| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | |
|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | NRG IGORA DRIVE (Жолобов/Шик) | Hooligans (Калинин/Иванов) | Griphunters Academy (Кущенко/Ребенко) | Academy K (Юнусов/Тимошенко) | KATeam (Костян/Макаров) | Magik Team (Голубев/Хазиева) | M&Dm racing (Фёдоров/Исмагилов) | Vezhlivye Lyudi (Сафрошин/Каменев) | DKRacing (Дёмин/Кузин) | Hoblets (Герасимова/Одинокова) | BURMALDA RACING (Ким/Федоров) |
| Kart | 24 | 17 | 11 | 8 | 4 | 20 | 12 | 41 | 26 | 6 | 1 |
| 1 | 54.144 P3 +0.219 +0.166 | 53.170 P1 | 52.519 P2 +0.053 +0.053 | 53.062 P5 +2.422 +1.327 | 52.619 P9 +3.578 +0.206 | 54.167 P7 +3.164 +0.555 | 52.852 P4 +1.095 +0.876 | 52.664 P6 +2.609 +0.187 | 54.183 P11 +4.542 +0.527 | 53.772 P10 +4.015 +0.437 | 54.571 P8 +3.372 +0.208 |
| 2 | 51.238 P3 +0.674 +0.410 | 50.783 P1 | 50.994 P2 +0.264 +0.264 | 51.645 P5 +3.284 +1.833 | 50.880 P7 +3.675 +0.169 | 51.591 P8 +3.972 +0.297 | 51.139 P4 +1.451 +0.777 | 51.680 P6 +3.506 +0.222 | 51.370 P11 +5.129 +0.470 | 50.858 P9 +4.090 +0.118 | 52.070 P10 +4.659 +0.569 |
| 3 | 50.695 P3 +1.228 +0.929 | 50.141 P1 | 50.176 P2 +0.299 +0.299 | 51.994 P8 +5.137 +0.009 | 50.886 P5 +4.420 +2.382 | 51.474 P9 +5.305 +0.168 | 50.728 P4 +2.038 +0.810 | 51.369 P6 +4.734 +0.314 | 50.777 P11 +5.765 +0.407 | 51.179 P7 +5.128 +0.394 | 50.840 P10 +5.358 +0.053 |
| 4 | 50.548 P3 +1.663 +1.261 | 50.113 P1 | 50.216 P2 +0.402 +0.402 | 52.502 P10 +7.526 +0.937 | 50.227 P5 +4.534 +1.606 | 51.115 P8 +6.307 +0.531 | 51.003 P4 +2.928 +1.265 | 50.784 P6 +5.405 +0.871 | 51.962 P11 +7.614 +0.088 | 50.761 P7 +5.776 +0.371 | 51.344 P9 +6.589 +0.282 |
| 5 | 50.529 P3 +2.049 +1.667 | 50.143 P1 | 50.123 P2 +0.382 +0.382 | 52.456 5l P10 +9.839 +2.992 | 49.854 P5 +4.245 +0.782 | 50.367 P8 +6.531 +0.261 | 50.678 P4 +3.463 +1.414 | 50.744 P6 +6.006 +1.761 | 53.836 P11 +11.307 +1.468 | 50.637 P7 +6.270 +0.264 | 50.401 P9 +6.847 +0.316 |
| 6 | 50.474 P3 +2.358 +2.052 | 50.165 P1 | 50.089 P2 +0.306 +0.306 | 1:32.256 P11 +1l (~51.557) +39.277 | 50.123 P4 +4.203 +1.845 | 50.984 P8 +7.350 +0.346 | 51.246 P5 +4.544 +0.341 | 51.163 P7 +7.004 +0.098 | 51.138 P10 +12.280 +4.716 | 50.801 P6 +6.906 +2.362 | 50.882 P9 +7.564 +0.214 |
| 7 | 50.597 7l P3 +2.769 +2.258 | 50.186 P1 | 50.391 P2 +0.511 +0.511 | 50.250 P11 +1l (~51.708) +38.389 | 50.068 P4 +4.085 +1.316 | 51.017 P7 +8.181 +0.559 | 50.765 P5 +5.123 +1.038 | 51.593 P8 +8.411 +0.230 | 51.225 P10 +13.319 +4.685 | 50.902 P6 +7.622 +2.499 | 51.256 P9 +8.634 +0.223 |
| 8 | 1:29.492 P10 +42.106 +27.550 | 50.155 P1 | 50.070 P2 +0.426 +0.426 | 50.388 P11 +1l (~51.714) +9.608 | 50.034 P3 +3.964 +3.538 | 50.573 P6 +8.599 +0.503 | 50.823 P4 +5.791 +1.827 | 50.689 P7 +8.945 +0.346 | 51.392 P9 +14.556 +5.095 | 50.629 P5 +8.096 +2.305 | 50.982 P8 +9.461 +0.516 |
| 9 | 50.219 P10 +42.328 +26.249 | 49.997 P1 | 50.463 P2 +0.892 +0.892 | 50.227 P11 +1l (~52.116) +9.788 | 49.721 P3 +3.688 +2.796 | 50.970 P6 +9.572 +1.013 | 50.978 P4 +6.772 +3.084 | 50.766 P7 +9.714 +0.142 | 51.520 P9 +16.079 +5.849 | 50.460 P5 +8.559 +1.787 | 50.766 P8 +10.230 +0.516 |
| 10 | 50.109 P10 +42.427 +24.798 | 50.010 P1 | 50.217 P2 +1.099 +1.099 | 51.875 P11 +1l (~54.603) +12.176 | 49.772 P3 +3.450 +2.351 | 51.204 P7 +10.766 +0.177 | 50.613 P4 +7.375 +3.925 | 50.885 P6 +10.589 +1.638 | 51.560 P9 +17.629 +6.661 | 50.402 P5 +8.951 +1.576 | 50.748 P8 +10.968 +0.202 |
| 11 | 49.912 P10 +42.383 +23.152 | 49.956 P1 | 50.217 P2 +1.360 +1.360 | 50.175 P11 +1l (~54.417) +12.034 | 50.045 P3 +3.539 +2.179 | 51.358 P7 +12.168 +0.635 | 50.841 P4 +8.260 +4.721 | 50.900 P6 +11.533 +2.216 | 51.558 P9 +19.231 +6.921 | 50.322 P5 +9.317 +1.057 | 51.298 P8 +12.310 +0.142 |
| 12 | 49.932 P10 +42.415 +21.610 | 49.900 P1 | 50.148 P2 +1.608 +1.608 | 51.287 P11 +1l (~55.730) +13.315 | 50.246 P3 +3.885 +2.277 | 50.805 P7 +13.073 +0.547 | 50.629 P4 +8.989 +5.104 | 50.893 P6 +12.526 +2.707 | 51.474 P9 +20.805 +7.225 | 50.402 P5 +9.819 +0.830 | 51.170 P8 +13.580 +0.507 |
| 13 | 49.881 P10 +42.336 +20.014 | 49.960 P1 | 50.176 P2 +1.824 +1.824 | 50.005 P11 +1l (~56.039) +13.703 | 49.793 P3 +3.718 +1.894 | 50.877 P6 +13.990 +3.706 | 50.675 P4 +9.704 +5.986 | 51.596 P7 +14.162 +0.172 | 51.477 P9 +22.322 +7.965 | 50.425 P5 +10.284 +0.580 | 50.737 P8 +14.357 +0.195 |
