| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | |
|---|---|---|---|---|---|---|---|---|---|
| Driver | Danilov-Novorussky | AMG | ZKA24 | Shepeleff | Антон Тетенов | АДский Дед | ZINAND | Maksim Graf | Сицилиец |
| Kart | 6 | 2 | 8 | 11 | 13 | 9 | 1 | 7 | 10 |
| 1 | 14.037 P1 | 29.468 P3 +15.043 +12.541 | 14.038 P2 +2.502 +2.502 | 29.680 P4 +16.677 +1.634 | 29.939 P6 +18.079 +0.576 | 31.838 P9 +21.204 +0.648 | 31.378 P8 +20.556 +0.389 | 29.950 P5 +17.503 +0.826 | 31.420 P7 +20.167 +2.088 |
| 2 | 29.736 P1 | 29.474 P4 +14.781 +9.449 | 30.014 P2 +2.780 +2.780 | 29.660 P5 +16.601 +1.820 | 29.707 P7 +18.050 +0.456 | 13.864 P3 +5.332 +2.552 | 30.757 P9 +21.577 +0.455 | 29.827 P6 +17.594 +0.993 | 30.691 P8 +21.122 +3.072 |
| 3 | 29.457 P1 | 29.589 P5 +14.913 +8.616 | 29.581 P2 +2.904 +2.904 | 29.645 P6 +16.789 +1.876 | 29.662 P8 +18.255 +0.381 | 30.142 P3 +6.017 +3.113 | 14.177 P4 +6.297 +0.280 | 29.737 P7 +17.874 +1.085 | 30.452 P9 +22.117 +3.862 |
| 4 | 29.254 P1 | 29.402 P5 +15.061 +7.677 | 29.538 P2 +3.188 +3.188 | 29.411 P6 +16.946 +1.885 | 29.770 P7 +18.771 +1.825 | 30.083 P3 +6.846 +3.658 | 30.341 P4 +7.384 +0.538 | 30.563 P8 +19.183 +0.412 | 30.050 P9 +22.913 +3.730 |
| 5 | 29.246 P1 | 29.721 P5 +15.536 +7.581 | 29.436 P2 +3.378 +3.378 | 29.769 P6 +17.469 +1.933 | 29.675 P7 +19.200 +1.731 | 29.995 P3 +7.595 +4.217 | 29.817 P4 +7.955 +0.360 | 30.027 P8 +19.964 +0.764 | 29.659 P9 +23.326 +3.362 |
| 6 | 29.310 P1 | 29.470 P5 +15.696 +7.120 | 29.664 P2 +3.732 +3.732 | 29.847 P6 +18.006 +2.310 | 29.575 P7 +19.465 +1.459 | 29.883 P3 +8.168 +4.436 | 29.931 P4 +8.576 +0.408 | 29.638 P8 +20.292 +0.827 | 29.955 P9 +23.971 +3.679 |
| 7 | 29.295 P1 | 29.327 P5 +15.728 +6.721 | 29.453 P2 +3.890 +3.890 | 29.440 P6 +18.151 +2.423 | 29.236 P7 +19.406 +1.255 | 29.772 P3 +8.645 +4.755 | 29.726 P4 +9.007 +0.362 | 29.519 P8 +20.516 +1.110 | 29.865 P9 +24.541 +4.025 |
| 8 | 29.297 P1 | 29.368 P5 +15.799 +6.176 | 29.619 P2 +4.212 +4.212 | 29.363 P6 +18.217 +2.418 | 29.336 P7 +19.445 +1.228 | 29.831 P3 +9.179 +4.967 | 29.913 P4 +9.623 +0.444 | 29.503 P8 +20.722 +1.277 | 29.972 P9 +25.216 +4.494 |
| 9 | 29.239 P1 | 29.157 P5 +15.717 +5.329 | 29.410 P2 +4.383 +4.383 | 29.554 P6 +18.532 +2.815 | 29.464 P7 +19.670 +1.138 | 29.648 P3 +9.588 +5.205 | 30.004 P4 +10.388 +0.800 | 29.492 P8 +20.975 +1.305 | 29.779 P9 +25.756 +4.781 |
