 P4 +1l (~41.982) +4.571 | 31.705 P2 +18.491 +18.491 | 32.486 P5 +1l (~61.026) +19.044 | 33.098 P6 +1l (~61.026) | 32.342 P3 +1l (~37.411) +18.920 | 32.990 P9 +2l (~76.704) +4.620 | 1:02.422 24l P7 +2l (~71.175) +10.149 | 32.947 P8 +2l (~72.084) +0.909 | 33.726 P10 +3l (~111.607) +34.903 |
| 25 | 31.574 P1 | 32.063 P4 +1l (~42.841) +4.227 | 32.125 P2 +19.042 +19.042 | 32.557 P5 +1l (~61.632) +18.791 | 32.788 P6 +1l (~62.257) +0.625 | 32.459 P3 +1l (~38.614) +19.572 | 32.357 P9 +2l (~77.520) +3.884 | 33.333 P7 +2l (~73.215) +10.958 | 32.916 P8 +2l (~73.636) +0.421 | 33.437 P10 +3l (~113.643) +36.123 |
| 26 | 31.719 P1 | 31.983 P4 +1l (~42.823) +3.582 | 31.773 P2 +19.096 +19.096 | 32.379 P5 +1l (~62.679) +19.856 | 33.302 P6 +2l (~63.690) +1.011 | 32.289 P3 +1l (~39.241) +20.145 | 32.374 P9 +2l (~77.896) +3.173 | 32.773 P7 +2l (~74.629) +10.939 | 32.857 P8 +2l (~74.723) +0.094 | 33.399 P10 +3l (~115.347) +37.451 |
| 27 | 31.447 P1 | 32.258 P4 +1l (~44.056) +3.418 | 31.975 P2 +19.624 +19.624 | 32.689 P5 +2l (~63.616) +19.560 | 32.454 P6 +2l (~64.858) +1.242 | 32.848 P3 +1l (~40.638) +21.014 | 32.388 P9 +2l (~79.068) +2.297 | 33.710 P7 +2l (~76.771) +11.913 | 33.344 P8 +2l (~76.771) | 34.060 P10 +3l (~118.111) +39.043 |
| 28 | 31.504 P1 | 32.188 P4 +1l (~44.814) +3.478 | 31.959 P2 +20.079 +20.079 | 32.403 P5 +2l (~64.562) +19.748 | 32.416 P6 +2l (~65.804) +1.242 | 32.111 P3 +1l (~41.336) +21.257 | 33.579 P9 +2l (~81.101) +0.953 | 34.468 P7 +2l (~79.866) +14.062 | 34.756 P8 +2l (~80.148) +0.282 | 1:02.194 17l P10 +3l (~148.718) +67.617 |
| 29 | 31.666 P1 | 32.011 P3 +1l (~44.921) +2.773 | 1:00.652 29l P4 +1l (~48.790) +3.869 | 32.374 P5 +1l (~65.129) +16.339 | 32.482 P6 +1l (~66.382) +1.253 | 32.506 P2 +1l (~42.148) +42.148 | 33.018 P9 +1l (~82.138) +1.090 | 33.040 P7 +1l (~80.981) +14.599 | 32.925 P8 +1l (~81.048) +0.067 | 34.466 P10 +3l (~151.104) +68.966 |
| 30 | 31.705 P1 | 32.109 P3 +45.226 +2.631 | 32.722 P4 +50.082 +4.856 | 32.243 P5 +1l (~65.705) +15.623 | 32.275 P6 +1l (~66.966) +1.261 | 32.286 P2 +42.595 +42.595 | 35.108 P9 +1l (~85.692) +2.170 | 34.453 P8 +1l (~83.522) +0.627 | 33.168 P7 +1l (~82.895) +15.929 | 33.451 P10 +3l (~153.081) +67.389 |