| 14 | 49.972 P10 +42.359 +18.442 | 49.949 P1 | 50.203 P2 +2.078 +2.078 | 49.908 P11 +1l (~56.027) +13.668 | 49.821 P3 +3.590 +1.512 | 50.766 P6 +14.807 +4.119 | 50.753 P4 +10.508 +6.918 | 50.955 P7 +15.168 +0.361 | 51.544 P9 +23.917 +8.609 | 50.353 P5 +10.688 +0.180 | 50.900 P8 +15.308 +0.140 |
| 15 | 50.098 P10 +42.535 +16.918 | 49.922 P1 | 50.354 P2 +2.510 +2.510 | 50.066 P11 +1l (~55.852) +13.317 | 49.857 P3 +3.525 +1.015 | 50.708 P6 +15.593 +4.111 | 50.699 P4 +11.285 +7.760 | 50.736 P7 +15.982 +0.389 | 51.622 P9 +25.617 +9.314 | 50.716 P5 +11.482 +0.197 | 50.917 P8 +16.303 +0.321 |
| 16 | 49.985 P10 +42.557 +15.542 | 49.963 P1 | 50.247 P2 +2.794 +2.794 | 49.808 P11 +1l (~55.817) +13.260 | 49.845 P3 +3.407 +0.613 | 50.802 P6 +16.432 +3.918 | 51.191 P4 +12.513 +9.106 | 50.803 P7 +16.822 +0.390 | 51.361 P9 +27.015 +9.827 | 50.995 P5 +12.514 +0.001 | 50.848 P8 +17.188 +0.366 |
| 17 | 49.965 P10 +42.580 +13.939 | 49.942 P1 | 50.125 P2 +2.977 +2.977 | 49.926 P11 +1l (~55.931) +13.351 | 49.984 P3 +3.449 +0.472 | 51.489 P7 +17.979 +0.104 | 51.263 P5 +13.834 +0.644 | 51.460 P8 +18.340 +0.361 | 51.568 P9 +28.641 +10.301 | 50.618 P4 +13.190 +9.741 | 50.629 P6 +17.875 +4.041 |
| 18 | 49.909 P10 +42.419 +12.356 | 50.070 P1 | 50.120 P2 +3.027 +3.027 | 50.009 P11 +1l (~55.686) +13.267 | 49.852 P3 +3.231 +0.204 | 51.648 P6 +19.557 +4.558 | 51.235 P5 +14.999 +1.100 | 51.671 P8 +19.941 +0.231 | 51.492 P9 +30.063 +10.122 | 50.779 P4 +13.899 +10.668 | 51.905 P7 +19.710 +0.153 |
| 19 | 49.943 P10 +42.383 +11.029 | 49.979 P1 | 51.045 P3 +4.093 +0.316 | 49.828 P11 +1l (~55.551) +13.168 | 50.525 P2 +3.777 +3.777 | 50.628 P6 +20.206 +4.614 | 50.572 P5 +15.592 +1.053 | 51.216 P8 +21.178 +0.642 | 51.270 P9 +31.354 +10.176 | 50.619 P4 +14.539 +10.446 | 50.805 P7 +20.536 +0.330 |
| 20 | 49.919 P10 +42.265 +9.594 | 50.037 P1 | 50.435 P3 +4.491 +0.517 | 50.240 P11 +1l (~55.914) +13.649 | 50.234 P2 +3.974 +3.974 | 50.720 P6 +20.889 +4.497 | 50.837 P5 +16.392 +1.299 | 50.817 P8 +21.958 +0.924 | 51.354 P9 +32.671 +10.713 | 50.591 P4 +15.093 +10.602 | 50.535 P7 +21.034 +0.145 |
| 21 | 49.857 P10 +42.190 +8.247 | 49.932 P1 | 50.180 P3 +4.739 +0.293 | 49.932 P11 +1l (~55.582) +13.392 | 50.404 P2 +4.446 +4.446 | 50.621 P6 +21.578 +3.803 | 51.315 P5 +17.775 +1.960 | 50.684 P8 +22.710 +0.693 | 51.204 P9 +33.943 +11.233 | 50.654 P4 +15.815 +11.076 | 50.915 P7 +22.017 +0.439 |
| 22 | 49.904 P10 +42.146 +6.719 | 49.948 P1 | 50.153 P3 +4.944 +0.213 | 50.076 P11 +1l (~55.592) +13.446 | 50.233 P2 +4.731 +4.731 | 50.650 P6 +22.280 +3.904 | 50.549 P5 +18.376 +1.614 | 50.686 P8 +23.448 +0.939 | 51.432 P9 +35.427 +11.979 | 50.895 P4 +16.762 +11.818 | 50.440 P7 +22.509 +0.229 |
| 23 | 49.874 P10 +42.003 +5.280 | 50.017 P1 | 50.048 P3 +4.975 +0.280 | 50.013 P11 +1l (~55.616) +13.613 | 49.981 P2 +4.695 +4.695 | 50.534 P6 +22.797 +3.576 | 50.862 P5 +19.221 +1.526 | 50.699 P8 +24.130 +1.100 | 51.313 P9 +36.723 +12.593 | 50.950 P4 +17.695 +12.720 | 50.538 P7 +23.030 +0.233 |
| 24 | 49.804 P10 +41.877 +3.804 | 49.930 P1 | 49.996 P3 +5.041 +0.178 | 50.162 P11 +1l (~56.003) +14.126 | 50.098 P2 +4.863 +4.863 | 50.719 P6 +23.586 +3.646 | 50.649 P5 +19.940 +1.495 | 50.773 P8 +24.973 +1.184 | 51.280 P9 +38.073 +13.100 | 50.680 P4 +18.445 +13.404 | 50.689 P7 +23.789 +0.203 |
| 25 | 49.729 P10 +41.614 +2.093 | 49.992 P1 | 50.616 P3 +5.665 +0.317 | 50.018 P11 +1l (~56.152) +14.538 | 50.477 P2 +5.348 +5.348 | 50.654 P6 +24.248 +3.324 | 50.976 P5 +20.924 +1.907 | 50.812 P8 +25.793 +1.285 | 51.440 P9 +39.521 +13.728 | 50.564 P4 +19.017 +13.352 | 50.711 P7 +24.508 +0.260 |
| 26 | 49.853 P10 +41.422 +0.633 | 50.045 P1 | 50.110 P3 +5.730 +0.286 | 50.084 P11 +1l (~56.238) +14.816 | 50.141 P2 +5.444 +5.444 | 50.919 P6 +25.122 +3.551 | 50.692 P5 +21.571 +1.901 | 50.707 P8 +26.455 +1.145 | 51.313 P9 +40.789 +14.334 | 50.698 P4 +19.670 +13.940 | 50.847 P7 +25.310 +0.188 |
| 27 | 49.947 P9 +41.367 +13.955 | 50.002 P1 | 50.030 P3 +5.758 +0.133 | 50.146 P11 +1l (~55.952) +13.801 | 50.183 P2 +5.625 +5.625 | 50.767 P6 +25.887 +2.956 | 51.362 P5 +22.931 +2.621 | 50.959 P8 +27.412 +1.191 | 51.364 27l P10 +42.151 +0.784 | 50.642 P4 +20.310 +14.552 | 50.913 P7 +26.221 +0.334 |
| 28 | 49.982 P9 +41.443 +13.209 | 49.906 P1 | 50.467 P3 +6.319 +0.258 | 50.985 P10 +1l (~57.281) +15.838 | 50.342 P2 +6.061 +6.061 | 51.290 28l P6 +27.271 +3.157 | 51.089 P5 +24.114 +3.143 | 50.728 P8 +28.234 +0.919 | 1:32.267 P11 +1l (~84.531) +27.250 | 50.567 P4 +20.971 +14.652 | 51.000 P7 +27.315 +0.044 |