| 10 | 29.220 P1 | 29.162 P4 +15.659 +4.597 | 29.689 P2 +4.852 +4.852 | 29.423 P5 +18.735 +3.076 | 29.297 P6 +19.747 +1.012 | 57.901 10l P9 +1l (~38.375) +12.159 | 29.894 P3 +11.062 +6.210 | 29.514 P7 +21.269 +1.522 | 29.680 P8 +26.216 +4.947 |
| 11 | 29.520 P1 | 29.198 P3 +15.337 +10.421 | 29.584 P2 +4.916 +4.916 | 29.402 P4 +18.617 +3.280 | 29.269 P5 +19.496 +0.879 | 32.099 P9 +1l (~40.538) +1.007 | 58.027 11l P8 +1l (~39.531) +12.827 | 29.418 P6 +21.167 +1.671 | 30.008 P7 +26.704 +5.537 |
| 12 | 29.230 P1 | 29.383 P3 +15.490 +10.456 | 29.348 P2 +5.034 +5.034 | 29.624 P4 +19.011 +3.521 | 29.463 P5 +19.729 +0.718 | 30.518 P8 +1l (~42.426) +14.934 | 32.488 P9 +1l (~43.057) +0.631 | 29.391 P6 +21.328 +1.599 | 30.018 P7 +27.492 +6.164 |
| 13 | 29.210 P1 | 29.294 P3 +15.574 +9.964 | 29.786 P2 +5.610 +5.610 | 29.527 P4 +19.328 +3.754 | 57.263 13l P9 +1l (~48.008) +3.914 | 30.018 P7 +1l (~42.922) +14.891 | 30.357 P8 +1l (~44.094) +1.172 | 29.489 P5 +21.607 +2.279 | 29.749 P6 +28.031 +6.424 |
| 14 | 29.219 P1 | 29.105 P3 +15.460 +9.163 | 29.906 P2 +6.297 +6.297 | 29.609 P4 +19.718 +4.258 | 30.286 P9 +1l (~48.872) +4.005 | 29.880 P7 +1l (~43.661) +15.123 | 30.186 P8 +1l (~44.867) +1.206 | 29.553 P5 +21.941 +2.223 | 29.726 P6 +28.538 +6.597 |
| 15 | 29.232 P1 | 29.651 P3 +15.879 +9.291 | 29.523 P2 +6.588 +6.588 | 57.966 15l P8 +1l (~48.602) +2.737 | 29.526 P9 +1l (~49.226) +0.624 | 29.931 P6 +1l (~44.172) +14.524 | 30.243 P7 +1l (~45.865) +1.693 | 29.552 P4 +22.261 +6.382 | 30.483 P5 +1l (~29.648) +7.387 |
| 16 | 29.571 P1 | 29.307 P3 +15.615 +9.102 | 29.496 P2 +6.513 +6.513 | 30.559 P7 +1l (~49.525) +3.464 | 30.218 P8 +1l (~49.525) | 29.708 P5 +1l (~44.258) +14.277 | 29.959 P6 +1l (~46.061) +1.803 | 59.779 16l P9 +1l (~52.368) +2.843 | 29.857 P4 +1l (~29.981) +14.366 |
| 17 | 29.316 P1 | 29.257 P3 +15.556 +8.662 | 29.697 P2 +6.894 +6.894 | 29.927 P7 +1l (~49.948) +3.445 | 29.799 P8 +1l (~49.948) | 30.221 P5 +1l (~45.440) +14.841 | 29.722 P6 +1l (~46.503) +1.063 | 30.621 P9 +1l (~53.869) +3.921 | 29.840 P4 +30.599 +15.043 |
| 18 | 56.984 18l P3 +20.601 +12.232 | 29.196 P2 +8.369 +8.369 | 29.489 P1 | 29.649 P7 +1l (~43.382) +3.386 | 14.279 P4 +28.169 +7.568 | 29.701 P5 +1l (~38.412) +10.243 | 29.830 P6 +1l (~39.996) +1.584 | 29.715 P8 +1l (~47.114) +3.732 | 58.954 18l P9 +1l (~53.292) +6.178 |
| 19 | 30.263 P3 +21.245 +13.273 | 29.222 P2 +7.972 +7.972 | 29.619 P1 | 29.831 P7 +1l (~43.979) +3.583 | 29.592 P4 +28.142 +6.897 | 29.505 P5 +1l (~38.912) +10.770 | 29.819 P6 +1l (~40.396) +1.484 | 29.826 P8 +1l (~47.480) +3.501 | 30.707 P9 +1l (~54.831) +7.351 |