| 31 | 59.150 31l P1 | 31.963 P3 +18.039 +2.296 | 32.928 P4 +23.860 +5.821 | 59.324 15l P9 +2l (~65.652) +6.558 | 32.982 P5 +1l (~40.910) +17.050 | 32.298 P2 +15.743 +15.743 | 32.681 P8 +1l (~59.094) +1.538 | 32.986 P7 +1l (~57.556) | 33.515 P6 +1l (~57.556) +16.646 | 33.242 P10 +3l (~127.293) +61.641 |
| 32 | 32.192 P1 | 31.891 P3 +17.738 +1.893 | 32.729 P4 +24.397 +6.659 | 32.176 P8 +2l (~65.642) +6.473 | 59.762 19l P9 +2l (~68.581) +2.939 | 32.294 P2 +15.845 +15.845 | 32.251 P7 +1l (~59.169) +0.892 | 33.228 P6 +1l (~58.277) +1.232 | 32.500 P5 +1l (~57.045) +32.648 | 34.506 P10 +4l (~129.230) +60.649 |
| 33 | 32.111 P1 | 32.135 P3 +17.762 +1.605 | 32.477 P4 +24.763 +7.001 | 32.244 P8 +2l (~65.917) +6.618 | 32.593 P9 +2l (~69.181) +3.264 | 32.423 P2 +16.157 +16.157 | 32.484 P7 +1l (~59.299) +0.217 | 32.926 P6 +1l (~59.082) +1.220 | 32.609 P5 +1l (~57.862) +33.099 | 34.225 P10 +4l (~131.520) +62.339 |
| 34 | 31.968 P1 | 32.098 P2 +17.892 +17.892 | 32.556 P3 +25.351 +7.459 | 32.296 P7 +2l (~66.249) +5.429 | 32.492 P8 +2l (~69.696) +3.447 | 1:00.838 34l P4 +1l (~44.886) +19.535 | 32.632 P5 +1l (~60.415) +15.529 | 33.514 P6 +1l (~60.820) +0.405 | 1:00.317 19l P9 +2l (~86.326) +16.630 | 32.875 P10 +4l (~132.312) +45.986 |
| 35 | 31.986 P1 | 32.151 P2 +18.057 +18.057 | 32.740 P3 +26.105 +8.048 | 32.292 P7 +2l (~67.131) +5.244 | 32.254 P8 +2l (~70.276) +3.145 | 32.447 P4 +1l (~45.817) +19.712 | 32.279 P5 +1l (~61.227) +15.410 | 32.925 P6 +1l (~61.887) +0.660 | 33.077 P9 +2l (~87.801) +17.525 | 33.142 P10 +4l (~133.786) +45.985 |
| 36 | 31.875 P1 | 32.165 P2 +18.347 +18.347 | 32.510 P3 +26.740 +8.393 | 31.821 P7 +2l (~66.762) +4.369 | 32.269 P8 +2l (~70.076) +3.314 | 32.196 P4 +1l (~45.588) +18.848 | 32.397 P5 +1l (~61.121) +15.533 | 32.706 P6 +1l (~62.393) +1.272 | 33.338 P9 +2l (~88.715) +18.639 | 33.589 P10 +4l (~135.343) +46.628 |
| 37 | 31.773 P1 | 1:01.607 26l P4 +1l (~48.079) | 32.558 P2 +27.525 +27.525 | 32.025 P7 +2l (~66.883) +2.339 | 32.280 P8 +2l (~70.663) +3.780 | 33.521 P3 +1l (~48.079) +20.554 | 32.537 P5 +1l (~61.887) +13.808 | 33.821 P6 +2l (~64.544) +2.657 | 33.087 P9 +2l (~90.089) +19.426 | 33.222 P10 +3l (~136.679) +46.590 |
| 38 | 31.935 P1 | 32.337 P4 +1l (~48.745) +0.606 | 32.820 P2 +28.410 +28.410 | 32.125 P6 +2l (~67.689) +5.251 | 32.369 P7 +2l (~71.456) +3.767 | 32.336 P3 +1l (~48.139) +19.729 | 32.262 P5 +1l (~62.438) +13.693 | 1:02.835 14l P9 +2l (~95.660) +3.667 | 33.072 P8 +2l (~91.993) +20.537 | 32.950 P10 +3l (~138.189) +42.529 |