| 29 | 49.927 P8 +41.505 +12.612 | 49.865 P1 | 50.220 P3 +6.674 +0.357 | 49.965 P9 +1l (~57.448) +15.943 | 50.121 P2 +6.317 +6.317 | 1:32.504 P10 +1l (~70.058) +12.610 | 50.717 P5 +24.966 +3.294 | 50.524 P7 +28.893 +0.800 | 52.384 P11 +1l (~87.252) +17.194 | 50.566 P4 +21.672 +14.998 | 50.643 29l P6 +28.093 +3.127 |
| 30 | 50.164 P7 +41.751 +12.117 | 49.918 P1 | 50.116 P3 +6.872 +0.241 | 50.023 P8 +1l (~57.445) +15.694 | 50.232 P2 +6.631 +6.631 | 51.771 P10 +1l (~71.529) +0.853 | 50.931 P5 +25.979 +3.866 | 50.659 P6 +29.634 +3.655 | 52.241 P11 +1l (~89.344) +17.815 | 50.359 P4 +22.113 +15.241 | 1:32.359 P9 +1l (~70.676) +13.231 |
| 31 | 49.886 P7 +41.635 +10.925 | 50.002 31l P1 | 50.125 P3 +6.995 +0.227 | 49.859 P8 +1l (~57.519) +15.884 | 50.139 P2 +6.768 +6.768 | 51.638 P10 +1l (~73.394) +0.642 | 50.990 31l P5 +26.967 +4.515 | 51.078 P6 +30.710 +3.743 | 51.960 P11 +1l (~91.564) +18.170 | 50.341 P4 +22.452 +15.457 | 52.254 P9 +1l (~72.752) +15.233 |
| 32 | 49.842 P6 +34.540 +3.543 | 1:27.934 P5 +30.997 +5.998 | 50.089 P2 +0.147 +0.147 | 50.223 P7 +1l (~50.236) +15.696 | 50.169 32l P1 | 51.039 P8 +1l (~66.864) +16.628 | 1:38.595 P9 +1l (~67.921) +1.057 | 51.226 P4 +24.999 +8.322 | 52.414 P11 +1l (~86.080) +16.640 | 51.162 P3 +16.677 +16.530 | 54.501 P10 +1l (~69.440) +1.519 |
| 33 | 50.095 P5 +33.868 +2.919 | 50.719 P4 +30.949 +5.743 | 50.620 33l P1 | 50.061 P6 +50.182 +16.314 | 2:03.623 P10 +1l (~72.822) +0.579 | 50.998 P7 +62.000 +11.818 | 50.567 P8 +65.000 +3.000 | 50.974 33l P3 +25.206 +6.582 | 52.278 P11 +1l (~88.236) +15.414 | 52.714 P2 +18.624 +18.624 | 52.525 P9 +1l (~72.243) +7.243 |
| 34 | 49.947 P3 +14.910 +2.118 | 50.748 P2 +12.792 +12.792 | 1:30.129 P4 +21.224 +6.314 | 50.057 P5 +31.334 +10.110 | 50.917 P8 +1l (~54.795) +4.601 | 51.170 P6 +49.997 +18.663 | 50.674 P7 +50.194 +0.197 | 1:42.331 P10 +1l (~59.093) +3.444 | 51.798 P11 +1l (~71.205) +12.112 | 50.281 P1 | 52.487 P9 +1l (~55.649) +0.854 |
| 35 | 49.852 P3 +14.265 +1.332 | 50.638 P2 +12.933 +12.933 | 50.508 P4 +21.235 +6.970 | 50.038 P5 +30.875 +9.640 | 50.111 P8 +54.482 +3.277 | 51.580 P6 +51.080 +20.205 | 51.508 P7 +51.205 +0.125 | 50.679 P10 +58.814 +1.324 | 51.833 P11 +1l (~72.759) +13.945 | 50.497 35l P1 | 52.297 P9 +57.490 +3.008 |
| 36 | 49.863 P2 +0.679 +0.679 | 50.516 P1 | 51.431 P3 +9.217 +8.538 | 50.172 P4 +17.598 +8.381 | 50.374 P8 +41.407 +2.196 | 51.204 P6 +38.835 +10.821 | 51.455 P7 +39.211 +0.376 | 50.678 P9 +46.043 +4.636 | 52.037 P11 +1l (~61.066) +13.687 | 1:31.463 P5 +28.014 +10.416 | 53.338 P10 +47.379 +1.336 |
| 37 | 49.869 P1 | 50.757 P2 +0.209 +0.209 | 50.666 P3 +9.335 +9.126 | 50.150 P4 +17.200 +7.865 | 50.126 P8 +40.985 +0.992 | 51.476 P6 +39.763 +10.155 | 51.330 P7 +39.993 +0.230 | 50.921 P9 +46.416 +5.431 | 52.467 P11 +1l (~63.104) +13.630 | 52.142 P5 +29.608 +12.408 | 52.643 P10 +49.474 +3.058 |
| 38 | 49.883 P1 | 50.222 P2 +0.548 +0.548 | 50.496 P3 +9.948 +9.400 | 50.247 P4 +17.564 +7.616 | 50.643 P7 +41.745 +0.457 | 51.408 P6 +41.288 +9.769 | 51.756 P8 +41.866 +0.121 | 50.863 P9 +47.396 +5.530 | 51.695 P11 +1l (~64.833) +11.441 | 51.794 P5 +31.519 +13.955 | 53.939 P10 +1l (~53.392) +5.996 |
| 39 | 49.969 P1 | 50.484 P2 +1.063 +1.063 | 50.637 P3 +10.616 +9.553 | 50.039 P4 +17.634 +7.018 | 50.760 P6 +42.536 +8.743 | 51.457 P7 +42.776 +0.240 | 51.110 P8 +43.007 +0.231 | 50.581 P9 +48.008 +5.001 | 52.173 P11 +1l (~67.231) +11.006 | 52.243 P5 +33.793 +16.159 | 52.848 P10 +1l (~56.225) +8.217 |
| 40 | 49.937 33l P1 | 50.465 P2 +1.591 +1.591 | 50.555 P3 +11.234 +9.643 | 50.091 P4 +17.788 +6.554 | 50.181 P6 +42.780 +7.153 | 52.766 12l P8 +45.605 +0.291 | 52.244 P7 +45.314 +2.534 | 50.969 P9 +49.040 +3.435 | 51.582 P11 +1l (~68.494) +8.705 | 51.771 P5 +35.627 +17.839 | 53.267 P10 +1l (~59.789) +10.749 |
| 41 | 1:27.567 P4 +35.605 +18.516 | 50.371 P1 | 50.460 P2 +9.732 +9.732 | 51.263 36l P3 +17.089 +7.357 | 50.159 P6 +40.977 +5.174 | 1:31.925 P11 +1l (~85.351) +16.845 | 50.808 P7 +44.160 +3.183 | 50.778 P8 +47.856 +3.696 | 51.771 P10 +1l (~68.506) +8.883 | 52.138 P5 +35.803 +0.198 | 52.174 P9 +1l (~59.623) +11.767 |
| 42 | 50.574 P3 +35.965 +26.111 | 50.214 P1 | 50.336 P2 +9.854 +9.854 | 1:46.058 P10 +1l (~72.802) +2.972 | 50.274 P5 +41.037 +4.057 | 51.595 P11 +1l (~86.525) +13.723 | 50.537 P6 +44.483 +3.446 | 50.987 P7 +48.629 +4.146 | 51.718 P9 +1l (~69.830) +7.629 | 51.391 P4 +36.980 +1.015 | 52.565 P8 +1l (~62.201) +13.572 |