| 20 | 29.371 P2 +13.370 +13.370 | 29.274 P1 | 57.311 20l P3 +20.065 +6.695 | 13.845 P4 +20.128 +0.063 | 29.657 P5 +20.553 +0.425 | 29.618 P6 +1l (~30.262) +9.709 | 29.711 P7 +1l (~32.977) +2.715 | 44.795 P9 +1l (~54.418) +7.724 | 30.133 P8 +1l (~46.694) +13.717 |
| 21 | 29.384 P2 +13.249 +13.249 | 29.505 P1 | 30.961 P5 +21.521 +0.410 | 29.420 P3 +20.043 +6.794 | 30.063 P4 +21.111 +1.068 | 29.789 P6 +1l (~30.753) +9.232 | 29.940 P7 +1l (~33.024) +2.271 | 30.406 P9 +1l (~55.342) +7.678 | 30.335 P8 +1l (~47.664) +14.640 |
| 22 | 29.232 P3 +13.172 +7.283 | 29.309 P1 | 29.807 P5 +22.019 +1.724 | 29.561 P4 +20.295 +7.123 | 14.087 P2 +5.889 +5.889 | 29.678 P6 +1l (~31.363) +9.344 | 29.664 P7 +1l (~33.427) +2.064 | 29.788 P9 +1l (~56.479) +7.792 | 30.134 P8 +1l (~48.687) +15.260 |
| 23 | 29.216 P3 +13.177 +6.841 | 29.211 P1 | 29.494 P5 +22.302 +1.619 | 29.599 P4 +20.683 +7.506 | 29.658 P2 +6.336 +6.336 | 29.483 P6 +1l (~32.183) +9.881 | 29.840 P7 +1l (~34.318) +2.135 | 29.774 P9 +1l (~57.022) +7.211 | 29.920 P8 +1l (~49.811) +15.493 |
| 24 | 29.227 P3 +13.145 +6.645 | 29.259 P1 | 29.479 P5 +22.522 +1.611 | 29.487 P4 +20.911 +7.766 | 29.423 P2 +6.500 +6.500 | 29.604 P6 +1l (~32.371) +9.849 | 57.003 13l P9 +2l (~62.220) +4.819 | 29.408 P8 +1l (~57.401) +6.972 | 29.703 P7 +1l (~50.429) +18.058 |
| 25 | 29.260 P3 +12.981 +6.591 | 29.424 P1 | 29.505 P5 +22.603 +1.580 | 29.536 P4 +21.023 +8.042 | 29.314 P2 +6.390 +6.390 | 29.685 P6 +1l (~32.809) +10.206 | 30.897 P9 +2l (~63.467) +6.365 | 29.486 P8 +1l (~57.102) +5.967 | 30.588 P7 +1l (~51.135) +18.326 |
| 26 | 29.121 P3 +12.935 +6.148 | 29.167 P1 | 29.334 P5 +22.770 +1.352 | 29.562 P4 +21.418 +8.483 | 29.564 P2 +6.787 +6.787 | 29.867 P6 +1l (~33.373) +10.603 | 29.675 P9 +2l (~64.187) +12.247 | 13.751 P7 +1l (~41.790) +8.417 | 29.747 P8 +1l (~51.940) +10.150 |
| 27 | 29.192 P3 +12.613 +5.882 | 29.514 P1 | 29.550 P4 +22.806 +10.193 | 58.340 12l P7 +1l (~50.798) +9.065 | 29.458 P2 +6.731 +6.731 | 29.614 P5 +1l (~33.682) +10.876 | 29.595 P9 +2l (~64.170) +12.472 | 29.547 P6 +1l (~41.733) +8.051 | 29.730 P8 +1l (~51.698) +0.900 |
| 28 | 13.574 P1 | 29.440 P2 +3.253 +3.253 | 29.579 P4 +26.198 +16.190 | 30.444 P7 +2l (~54.535) +9.474 | 29.464 P3 +10.008 +6.755 | 29.679 P5 +1l (~37.008) +10.810 | 29.547 P9 +2l (~67.416) +12.005 | 29.563 P6 +1l (~45.061) +8.053 | 29.897 P8 +2l (~55.411) +0.876 |