| 39 | 32.083 P1 | 31.969 P4 +1l (~48.735) +0.696 | 32.487 P2 +28.814 +28.814 | 32.202 P6 +1l (~67.445) +4.859 | 32.378 P7 +1l (~71.766) +4.321 | 32.230 P3 +1l (~48.039) +19.225 | 32.375 P5 +1l (~62.586) +13.851 | 32.814 P9 +2l (~96.252) +3.117 | 33.943 P8 +2l (~93.135) +21.369 | 33.135 P10 +3l (~139.097) +42.845 |
| 40 | 31.917 P1 | 31.924 P3 +48.476 +18.922 | 32.657 P2 +29.554 +29.554 | 31.659 P6 +1l (~67.215) +3.883 | 32.217 P7 +1l (~72.044) +4.829 | 32.788 P4 +48.976 +0.500 | 32.434 P5 +1l (~63.332) +14.356 | 32.578 P9 +2l (~97.044) +2.413 | 33.200 P8 +2l (~94.631) +22.587 | 32.729 P10 +3l (~139.810) +42.766 |
| 41 | 1:00.087 10l P1 | 31.956 P2 +20.345 +20.345 | 1:00.384 12l P4 +29.851 +8.355 | 32.066 P6 +1l (~38.717) +4.076 | 32.297 P7 +1l (~43.928) +5.211 | 32.607 P3 +21.496 +1.151 | 32.126 P5 +1l (~34.641) +4.790 | 32.747 P9 +2l (~69.493) +2.840 | 32.636 P8 +2l (~66.653) +22.725 | 32.941 P10 +3l (~112.483) +42.990 |
| 42 | 32.230 P1 | 31.735 P2 +19.850 +19.850 | 32.917 P4 +30.538 +8.634 | 31.792 P6 +1l (~38.147) +3.122 | 32.245 P7 +1l (~43.884) +5.737 | 32.638 P3 +21.904 +2.054 | 32.324 P5 +1l (~35.025) +4.487 | 32.594 P9 +2l (~70.086) +2.243 | 33.454 P8 +2l (~67.843) +23.959 | 33.319 P10 +3l (~113.696) +43.610 |
| 43 | 32.175 P1 | 31.701 P2 +19.376 +19.376 | 32.631 P4 +30.994 +8.998 | 31.679 P6 +1l (~38.264) +3.075 | 32.174 P7 +1l (~44.075) +5.811 | 32.267 P3 +21.996 +2.620 | 31.938 P5 +1l (~35.189) +4.195 | 34.099 P9 +2l (~72.321) +3.424 | 32.876 P8 +2l (~68.897) +24.822 | 32.816 P10 +3l (~114.792) +42.471 |
| 44 | 32.196 P1 | 31.832 P2 +19.012 +19.012 | 32.544 P4 +31.342 +9.300 | 31.963 P6 +1l (~37.796) +2.184 | 32.165 P7 +1l (~44.302) +6.506 | 32.242 P3 +22.042 +3.030 | 32.437 P5 +1l (~35.612) +4.270 | 32.836 P9 +2l (~72.848) +3.257 | 33.167 P8 +2l (~69.591) +25.289 | 33.923 P10 +3l (~116.055) +43.207 |
| 45 | 31.988 P1 | 31.797 P2 +18.821 +18.821 | 33.061 P4 +1l (~32.693) +10.628 | 31.923 P6 +1l (~37.699) +1.761 | 32.554 P7 +1l (~44.815) +7.116 | 32.011 P3 +22.065 +3.244 | 32.154 P5 +1l (~35.938) +3.245 | 32.518 P9 +2l (~73.143) +1.909 | 33.370 P8 +2l (~71.234) +26.419 | 33.442 P10 +3l (~117.966) +44.823 |