| 43 | 50.723 P3 +36.224 +26.340 | 50.464 P1 | 50.494 P2 +9.884 +9.884 | 50.495 P10 +1l (~72.904) +1.344 | 49.972 P5 +40.545 +2.384 | 50.781 P11 +1l (~87.607) +14.703 | 50.720 P6 +44.739 +4.194 | 50.835 P7 +49.000 +4.261 | 51.935 P9 +1l (~71.560) +6.762 | 51.645 P4 +38.161 +1.937 | 52.535 P8 +1l (~64.798) +15.798 |
| 44 | 50.432 P3 +36.426 +26.237 | 50.230 P1 | 50.535 P2 +10.189 +10.189 | 50.767 P9 +1l (~73.853) +6.927 | 50.020 P5 +40.335 +0.644 | 50.796 P11 +1l (~87.828) +13.975 | 50.593 P6 +45.102 +4.767 | 50.798 P7 +49.568 +4.466 | 52.419 P10 +1l (~73.853) | 51.760 P4 +39.691 +3.265 | 52.649 P8 +1l (~66.926) +17.358 |
| 45 | 50.367 P3 +36.493 +26.150 | 50.300 P1 | 50.454 P2 +10.343 +10.343 | 50.700 P9 +1l (~74.041) +4.499 | 50.293 P4 +40.328 +3.835 | 51.067 P11 +1l (~88.547) +13.792 | 50.638 P6 +45.440 +4.289 | 50.755 P7 +50.023 +4.583 | 51.432 P10 +1l (~74.755) +0.714 | 51.760 P5 +41.151 +0.823 | 52.790 P8 +1l (~69.542) +19.519 |
| 46 | 50.456 P3 +36.733 +26.225 | 50.216 P1 | 50.381 P2 +10.508 +10.508 | 50.382 P9 +1l (~74.536) +3.051 | 50.206 P4 +40.318 +3.585 | 50.851 P11 +1l (~89.607) +12.658 | 50.450 P6 +45.674 +2.954 | 51.054 P7 +1l (~51.283) +5.609 | 51.969 P10 +1l (~76.949) +2.413 | 51.785 P5 +42.720 +2.402 | 52.249 P8 +1l (~71.485) +20.202 |
| 47 | 50.337 P3 +36.452 +26.270 | 50.618 P1 | 50.292 P2 +10.182 +10.182 | 50.348 P9 +1l (~73.230) +0.982 | 50.275 P4 +39.975 +3.523 | 50.608 P11 +1l (~89.002) +12.014 | 50.505 P6 +45.561 +1.746 | 50.446 P7 +1l (~50.171) +4.610 | 51.609 P10 +1l (~76.988) +3.758 | 51.713 P5 +43.815 +3.840 | 51.994 P8 +1l (~72.248) +22.077 |
| 48 | 50.323 P3 +36.366 +26.050 | 50.409 P1 | 50.543 P2 +10.316 +10.316 | 50.529 P8 +1l (~74.377) +23.645 | 50.057 P4 +39.623 +3.257 | 51.551 P11 +1l (~90.050) +11.026 | 50.347 P6 +45.499 +0.517 | 50.656 P7 +1l (~50.732) +5.233 | 51.759 P10 +1l (~79.024) +4.073 | 51.576 P5 +44.982 +5.359 | 52.453 P9 +1l (~74.951) +0.574 |
| 49 | 50.182 P3 +36.148 +25.806 | 50.400 P1 | 50.426 P2 +10.342 +10.342 | 50.261 P8 +1l (~73.476) +23.095 | 50.241 P4 +39.464 +3.316 | 50.721 P11 +1l (~90.307) +9.864 | 51.218 P6 +46.317 +0.519 | 50.402 P7 +1l (~50.381) +4.064 | 52.135 P10 +1l (~80.443) +3.664 | 51.216 P5 +45.798 +6.334 | 52.633 P9 +1l (~76.779) +3.303 |
| 50 | 50.309 P3 +35.985 +25.710 | 50.472 P1 | 50.405 P2 +10.275 +10.275 | 50.230 P8 +1l (~73.490) +22.919 | 50.300 P4 +39.292 +3.307 | 50.755 P11 +1l (~90.653) +8.818 | 51.041 P6 +46.886 +0.231 | 50.373 P7 +1l (~50.571) +3.685 | 51.950 P10 +1l (~81.835) +1.186 | 51.329 P5 +46.655 +7.363 | 54.242 P9 +1l (~80.649) +7.159 |
| 51 | 50.291 P3 +35.897 +25.792 | 50.379 P1 | 50.209 P2 +10.105 +10.105 | 50.225 P8 +1l (~73.459) +22.821 | 50.092 P4 +39.005 +3.108 | 50.702 P11 +1l (~91.313) +8.020 | 51.711 P6 +48.218 +0.160 | 50.416 P7 +1l (~50.638) +2.420 | 51.763 P10 +1l (~83.293) | 51.782 P5 +48.058 +9.053 | 52.886 P9 +1l (~83.293) +9.834 |
| 52 | 50.380 P3 +35.934 +25.794 | 50.343 P1 | 50.378 P2 +10.140 +10.140 | 50.239 P8 +1l (~73.235) +22.479 | 50.146 P4 +38.808 +2.874 | 50.948 P11 +1l (~91.587) +6.070 | 51.577 P6 +49.452 +0.223 | 50.562 P7 +1l (~50.756) +1.304 | 52.589 P9 +1l (~85.517) +12.282 | 51.514 P5 +49.229 +10.421 | 52.973 P10 +1l (~85.517) |
| 53 | 50.270 P3 +35.766 +25.588 | 50.438 P1 | 50.476 P2 +10.178 +10.178 | 50.249 P8 +1l (~73.132) +21.810 | 50.087 P4 +38.457 +2.691 | 50.901 P11 +1l (~92.471) +2.670 | 50.997 P6 +1l (~50.227) | 50.656 P7 +1l (~51.322) +1.095 | 52.926 P9 +1l (~88.477) +15.345 | 51.084 P5 +1l (~50.227) +11.770 | 54.383 P10 +1l (~89.801) +1.324 |
| 54 | 50.278 P3 +35.816 +25.534 | 50.228 P1 | 50.332 P2 +10.282 +10.282 | 50.386 P8 +1l (~73.242) +20.913 | 50.177 P4 +38.406 +2.590 | 51.005 P11 +1l (~93.276) +0.698 | 51.794 P5 +1l (~51.788) +13.382 | 51.252 P7 +1l (~52.329) +0.370 | 52.031 P9 +1l (~90.022) +16.780 | 52.449 P6 +1l (~51.959) +0.171 | 52.578 P10 +1l (~92.578) +2.556 |
| 55 | 50.349 P3 +35.145 +25.621 | 51.020 P1 | 50.262 P2 +9.524 +9.524 | 50.185 P8 +1l (~72.464) +19.601 | 50.267 P4 +37.653 +2.508 | 51.565 P10 +1l (~93.874) +2.897 | 50.330 P5 +1l (~50.760) +13.107 | 50.964 P6 +1l (~52.166) +1.406 | 51.778 P9 +1l (~90.977) +18.513 | 51.769 P7 +1l (~52.863) +0.697 | 52.902 26l P11 +1l (~93.926) +0.052 |