| 29 | 29.440 P1 | 29.387 P2 +3.200 +3.200 | 29.541 P4 +1l (~25.884) +15.933 | 29.771 P7 +2l (~54.726) +9.584 | 29.383 P3 +9.951 +6.751 | 29.605 P5 +1l (~36.691) +10.807 | 29.752 P9 +2l (~67.500) +11.162 | 29.666 P6 +1l (~45.142) +8.451 | 30.551 P8 +2l (~56.338) +1.612 |
| 30 | 29.188 P2 +12.351 +12.351 | 13.637 P1 | 29.775 P4 +1l (~39.178) +16.697 | 29.537 P7 +2l (~67.661) +9.754 | 29.367 P3 +22.481 +10.130 | 29.554 P5 +1l (~49.517) +10.339 | 29.660 P9 +2l (~80.139) +10.868 | 29.645 P6 +2l (~57.907) +8.390 | 29.650 P8 +2l (~69.271) +1.610 |
| 31 | 29.316 P2 +12.505 +12.505 | 29.162 P1 | 29.339 P3 +1l (~39.177) +26.672 | 29.594 P7 +1l (~68.061) +9.217 | 56.998 18l P5 +1l (~49.845) | 29.484 P4 +1l (~49.845) +10.668 | 29.862 P9 +2l (~80.992) +11.124 | 30.099 P6 +1l (~58.844) +8.999 | 29.820 P8 +1l (~69.868) +1.807 |
| 32 | 29.192 P2 +12.456 +12.456 | 29.241 P1 | 29.173 P3 +39.346 +26.890 | 29.448 P7 +1l (~68.798) +9.199 | 30.421 P5 +1l (~51.610) +0.744 | 29.701 P4 +1l (~50.866) +11.520 | 29.686 P9 +2l (~81.813) +10.841 | 29.791 P6 +1l (~59.599) +7.989 | 29.766 P8 +1l (~70.972) +2.174 |
| 33 | 29.199 P1 | 57.743 33l P2 +16.088 +16.088 | 29.598 P3 +27.289 +11.201 | 29.478 P7 +1l (~56.235) +8.698 | 29.566 P5 +1l (~39.352) +0.701 | 29.574 P4 +1l (~38.651) +11.362 | 29.559 P9 +2l (~69.526) +9.832 | 29.411 P6 +1l (~47.537) +8.185 | 30.647 P8 +2l (~59.694) +3.459 |
| 34 | 29.540 P1 | 30.139 P2 +16.687 +16.687 | 29.473 P3 +27.222 +10.535 | 29.778 P7 +1l (~56.283) +9.135 | 29.451 P5 +1l (~39.724) +1.175 | 29.586 P4 +1l (~38.549) +11.327 | 29.618 P9 +2l (~69.429) +9.098 | 29.522 P6 +1l (~47.148) +7.424 | 29.753 P8 +2l (~60.331) +4.048 |
| 35 | 29.492 P1 | 29.551 P2 +16.746 +16.746 | 29.282 P3 +27.012 +10.266 | 30.286 P7 +1l (~56.531) +9.778 | 29.656 P5 +1l (~38.768) +0.908 | 29.621 P4 +1l (~37.860) +10.848 | 29.864 P9 +2l (~69.386) +9.868 | 29.431 P6 +1l (~46.753) +7.985 | 29.564 P8 +2l (~59.518) +2.987 |
| 36 | 29.178 P1 | 29.444 P2 +17.012 +17.012 | 29.761 P3 +27.595 +10.583 | 29.581 P7 +1l (~56.857) +9.880 | 29.599 P5 +1l (~39.503) +0.772 | 29.552 P4 +1l (~38.731) +11.136 | 29.490 P8 +2l (~69.966) +13.109 | 29.317 P6 +1l (~46.977) +7.474 | 58.797 18l P9 +2l (~89.520) +19.554 |
| 37 | 29.158 P1 | 29.530 P2 +17.384 +17.384 | 29.521 P3 +27.958 +10.574 | 29.663 P7 +1l (~58.332) +10.941 | 29.675 P5 +1l (~40.590) +0.876 | 29.831 P4 +1l (~39.714) +11.756 | 29.567 P8 +1l (~70.830) +12.498 | 29.264 P6 +1l (~47.391) +6.801 | 30.618 P9 +2l (~91.353) +20.523 |