| 46 | 31.956 P1 | 31.848 P2 +18.713 +18.713 | 32.435 P4 +1l (~33.061) +10.578 | 31.831 P6 +1l (~37.647) +1.993 | 32.069 P7 +1l (~44.934) +7.287 | 32.374 P3 +22.483 +3.770 | 32.038 P5 +1l (~35.654) +2.593 | 32.704 P9 +2l (~73.841) +1.953 | 32.660 P8 +2l (~71.888) +26.954 | 32.663 P10 +3l (~118.570) +44.729 |
| 47 | 32.035 P1 | 31.711 P2 +18.389 +18.389 | 32.247 P4 +1l (~32.775) +10.106 | 31.818 P6 +1l (~37.062) +1.386 | 32.076 P7 +1l (~44.533) +7.471 | 32.221 P3 +22.669 +4.280 | 32.086 P5 +1l (~35.676) +2.901 | 32.582 P9 +2l (~74.125) +1.558 | 32.812 P8 +2l (~72.567) +28.034 | 32.537 P10 +3l (~118.485) +44.360 |
| 48 | 31.961 P1 | 31.824 P2 +18.252 +18.252 | 32.143 P4 +1l (~32.759) +9.415 | 32.058 P5 +1l (~37.595) +4.836 | 32.279 P6 +1l (~45.149) +7.554 | 32.636 P3 +23.344 +5.092 | 1:01.302 25l P7 +2l (~64.853) +19.704 | 32.242 P9 +2l (~74.356) +1.062 | 32.634 P8 +2l (~73.294) +8.441 | 32.948 P10 +3l (~119.706) +45.350 |
| 49 | 32.193 P1 | 31.873 P2 +17.932 +17.932 | 32.069 P4 +1l (~32.890) +9.421 | 32.151 P5 +1l (~37.247) +4.357 | 32.261 P6 +1l (~44.478) +7.231 | 32.318 P3 +23.469 +5.537 | 34.037 P7 +2l (~66.438) +21.960 | 32.320 P9 +2l (~74.485) +0.932 | 32.630 P8 +2l (~73.553) +7.115 | 32.286 P10 +3l (~119.606) +45.121 |
| 50 | 32.282 P1 | 31.693 P2 +17.343 +17.343 | 32.435 P3 +1l (~33.165) +15.822 | 32.181 P4 +1l (~37.476) +4.311 | 32.179 P5 +1l (~44.950) +7.474 | 59.040 16l P6 +1l (~50.071) +5.121 | 32.879 P7 +2l (~67.228) +17.157 | 32.624 P9 +2l (~75.219) +0.648 | 32.732 P8 +2l (~74.571) +7.343 | 32.645 P10 +3l (~120.082) +44.863 |
| 51 | 32.061 P1 | 31.633 P2 +16.915 +16.915 | 32.478 P3 +1l (~33.232) +16.317 | 32.127 P4 +1l (~36.976) +3.744 | 32.160 P5 +1l (~44.491) +7.515 | 32.720 P6 +1l (~50.424) +5.933 | 32.386 P7 +2l (~67.096) +16.672 | 32.547 P9 +2l (~75.035) +0.797 | 32.630 P8 +2l (~74.238) +7.142 | 32.356 P10 +3l (~119.870) +44.835 |
| 52 | 31.942 P1 | 31.731 P2 +16.704 +16.704 | 32.499 P3 +1l (~34.555) +17.851 | 31.915 P4 +1l (~37.164) +2.609 | 31.946 P5 +1l (~44.999) +7.835 | 32.745 P6 +1l (~51.575) +6.576 | 32.786 P7 +2l (~68.555) +16.980 | 32.707 P9 +2l (~76.282) +0.280 | 32.792 P8 +2l (~76.002) +7.447 | 32.638 P10 +3l (~121.331) +45.049 |
| 53 | 31.988 P1 | 31.745 P2 +16.461 +16.461 | 32.002 P3 +1l (~34.236) +17.775 | 32.017 P4 +1l (~37.076) +2.840 | 32.140 P5 +1l (~44.888) +7.812 | 32.564 P6 +1l (~52.241) +7.353 | 32.229 P7 +2l (~68.575) +16.334 | 32.397 P9 +2l (~76.827) +0.714 | 32.737 P8 +2l (~76.113) +7.538 | 32.475 P10 +3l (~121.232) +44.405 |