| 56 | 50.251 P3 +34.910 +25.595 | 50.486 P1 | 50.277 P2 +9.315 +9.315 | 50.326 P8 +1l (~72.275) +18.872 | 50.046 P4 +37.213 +2.303 | 50.854 P10 +1l (~93.881) +1.579 | 50.416 P5 +1l (~50.522) +13.309 | 50.898 P6 +1l (~52.864) +2.342 | 51.895 P9 +1l (~92.302) +20.027 | 50.946 P7 +1l (~53.403) +0.539 | 1:31.867 P11 +2l (~135.278) +41.397 |
| 57 | 50.349 P3 +34.875 +25.362 | 50.384 P1 | 50.582 P2 +9.513 +9.513 | 50.296 P8 +1l (~72.032) +18.083 | 50.268 25l P4 +37.097 +2.222 | 50.947 P10 +1l (~94.605) +0.573 | 50.463 P5 +1l (~50.543) +13.446 | 50.694 P6 +1l (~53.279) +2.736 | 52.433 P9 +1l (~94.032) +22.000 | 51.256 P7 +1l (~53.949) +0.670 | 51.571 P11 +2l (~136.402) +41.797 |
| 58 | 50.209 P3 +34.672 +25.332 | 50.412 P1 | 50.239 P2 +9.340 +9.340 | 50.300 P7 +1l (~71.876) +17.636 | 1:31.226 P8 +1l (~77.761) +5.885 | 50.859 P9 +1l (~95.021) +17.260 | 50.371 P4 +1l (~50.585) +15.913 | 50.824 P5 +1l (~53.336) +2.751 | 52.253 P10 +1l (~95.784) +0.763 | 50.878 P6 +1l (~54.240) +0.904 | 51.305 P11 +2l (~137.441) +41.657 |
| 59 | 50.190 P3 +34.499 +25.244 | 50.363 P1 | 50.278 P2 +9.255 +9.255 | 50.346 P7 +1l (~72.083) +17.241 | 50.727 P8 +1l (~78.063) +5.980 | 50.936 P9 +1l (~95.617) +17.554 | 50.355 P4 +1l (~50.516) +16.017 | 50.787 P5 +1l (~53.644) +3.128 | 52.011 P10 +1l (~97.767) +2.150 | 50.906 P6 +1l (~54.842) +1.198 | 51.547 P11 +2l (~138.762) +40.995 |
| 60 | 50.240 P3 +34.393 +25.223 | 50.346 P1 | 50.261 P2 +9.170 +9.170 | 50.153 P7 +1l (~72.059) +16.545 | 50.436 P8 +1l (~78.507) +6.448 | 50.659 P9 +1l (~95.979) +17.472 | 50.413 P4 +1l (~51.040) +16.647 | 50.949 P5 +1l (~54.551) +3.511 | 51.974 P10 +1l (~99.772) +3.793 | 50.711 P6 +1l (~55.514) +0.963 | 51.352 P11 +2l (~139.635) +39.863 |
| 61 | 50.213 P3 +34.236 +25.221 | 50.370 P1 | 50.215 P2 +9.015 +9.015 | 50.218 P7 +1l (~71.527) +15.668 | 50.938 P8 +1l (~78.850) +7.323 | 50.813 P9 +1l (~96.402) +17.552 | 50.330 P4 +1l (~50.616) +16.380 | 50.943 P5 +1l (~55.073) +4.457 | 52.232 P10 +2l (~101.356) +4.954 | 50.916 P6 +1l (~55.859) +0.786 | 51.615 P11 +2l (~141.308) +39.952 |
| 62 | 50.229 P3 +34.136 +25.165 | 50.329 P1 | 50.285 P2 +8.971 +8.971 | 50.395 P7 +1l (~72.016) +15.401 | 50.622 P8 +1l (~79.325) +7.309 | 50.993 P9 +1l (~97.422) +18.097 | 50.534 P4 +1l (~51.302) +17.166 | 51.052 P5 +1l (~55.966) +4.664 | 52.391 35l P10 +2l (~103.331) +5.909 | 50.784 P6 +1l (~56.615) +0.649 | 51.524 P11 +2l (~142.604) +39.273 |
| 63 | 50.254 P3 +33.973 +24.977 | 50.417 P1 | 50.442 P2 +8.996 +8.996 | 50.362 P7 +1l (~71.744) +14.479 | 50.629 P8 +1l (~79.698) +7.954 | 50.942 P9 +1l (~97.609) +17.911 | 50.640 P4 +1l (~51.216) +17.243 | 51.020 P5 +1l (~56.397) +5.181 | 1:28.877 P10 +2l (~141.686) +44.077 | 51.498 P6 +1l (~57.265) +0.868 | 51.327 P11 +2l (~142.811) +1.125 |
| 64 | 50.287 P3 +33.828 +24.763 | 50.432 P1 | 50.501 P2 +9.065 +9.065 | 50.397 P7 +1l (~71.609) +13.275 | 50.416 P8 +1l (~79.217) +7.608 | 50.996 P9 +1l (~98.019) +18.802 | 50.484 P4 +1l (~51.003) +17.175 | 51.132 P5 +1l (~56.968) +5.965 | 51.511 P10 +2l (~142.676) +44.657 | 51.606 P6 +1l (~58.334) +1.366 | 51.093 P11 +2l (~143.278) +0.602 |
| 65 | 50.288 P3 +33.499 +24.671 | 50.617 34l P1 | 50.380 P2 +8.828 +8.828 | 50.318 P7 +1l (~71.159) +11.839 | 50.435 P8 +1l (~79.164) +8.005 | 51.073 P9 +1l (~98.336) +19.172 | 50.705 34l P4 +51.442 +17.943 | 51.011 P5 +57.435 +5.993 | 51.519 P10 +2l (~143.652) +45.316 | 51.130 P6 +59.320 +1.885 | 51.216 P11 +2l (~143.916) +0.264 |
| 66 | 50.234 P2 +24.157 +24.157 | 1:27.876 P3 +28.300 +4.143 | 50.748 P1 | 50.313 P6 +1l (~62.214) +11.453 | 50.917 P7 +1l (~70.839) +8.625 | 50.707 P9 +1l (~89.928) +8.059 | 1:29.700 P8 +1l (~81.869) +11.030 | 51.015 P4 +48.874 +20.574 | 51.490 P10 +2l (~135.673) +45.745 | 51.017 P5 +50.761 +1.887 | 51.182 P11 +2l (~135.967) +0.294 |
| 67 | 50.247 P2 +23.289 +23.289 | 50.317 P3 +27.502 +4.213 | 51.115 34l P1 | 50.222 P6 +61.000 +9.124 | 50.530 P7 +66.000 +5.000 | 51.022 P9 +1l (~89.849) +6.734 | 52.614 P8 +1l (~83.115) +17.115 | 50.948 34l P4 +48.707 +21.205 | 51.973 P11 +2l (~136.212) | 52.230 P5 +51.876 +3.169 | 51.499 P10 +2l (~136.212) +46.363 |
| 68 | 50.243 P1 | 50.288 P2 +4.258 +4.258 | 1:30.290 P3 +16.758 +12.500 | 50.689 27l P5 +38.368 +8.547 | 50.279 P6 +46.743 +8.375 | 50.863 P9 +1l (~66.628) +1.192 | 52.217 P7 +1l (~61.926) +15.183 | 1:30.204 P8 +1l (~65.436) +3.510 | 52.057 P11 +2l (~114.694) | 51.477 P4 +29.821 +13.063 | 51.987 P10 +2l (~114.694) +48.066 |