| 38 | 29.160 P1 | 29.535 P2 +17.759 +17.759 | 29.508 P3 +28.306 +10.547 | 13.824 P6 +42.598 +1.952 | 29.385 P5 +40.646 +0.648 | 29.608 P4 +39.998 +11.692 | 29.916 P8 +1l (~71.580) +23.127 | 29.422 P7 +1l (~48.453) +5.855 | 15.232 P9 +2l (~77.046) +5.466 |
| 39 | 57.315 21l P2 +10.217 +10.217 | 29.339 P1 | 29.422 P3 +10.630 +0.413 | 29.230 P6 +24.730 +1.754 | 29.428 P5 +22.976 +0.642 | 29.434 P4 +22.334 +11.704 | 29.491 P8 +1l (~53.585) +24.022 | 29.212 P7 +1l (~29.563) +4.833 | 30.586 P9 +2l (~60.259) +6.674 |
| 40 | 30.450 P3 +11.154 +0.333 | 29.513 P1 | 29.704 P2 +10.821 +10.821 | 29.543 P6 +24.760 +1.826 | 29.471 P5 +22.934 +0.577 | 29.536 P4 +22.357 +11.203 | 30.400 P7 +1l (~54.790) +30.030 | 57.649 24l P8 +1l (~57.813) +3.023 | 30.402 P9 +2l (~61.590) +3.777 |
| 41 | 29.296 P3 +10.830 +0.117 | 29.620 P1 | 29.512 P2 +10.713 +10.713 | 29.384 P6 +24.524 +1.712 | 29.498 P5 +22.812 +0.698 | 29.377 P4 +22.114 +11.284 | 29.662 P7 +1l (~54.597) +30.073 | 30.442 P8 +1l (~58.563) +3.966 | 29.786 P9 +2l (~61.643) +3.080 |
| 42 | 29.557 P2 +11.180 +11.180 | 29.207 P1 | 58.615 22l P6 +1l (~40.502) +15.499 | 29.686 P5 +25.003 +1.889 | 29.509 P4 +23.114 +0.558 | 29.649 P3 +22.556 +11.376 | 29.941 P7 +1l (~55.523) +15.021 | 29.630 P8 +1l (~59.109) +3.586 | 29.712 P9 +2l (~62.408) +3.299 |
| 43 | 29.201 P2 +10.488 +10.488 | 29.893 P1 | 30.424 P6 +1l (~40.104) +15.647 | 29.347 P5 +24.457 +1.744 | 29.492 P4 +22.713 +0.474 | 29.576 P3 +22.239 +11.751 | 29.588 P7 +1l (~54.840) +14.736 | 29.619 P8 +2l (~58.633) +3.793 | 29.718 P9 +2l (~61.765) +3.132 |
| 44 | 29.586 P2 +10.562 +10.562 | 29.512 P1 | 29.520 P6 +1l (~40.395) +16.158 | 29.292 P5 +24.237 +1.531 | 29.505 P4 +22.706 +0.349 | 29.630 P3 +22.357 +11.795 | 29.542 P8 +1l (~55.139) +12.271 | 13.870 P7 +1l (~42.868) +2.473 | 29.745 P9 +2l (~61.913) +6.774 |
| 45 | 29.089 P2 +9.970 +9.970 | 29.681 P1 | 29.247 P5 +1l (~40.548) +16.766 | 29.226 P4 +23.782 +1.293 | 29.464 P3 +22.489 +12.519 | 57.449 35l P8 +1l (~50.444) +3.478 | 29.628 P9 +1l (~55.841) +5.397 | 29.730 P6 +1l (~43.908) +3.360 | 13.921 P7 +1l (~46.966) +3.058 |
| 46 | 29.157 P2 +9.494 +9.494 | 29.633 P1 | 29.455 P5 +1l (~40.024) +16.483 | 29.392 P4 +23.541 +1.328 | 29.357 P3 +22.213 +12.719 | 30.433 P8 +1l (~50.927) +4.012 | 29.643 P9 +1l (~55.141) +4.214 | 29.420 P6 +1l (~43.074) +3.050 | 30.173 P7 +1l (~46.915) +3.841 |