| 54 | 32.108 P1 | 31.645 P2 +15.998 +15.998 | 32.339 P3 +1l (~34.302) +18.304 | 31.973 P4 +1l (~37.174) +2.872 | 32.010 P5 +1l (~44.896) +7.722 | 32.642 P6 +1l (~52.758) +7.862 | 32.262 P7 +2l (~69.015) +16.257 | 33.401 P9 +2l (~77.806) +1.085 | 32.619 P8 +2l (~76.721) +7.706 | 32.863 P10 +3l (~122.302) +44.496 |
| 55 | 31.920 P1 | 31.678 P2 +15.756 +15.756 | 31.864 P3 +1l (~34.599) +18.843 | 32.076 P4 +1l (~37.267) +2.668 | 32.401 P5 +1l (~45.728) +8.461 | 32.490 P6 +1l (~53.439) +7.711 | 33.556 P7 +2l (~70.439) +17.000 | 32.685 P8 +2l (~79.112) +8.673 | 34.428 P9 +2l (~79.307) +0.195 | 32.461 P10 +3l (~123.364) +44.057 |
| 56 | 31.888 P1 | 31.942 P2 +15.810 +15.810 | 32.131 P3 +1l (~34.676) +18.866 | 32.102 P4 +1l (~37.719) +3.043 | 32.752 P5 +1l (~46.560) +8.841 | 32.932 P6 +1l (~54.511) +7.951 | 32.281 P7 +2l (~70.877) +16.366 | 33.213 P8 +2l (~80.165) +9.288 | 33.652 P9 +2l (~81.147) +0.982 | 32.390 P10 +3l (~123.348) +42.201 |
| 57 | 32.096 P1 | 31.451 P2 +15.165 +15.165 | 32.008 P3 +1l (~34.672) +19.507 | 31.812 P4 +1l (~37.400) +2.728 | 33.202 P5 +1l (~47.500) +10.100 | 32.299 P6 +1l (~54.501) +7.001 | 32.353 P7 +2l (~71.084) +16.583 | 32.356 P8 +2l (~80.536) +9.452 | 33.105 P9 +2l (~82.118) +1.582 | 32.446 29l P10 +3l |
| 58 | 32.084 P1 | 31.665 P2 +14.746 +14.746 | 32.145 P3 +1l (~34.415) +19.669 | 31.982 P4 +1l (~36.939) +2.524 | 31.889 P5 +1l (~47.173) +10.234 | 32.498 P6 +1l (~54.763) +7.590 | 32.571 10l P7 +2l | 32.427 20l P8 +2l | 32.822 24l P9 +2l | |
| 59 | 31.971 P1 | 31.521 P2 +14.296 +14.296 | 32.009 18l P3 +1l | 31.811 28l P4 +1l | 32.208 27l P5 +1l | 32.964 9l P6 +1l | ||||
| 60 | 32.026 19l P1 | 31.639 23l P2 +13.909 +13.909 | ||||||||
| Gap | +13.909 | +1l (~34.415) | +1l (~36.939) | +1l (~47.173) | +1l (~54.763) | +2l (~71.084) | +2l (~80.536) | +2l (~82.118) | +3l (~123.348) | |
| Best | 31.447 | 31.451 | 31.705 | 31.659 | 31.889 | 32.011 | 31.938 | 32.242 | 32.468 | 32.286 |
| Avg | 32.845 | 32.998 | 33.266 | 33.254 | 33.415 | 33.536 | 33.842 | 33.980 | 34.072 | 34.808 |
| Dev | 4.977 | 5.172 | 5.114 | 5.069 | 5.030 | 4.963 | 5.508 | 5.441 | 5.102 | 6.036 |