| 69 | 50.163 P1 | 50.075 P2 +4.170 +4.170 | 50.682 P3 +17.277 +13.107 | 1:27.078 P9 +1l (~75.167) +7.221 | 50.547 12l P5 +47.127 +16.137 | 51.279 P8 +1l (~67.946) +1.488 | 52.398 P6 +1l (~64.128) +17.001 | 51.270 P7 +1l (~66.458) +2.330 | 51.609 P10 +2l (~116.339) +41.172 | 51.332 34l P4 +30.990 +13.713 | 52.101 P11 +2l (~116.927) +0.588 |
| 70 | 50.262 P1 | 49.860 P2 +3.768 +3.768 | 50.429 P3 +17.444 +13.676 | 50.360 P7 +1l (~75.099) +6.981 | 1:53.336 P9 +2l (~109.991) +24.787 | 50.805 P6 +1l (~68.118) +1.190 | 52.196 P4 +1l (~65.798) +48.354 | 51.054 P5 +1l (~66.928) +1.130 | 52.034 P10 +2l (~118.263) +8.272 | 1:44.650 P8 +1l (~85.204) +10.105 | 52.533 P11 +2l (~118.753) +0.490 |
| 71 | 50.303 P1 | 49.885 P2 +3.350 +3.350 | 50.647 4l P3 +17.788 +14.438 | 50.320 P7 +1l (~75.483) +6.123 | 50.500 P9 +2l (~110.840) +24.039 | 51.057 P6 +1l (~69.360) +0.437 | 53.002 P4 +1l (~68.811) +51.023 | 51.899 P5 +1l (~68.923) +0.112 | 51.350 P10 +2l (~119.611) +8.771 | 51.742 P8 +1l (~86.801) +11.318 | 52.547 P11 +2l (~121.173) +1.562 |
| 72 | 50.549 32l P1 | 49.845 P2 +2.646 +2.646 | 1:30.637 P3 +1l (~57.815) +55.169 | 50.266 P6 +1l (~74.955) +4.032 | 50.629 P9 +2l (~110.153) +22.172 | 52.242 32l P4 +1l (~70.923) +13.108 | 53.309 P5 +1l (~70.923) | 1:01.558 P7 +1l (~79.938) +4.983 | 51.345 P10 +2l (~119.883) +9.730 | 51.900 P8 +1l (~87.981) +8.043 | 51.327 P11 +2l (~122.066) +2.183 |
| 73 | 1:29.845 P2 +37.121 +37.121 | 50.078 P1 | 50.686 P3 +1l (~55.985) +18.864 | 50.310 P5 +1l (~72.517) +1.722 | 50.715 P8 +2l (~108.720) +21.419 | 1:30.983 P9 +2l (~109.366) +0.646 | 52.288 8l P4 +1l (~70.795) +14.810 | 51.147 P6 +1l (~78.481) +5.964 | 52.708 11l P10 +2l (~120.092) +10.726 | 51.805 P7 +1l (~87.301) +8.820 | 51.600 P11 +2l (~120.745) +0.653 |
| 74 | 49.951 P2 +37.178 +37.178 | 49.894 P1 | 50.552 P3 +1l (~56.822) +19.644 | 50.365 P4 +1l (~73.355) +16.533 | 50.548 P7 +2l (~109.437) +20.386 | 51.464 P9 +2l (~110.951) +1.189 | 1:28.569 P8 +2l (~109.762) +0.325 | 50.936 P5 +1l (~79.699) +6.344 | 1:32.522 P11 +3l (~162.727) +39.805 | 51.617 P6 +1l (~89.051) +9.352 | 51.733 P10 +2l (~122.922) +11.971 |
| 75 | 50.032 P2 +37.243 +37.243 | 49.967 P1 | 50.564 P3 +1l (~56.978) +19.735 | 50.263 P4 +1l (~73.345) +16.367 | 50.658 P7 +2l (~110.004) +19.254 | 51.011 P9 +2l (~111.712) +0.828 | 51.476 P8 +2l (~110.884) +0.880 | 51.119 P5 +1l (~80.274) +6.929 | 51.098 P11 +3l (~163.623) +39.379 | 51.599 P6 +1l (~90.750) +10.476 | 51.646 P10 +2l (~124.244) +12.532 |
| 76 | 49.774 P2 +37.076 +37.076 | 49.941 P1 | 50.459 P3 +1l (~57.593) +20.517 | 50.509 P4 +1l (~74.161) +16.568 | 50.470 P7 +2l (~110.404) +18.148 | 50.692 P9 +2l (~112.552) | 51.380 P8 +2l (~112.552) +2.148 | 51.139 P5 +1l (~81.604) +7.443 | 51.094 P11 +3l (~164.628) +39.158 | 51.518 P6 +1l (~92.256) +10.652 | 51.220 P10 +2l (~125.470) +12.918 |
| 77 | 49.860 P2 +36.740 +36.740 | 50.196 P1 | 50.516 P3 +1l (~57.876) +21.136 | 50.189 P4 +1l (~74.056) +16.180 | 51.026 P7 +2l (~111.256) +17.324 | 51.144 P8 +2l (~113.585) +2.329 | 51.515 P9 +2l (~113.732) +0.147 | 50.952 P5 +1l (~82.396) +8.340 | 50.925 P11 +3l (~165.536) +38.467 | 51.742 P6 +1l (~93.932) +11.536 | 51.364 P10 +2l (~127.069) +13.337 |
| 78 | 49.774 P2 +36.421 +36.421 | 50.093 P1 | 50.531 P3 +1l (~58.270) +21.849 | 50.246 P4 +1l (~74.207) +15.937 | 50.381 P7 +2l (~111.343) +16.146 | 50.976 P8 +2l (~114.487) +3.144 | 51.644 P9 +2l (~115.224) +0.737 | 51.165 P5 +1l (~83.256) +9.049 | 51.588 P11 +3l (~167.062) +38.706 | 51.672 P6 +1l (~95.197) +11.941 | 51.737 P10 +2l (~128.356) +13.132 |
| 79 | 49.844 P2 +36.350 +36.350 | 49.915 P1 | 50.382 P3 +1l (~58.664) +22.314 | 50.346 P4 +1l (~74.396) +15.732 | 50.320 P7 +2l (~111.749) +14.705 | 50.847 P8 +2l (~115.310) +3.561 | 51.504 P9 +2l (~116.759) +1.449 | 51.257 P5 +1l (~84.787) +10.391 | 51.909 P11 +3l (~169.257) +39.630 | 51.770 P6 +1l (~97.044) +12.257 | 51.177 P10 +2l (~129.627) +12.868 |
| 80 | 49.709 P2 +36.186 +36.186 | 49.873 P1 | 50.618 P3 +1l (~59.358) +23.172 | 50.280 P4 +1l (~75.075) +15.717 | 50.458 P7 +2l (~112.359) +13.378 | 50.993 P8 +2l (~116.448) +4.089 | 52.368 P9 +2l (~119.414) +2.966 | 51.640 P5 +1l (~86.338) +11.263 | 51.246 P11 +3l (~170.477) +38.982 | 51.761 P6 +1l (~98.981) +12.643 | 51.722 P10 +2l (~131.495) +12.081 |
| 81 | 50.134 P2 +36.463 +36.463 | 49.857 P1 | 50.483 P3 +1l (~60.036) +23.573 | 50.102 P4 +1l (~75.248) +15.212 | 50.906 P7 +2l (~113.472) +12.969 | 50.920 P8 +2l (~117.390) +3.918 | 51.563 P9 +2l (~121.095) +3.705 | 50.985 P5 +1l (~87.283) +12.035 | 51.254 P11 +3l (~171.598) +38.632 | 51.630 P6 +2l (~100.503) +13.220 | 51.332 P10 +2l (~132.966) +11.871 |