| 47 | 29.161 P1 | 57.916 14l P4 +19.261 +5.071 | 29.296 P5 +1l (~30.124) +10.863 | 29.304 P3 +14.190 +1.094 | 29.538 P2 +13.096 +13.096 | 29.989 P8 +1l (~42.102) +3.926 | 29.663 P9 +1l (~45.889) +3.787 | 29.488 P6 +1l (~33.723) +3.599 | 30.033 P7 +1l (~38.176) +4.453 |
| 48 | 29.061 P1 | 30.497 P4 +20.697 +6.320 | 29.361 P6 +1l (~30.476) +3.508 | 29.248 P3 +14.377 +0.846 | 29.496 P2 +13.531 +13.531 | 13.770 P5 +26.968 +6.271 | 29.622 P9 +1l (~46.688) +7.545 | 29.497 P7 +1l (~34.095) +3.619 | 29.757 P8 +1l (~39.143) +5.048 |
| 49 | 29.189 P1 | 29.587 P4 +21.095 +6.617 | 29.305 P6 +1l (~30.879) +3.364 | 29.290 P3 +14.478 +0.615 | 29.521 P2 +13.863 +13.863 | 29.736 P5 +27.515 +6.420 | 29.555 P9 +1l (~47.093) +7.716 | 29.592 P7 +1l (~34.964) +4.085 | 29.563 P8 +1l (~39.377) +4.413 |
| 50 | 29.388 P1 | 29.395 P4 +21.102 +6.545 | 29.248 P6 +1l (~30.955) +3.172 | 29.467 P3 +14.557 +0.441 | 29.641 P2 +14.116 +14.116 | 29.656 P5 +27.783 +6.681 | 29.613 P9 +1l (~47.968) +8.022 | 29.537 P7 +1l (~35.120) +4.165 | 29.503 P8 +1l (~39.946) +4.826 |
| 51 | 28.984 P1 | 29.433 P4 +21.551 +5.411 | 29.274 P6 +1l (~31.292) +2.808 | 29.865 P2 +15.438 +15.438 | 31.008 P3 +16.140 +0.702 | 29.685 P5 +28.484 +6.933 | 29.630 P9 +1l (~47.960) +7.572 | 29.570 P7 +1l (~35.558) +4.266 | 29.892 P8 +1l (~40.388) +4.830 |
| 52 | 28.875 P1 | 29.458 P4 +22.134 +5.467 | 29.318 P6 +1l (~31.772) +2.260 | 29.265 P2 +15.828 +15.828 | 29.402 P3 +16.667 +0.839 | 29.656 P5 +1l (~29.512) +7.378 | 29.507 P9 +1l (~48.726) +6.949 | 29.608 P7 +1l (~36.502) +4.730 | 30.102 P8 +1l (~41.777) +5.275 |
| 53 | 29.409 P1 | 29.411 P4 +22.136 +5.372 | 29.804 P6 +1l (~31.815) +1.612 | 29.455 P2 +15.874 +15.874 | 29.506 P3 +16.764 +0.890 | 30.120 P5 +1l (~30.203) +8.067 | 29.547 P9 +1l (~48.621) +6.221 | 29.510 P7 +1l (~36.648) +4.833 | 29.802 P8 +1l (~42.400) +5.752 |
| 54 | 30.128 P1 | 29.290 P5 +21.298 +5.109 | 13.784 P3 +15.749 +0.243 | 29.760 P2 +15.506 +15.506 | 29.553 P4 +16.189 +0.440 | 30.025 P6 +1l (~29.611) +8.313 | 29.427 P9 +1l (~48.553) +6.654 | 29.596 P7 +1l (~35.740) +6.129 | 29.488 P8 +1l (~41.899) +6.159 |
| 55 | 29.329 P1 | 13.612 P2 +5.581 +5.581 | 29.400 P4 +15.820 +0.253 | 29.390 P3 +15.567 +9.986 | 29.401 P5 +16.261 +0.441 | 29.627 P6 +1l (~30.140) +13.879 | 29.577 P9 +1l (~48.426) +6.298 | 29.621 P7 +1l (~35.971) +5.831 | 29.957 P8 +1l (~42.128) +6.157 |
| 56 | 29.082 P1 | 29.518 P2 +6.017 +6.017 | 29.563 P4 +16.301 +0.189 | 29.627 P3 +16.112 +10.095 | 29.705 P5 +16.884 +0.583 | 29.546 P6 +1l (~30.336) +13.452 | 29.634 P9 +1l (~48.938) +6.100 | 29.475 P7 +1l (~36.274) +5.938 | 29.982 P8 +1l (~42.838) +6.564 |