| Pits | 1:59.237 | 2:01.596 | 2:01.036 | 2:00.432 | 2:00.422 | 1:59.878 | 2:04.716 | 2:05.257 | 2:01.813 | 2:05.677 |
| S1 kart | 2 | 11 | 1 | 14 | 3 | 5 | 10 | 4 | 7 | 6 |
| S1 laps | 31 | 11 | 29 | 16 | 13 | 34 | 23 | 24 | 15 | 11 |
| S1 best | 31.447 | 32.088 | 31.705 | 32.385 | 32.127 | 32.111 | 32.151 | 32.280 | 32.468 | 33.174 |
| S1 avg | 31.818 | 32.328 | 32.162 | 32.748 | 32.584 | 32.669 | 33.161 | 32.928 | 33.154 | 33.549 |
| S1 dev | 0.252 | 0.157 | 0.242 | 0.429 | 0.289 | 0.411 | 1.592 | 0.504 | 0.720 | 0.387 |
| S2 kart | 4 | 101 | 10 | 3 | 11 | 3 | 7 | 14 | 6 | 102 |
| S2 laps | 10 | 26 | 12 | 15 | 19 | 16 | 25 | 14 | 19 | 17 |
| S2 best | 31.773 | 31.891 | 32.477 | 32.186 | 32.275 | 32.011 | 31.938 | 32.706 | 32.500 | 32.944 |
| S2 avg | 31.982 | 32.167 | 32.653 | 32.446 | 32.678 | 32.455 | 32.552 | 33.375 | 33.153 | 33.982 |
| S2 dev | 0.121 | 0.179 | 0.141 | 0.149 | 0.265 | 0.349 | 0.636 | 0.568 | 0.551 | 0.690 |
| S3 kart | 101 | 5 | 14 | 2 | 102 | 10 | 4 | 6 | 11 | 1 |
| S3 laps | 19 | 23 | 18 | 28 | 27 | 9 | 10 | 20 | 24 | 29 |
| S3 best | 31.888 | 31.451 | 31.864 | 31.659 | 31.889 | 32.299 | 32.229 | 32.242 | 32.619 | 32.286 |
| S3 avg | 32.057 | 31.776 | 32.330 | 32.004 | 32.291 | 32.650 | 32.734 | 32.719 | 33.061 | 33.057 |
| S3 dev | 0.111 | 0.178 | 0.317 | 0.175 | 0.260 | 0.203 | 0.581 | 0.417 | 0.451 | 0.604 |
| Lap # | Race time | Driver | Change | Pit lane |
|---|---|---|---|---|
| 11 | 00:06:28 | Васюков | 11 → 101 | 11 102 |
| 11 | 00:07:14 | Yaroslav_Ivanushenko | 6 → 102 | 6 11 |
| 13 | 00:07:46 | DanielKh | 3 → 11 | 3 6 |
| 15 | 00:08:59 | tixen | 7 → 6 | 7 3 |
| 16 | 00:09:26 | Gleb Lyubimov | 14 → 3 | 14 7 |
| 23 | 00:13:28 | Vitaliy Shamanov | 10 → 7 | 10 14 |
| 24 | 00:13:56 | подлый | 4 → 14 | 4 10 |
| 29 | 00:16:12 | Kuptcov | 1 → 10 | 1 4 |
| 31 | 00:16:54 | AMG | 2 → 4 | 2 1 |
| 28 | 00:17:20 | Yaroslav_Ivanushenko | 102 → 1 | 102 2 |
| 31 | 00:17:59 | Gleb Lyubimov | 3 → 2 | 3 102 |
| 32 | 00:18:34 | DanielKh | 11 → 102 | 11 3 |
| 34 | 00:19:15 | DENISENKO | 5 → 3 | 5 11 |
| 34 | 00:19:56 | tixen | 6 → 11 | 6 5 |
| 37 | 00:20:54 | Васюков | 101 → 5 | 101 6 |
| 38 | 00:22:13 | подлый | 14 → 6 | 14 101 |
| 41 | 00:22:42 | AMG | 4 → 101 | 4 14 |
| 41 | 00:23:11 | Kuptcov | 10 → 14 | 10 4 |
| 48 | 00:27:31 | Vitaliy Shamanov | 7 → 4 | 7 10 |
| 50 | 00:28:21 | DENISENKO | 3 → 10 | 3 7 |