| 82 | 49.930 P2 +36.503 +36.503 | 49.890 P1 | 50.607 P3 +1l (~61.045) +24.542 | 50.340 P4 +1l (~75.842) +14.797 | 50.516 P7 +2l (~115.004) +12.992 | 50.820 P8 +2l (~118.777) +3.773 | 51.233 P9 +2l (~122.668) +3.891 | 51.200 P5 +1l (~89.203) +13.361 | 51.235 P11 +3l (~173.441) +38.523 | 51.142 P6 +2l (~102.012) +12.809 | 51.316 P10 +2l (~134.918) +12.250 |
| 83 | 49.668 P2 +35.746 +35.746 | 50.425 P1 | 50.330 P3 +1l (~60.787) +25.041 | 50.474 P4 +1l (~75.405) +14.618 | 50.569 P7 +2l (~114.071) +3.533 | 50.986 P8 +2l (~119.215) +5.144 | 50.980 P9 +2l (~122.835) +3.620 | 51.230 P5 +1l (~89.937) +14.532 | 51.433 P11 +3l (~174.390) +38.550 | 58.419 P6 +2l (~110.538) +20.601 | 51.846 P10 +2l (~135.840) +13.005 |
| 84 | 49.751 P2 +35.542 +35.542 | 49.955 P1 | 50.576 P3 +1l (~61.258) +25.716 | 50.207 P4 +1l (~75.985) +14.727 | 50.477 P7 +2l (~114.403) +1.516 | 50.890 P8 +2l (~119.956) +5.553 | 51.217 P9 +2l (~124.404) +4.448 | 51.273 P5 +1l (~91.281) +15.296 | 51.386 P11 +3l (~175.446) +38.079 | 52.889 P6 +2l (~112.887) +21.606 | 51.330 P10 +2l (~137.367) +12.963 |
| 85 | 49.950 P2 +35.561 +35.561 | 49.931 P1 | 50.760 P3 +1l (~62.440) +26.879 | 50.421 P4 +1l (~76.204) +13.764 | 51.015 P6 +2l (~115.574) +23.075 | 51.368 P8 +2l (~121.423) +5.296 | 51.748 P9 +2l (~126.218) +4.795 | 51.246 P5 +1l (~92.499) +16.295 | 51.280 P11 +3l (~177.305) +38.101 | 53.070 P7 +2l (~116.127) +0.553 | 51.718 P10 +2l (~139.204) +12.986 |
| 86 | 49.843 P2 +35.545 +35.545 | 49.859 P1 | 50.336 P3 +1l (~62.351) +26.806 | 50.148 P4 +1l (~76.303) +13.952 | 50.564 P6 +2l (~116.208) +22.744 | 50.874 P8 +2l (~122.277) +4.754 | 51.870 P9 +2l (~127.857) +5.580 | 51.027 P5 +1l (~93.464) +17.161 | 51.517 P11 +3l (~178.353) +37.965 | 51.683 17l P7 +2l (~117.523) +1.315 | 51.524 P10 +2l (~140.388) +12.531 |
| 87 | 49.760 P2 +35.452 +35.452 | 49.853 P1 | 50.412 P3 +1l (~63.033) +27.581 | 50.783 P4 +1l (~77.235) +14.202 | 50.634 P6 +2l (~117.261) +22.820 | 51.287 P7 +2l (~123.477) +6.216 | 51.188 P8 +2l (~129.031) +5.554 | 51.086 P5 +1l (~94.441) +17.206 | 50.987 P11 +3l (~179.310) +17.054 | 1:34.424 P10 +3l (~162.256) +20.109 | 51.642 P9 +2l (~142.147) +13.116 |
| 88 | 49.834 P2 +35.381 +35.381 | 49.905 P1 | 50.462 P3 +1l (~64.006) +28.625 | 50.889 P4 +1l (~78.790) +14.784 | 50.899 P6 +2l (~118.410) +22.485 | 51.252 P7 +2l (~125.245) +6.835 | 51.135 P8 +2l (~130.703) +5.458 | 51.010 P5 +1l (~95.925) +17.135 | 51.067 P11 +3l (~181.065) +15.765 | 52.746 P10 +3l (~165.300) +20.834 | 51.733 P9 +2l (~144.466) +13.763 |
| 89 | 49.803 P2 +35.443 +35.443 | 49.741 P1 | 50.376 P3 +1l (~64.491) +29.048 | 50.436 P4 +1l (~79.396) +14.905 | 50.768 P6 +2l (~119.438) +21.310 | 50.943 P7 +2l (~126.714) +7.276 | 51.085 P8 +2l (~131.961) +5.247 | 51.576 P5 +1l (~98.128) +18.732 | 50.908 P11 +3l (~182.234) +13.711 | 52.708 P10 +3l (~168.523) +22.129 | 51.666 34l P9 +2l (~146.394) +14.433 |
| 90 | 49.726 P2 +35.264 +35.264 | 49.905 P1 | 50.657 P3 +1l (~65.124) +29.860 | 50.300 P4 +1l (~79.711) +14.587 | 50.775 P6 +2l (~119.803) +20.738 | 50.698 P7 +2l (~127.272) +7.469 | 51.385 P8 +2l (~133.140) +5.868 | 51.400 P5 +1l (~99.065) +19.354 | 51.299 P10 +3l (~183.304) +12.469 | 52.685 P9 +3l (~170.835) +37.695 | 1:32.094 P11 +3l (~188.844) +5.540 |
| 91 | 49.743 P2 +35.031 +35.031 | 49.976 P1 | 50.312 P3 +1l (~65.872) +30.841 | 50.095 P4 +1l (~80.179) +14.307 | 50.890 P6 +2l (~121.334) +20.080 | 51.072 P7 +2l (~128.804) +7.470 | 51.120 P8 +2l (~134.860) +6.056 | 51.702 P5 +2l (~101.254) +21.075 | 51.391 P10 +3l (~185.145) +10.652 | 53.021 P9 +2l (~174.493) +39.633 | 52.572 P11 +3l (~191.165) +6.020 |
| 92 | 49.984 P2 +35.185 +35.185 | 49.830 P1 | 50.465 P3 +1l (~66.071) +30.886 | 50.298 P4 +1l (~80.093) +14.022 | 50.792 P6 +1l (~122.134) +19.873 | 50.922 P7 +1l (~129.284) +7.150 | 51.323 P8 +2l (~135.977) +6.693 | 51.058 P5 +1l (~102.261) +22.168 | 51.111 P10 +3l (~186.025) +9.617 | 52.183 P9 +2l (~176.408) +40.431 | 52.379 P11 +3l (~193.372) +7.347 |
| 93 | 49.859 P2 +34.637 +34.637 | 50.407 28l P1 | 50.521 P3 +64.000 +29.363 | 50.354 P4 +63.000 +-1.000 | 50.621 P6 +1l (~121.986) +19.129 | 51.050 P7 +1l (~130.033) +8.047 | 51.194 P8 +2l (~136.598) +6.565 | 50.996 26l P5 +1l (~102.857) +39.857 | 51.400 P10 +3l (~187.564) +8.746 | 52.814 P9 +2l (~178.818) +42.220 | 52.547 P11 +3l (~195.634) +8.070 |