| 57 | 29.055 P1 | 29.432 P2 +6.394 +6.394 | 29.517 P4 +16.763 +0.168 | 29.538 P3 +16.595 +10.201 | 29.702 P5 +17.531 +0.768 | 29.563 P6 +1l (~31.034) +13.503 | 13.720 P7 +1l (~33.969) +2.935 | 29.524 P8 +1l (~36.615) +2.646 | 29.585 P9 +1l (~43.472) +6.857 |
| 58 | 29.051 P1 | 29.286 P2 +6.629 +6.629 | 30.131 P4 +17.843 +0.331 | 29.968 P3 +17.512 +10.883 | 29.711 P5 +18.191 +0.348 | 29.820 P6 +1l (~31.642) +13.451 | 29.561 P7 +1l (~33.898) +2.256 | 29.440 P8 +1l (~37.113) +3.215 | 29.732 P9 +1l (~43.988) +6.875 |
| 59 | 29.057 P1 | 29.326 P2 +6.898 +6.898 | 29.430 P4 +18.216 +0.161 | 29.600 P3 +18.055 +11.157 | 29.542 P5 +18.676 +0.460 | 29.474 14l P6 +1l | 29.647 35l P7 +1l | 29.627 19l P8 +1l | 29.813 23l P9 +1l |
| 60 | 29.177 21l P1 | 29.306 13l P2 +7.027 +7.027 | 29.586 18l P3 +18.625 +11.598 | 30.462 33l P4 +19.340 +0.715 | 30.098 29l P5 +19.597 +0.257 | ||||
| Gap | +7.027 | +18.625 | +19.340 | +19.597 | +1l (~31.642) | +1l (~33.898) | +1l (~37.113) | +1l (~43.988) | |
| Best | 28.875 | 29.105 | 29.173 | 29.226 | 29.236 | 29.377 | 29.427 | 29.212 | 29.488 |
| Avg | 30.276 | 30.411 | 30.551 | 30.591 | 30.564 | 30.803 | 30.844 | 30.933 | 31.009 |
| Dev | 5.086 | 5.187 | 5.190 | 5.217 | 5.030 | 5.146 | 5.112 | 5.669 | 5.327 |
| S1 kart | 6 | 2 | 8 | 11 | 13 | 9 | 1 | 7 | 10 |
| S1 laps | 18 | 33 | 20 | 15 | 13 | 10 | 11 | 16 | 18 |
| S1 best | 29.210 | 29.105 | 29.348 | 29.363 | 29.236 | 29.648 | 29.726 | 29.391 | 29.659 |
| S1 avg | 29.334 | 29.343 | 29.602 | 29.568 | 29.532 | 30.149 | 30.195 | 29.678 | 30.070 |
| S1 dev | 0.149 | 0.153 | 0.167 | 0.142 | 0.214 | 0.656 | 0.514 | 0.299 | 0.442 |
| S2 kart | 11 | 1 | 6 | 1 | 9 | 101 | 102 | 13 | 7 |
| S2 laps | 21 | 14 | 22 | 12 | 18 | 35 | 13 | 24 | 18 |
| S2 best | 29.121 | 29.207 | 29.173 | 29.420 | 29.314 | 29.377 | 29.664 | 29.212 | 29.564 |
| S2 avg | 29.322 | 29.584 | 29.586 | 29.713 | 29.651 | 29.762 | 30.146 | 30.350 | 30.037 |
| S2 dev | 0.251 | 0.224 | 0.345 | 0.317 | 0.298 | 0.463 | 0.737 | 3.170 | 0.375 |
| S3 kart | 2 | 6 | 11 | 8 | 102 | 13 | 10 | 7 | 9 |
| S3 laps | 21 | 13 | 18 | 33 | 29 | 14 | 35 | 19 | 23 |
| S3 best | 28.875 | 29.286 | 29.247 | 29.226 | 29.357 | 29.474 | 29.427 | 29.420 | 29.488 |
| S3 avg | 29.299 | 29.494 | 29.522 | 29.591 | 29.631 | 29.794 | 29.693 | 29.607 | 29.902 |
| S3 dev | 0.369 | 0.315 | 0.314 | 0.321 | 0.336 | 0.264 | 0.272 | 0.216 | 0.316 |