| 94 | 49.946 P1 | 1:29.329 P2 +4.746 +4.746 | 50.578 P3 +32.339 +27.593 | 50.145 P4 +45.895 +13.556 | 50.441 P5 +1l (~88.162) +42.267 | 51.491 P6 +1l (~96.759) +8.597 | 51.323 P7 +2l (~103.682) +6.923 | 1:29.416 P8 +2l (~107.699) +4.017 | 51.074 P10 +3l (~154.231) +6.805 | 53.025 P9 +2l (~147.426) +39.727 | 52.157 P11 +3l (~163.142) +8.911 |
| 95 | 49.915 P1 | 50.415 P2 +5.246 +5.246 | 50.338 P3 +32.762 +27.516 | 50.831 P4 +46.811 +14.049 | 50.620 P5 +1l (~88.983) +42.172 | 50.761 P6 +1l (~97.927) +8.944 | 50.811 P7 +2l (~104.684) +6.757 | 51.988 P8 +2l (~109.730) +5.046 | 51.158 P10 +3l (~155.408) +5.470 | 52.605 P9 +3l (~149.938) +40.208 | 52.285 P11 +3l (~165.717) +10.309 |
| 96 | 49.899 P1 | 50.263 P2 +5.610 +5.610 | 50.287 P3 +33.150 +27.540 | 50.630 P4 +47.542 +14.392 | 50.650 P5 +1l (~89.834) +42.292 | 51.343 P6 +1l (~99.368) +9.534 | 50.984 P7 +2l (~105.676) +6.308 | 52.089 P8 +2l (~111.896) +6.220 | 51.772 P10 +3l (~156.883) +4.013 | 52.352 P9 +3l (~152.870) +40.974 | 51.898 P11 +3l (~167.687) +10.804 |
| 97 | 49.748 P1 | 50.210 P2 +6.072 +6.072 | 50.459 P3 +33.861 +27.789 | 50.895 P4 +48.689 +14.828 | 50.477 P5 +1l (~90.680) +41.991 | 50.911 P6 +2l (~100.470) +9.790 | 51.926 P7 +2l (~107.933) +7.463 | 51.849 P8 +2l (~114.170) +6.237 | 51.400 P10 +3l (~158.472) +2.926 | 52.527 P9 +3l (~155.546) +41.376 | 52.880 P11 +3l (~171.038) +12.566 |
| 98 | 49.919 P1 | 50.197 P2 +6.350 +6.350 | 50.255 P3 +34.197 +27.847 | 50.378 P4 +49.148 +14.951 | 50.473 P5 +1l (~91.296) +42.148 | 50.875 P6 +2l (~101.723) +10.427 | 51.098 P7 +2l (~109.273) +7.550 | 51.842 P8 +2l (~116.314) +7.041 | 51.659 P10 +3l (~160.533) +2.235 | 52.587 P9 +3l (~158.298) +41.984 | 52.855 P11 +3l (~174.290) +13.757 |
| 99 | 49.961 P1 | 50.748 P2 +7.137 +7.137 | 50.327 P3 +34.563 +27.426 | 50.165 P4 +49.352 +14.789 | 50.533 P5 +1l (~91.714) +42.362 | 50.860 P6 +2l (~102.341) +10.627 | 51.269 P7 +2l (~110.569) +8.228 | 51.729 P8 +2l (~118.140) +7.571 | 51.597 P10 +3l (~162.087) +1.511 | 52.292 P9 +3l (~160.576) +42.436 | 51.969 P11 +3l (~176.300) +14.213 |
| 100 | 49.736 P1 | 50.277 P2 +7.678 +7.678 | 50.269 P3 +35.096 +27.418 | 50.692 P4 +1l (~50.477) +15.381 | 50.529 P5 +1l (~92.581) +42.104 | 50.855 P6 +2l (~103.446) +10.865 | 51.247 P7 +2l (~111.809) +8.363 | 51.899 P8 +2l (~120.007) +8.198 | 51.409 P10 +3l (~163.682) +0.691 | 52.421 P9 +3l (~162.991) +42.984 | 52.543 P11 +3l (~178.423) +14.741 |
| 101 | 50.167 P1 | 50.466 P2 +7.977 +7.977 | 50.254 P3 +35.183 +27.206 | 50.202 P4 +1l (~50.153) +14.970 | 50.667 P5 +1l (~92.814) +42.661 | 50.967 P6 +2l (~103.967) +11.153 | 51.374 P7 +2l (~112.665) +8.698 | 51.682 P8 +2l (~121.485) +8.820 | 52.344 P9 +3l (~165.344) +43.859 | 53.168 P10 +3l (~165.852) +0.508 | 52.301 P11 +3l (~180.276) +14.424 |
| 102 | 49.877 P1 | 50.309 P2 +8.409 +8.409 | 50.452 P3 +35.758 +27.349 | 50.079 P4 +1l (~50.532) +14.774 | 50.569 P5 +1l (~93.486) +42.954 | 50.744 P6 +2l (~105.052) +11.566 | 51.638 P7 +2l (~114.841) +9.789 | 51.925 P8 +2l (~123.427) +8.586 | 51.016 29l P9 +3l | 52.261 16l P10 +3l | 52.700 13l P11 +3l |
| 103 | 49.836 P1 | 50.436 P2 +9.009 +9.009 | 50.434 P3 +36.356 +27.347 | 49.964 P4 +1l (~50.634) +14.278 | 50.743 P5 +1l (~94.384) +43.750 | 50.989 31l P6 +2l | 51.314 30l P7 +2l | 51.743 10l P8 +2l | |||
| 104 | 49.855 P1 | 50.313 P2 +9.467 +9.467 | 50.383 P3 +36.884 +27.417 | 50.010 36l P4 +1l | 50.682 35l P5 +1l | ||||||
| 105 | 49.836 33l P1 | 50.481 12l P2 +10.112 +10.112 | 50.430 34l P3 +37.478 +27.366 | ||||||||
| Gap | +10.112 | +37.478 | +1l (~50.634) | +1l (~94.384) | +2l (~105.052) | +2l (~114.841) | +2l (~123.427) | +3l (~165.344) | +3l (~165.852) | +3l (~180.276) | |
| Best | 49.668 | 49.741 | 49.996 | 49.808 | 49.721 | 50.367 | 50.330 | 50.373 | 50.777 | 50.281 | 50.401 |
| Avg | 51.224 | 51.313 | 51.567 | 51.694 | 52.106 | 52.254 | 52.359 | 52.431 | 52.859 | 52.874 | 53.037 |
| Dev | 0.325 | 0.351 | 0.306 | 0.322 | 0.332 | 0.452 | 0.429 | 1.058 | 0.469 | 0.818 | 0.581 |
| Pits | 4:26.904 | 4:25.139 | 4:31.056 | 4:45.392 | 5:28.185 | 4:35.412 | 4:36.864 | 4:41.951 | 4:33.666 | 4:50.537 | 4:36.320 |
| Wloss | 6.530 | 7.577 | 5.260 | 5.803 | 5.037 | 7.171 | 2.881 | 3.808 | 3.518 | 6.872 | 5.193 |
| S1 kart | 24 | 17 | 11 | 8 | 4 | 20 | 12 | 41 | 26 | 6 | 1 |
| S1 laps | 7 | 31 | 33 | 5 | 32 | 28 | 31 | 33 | 27 | 35 | 29 |
| S1 best | 50.474 | 49.865 | 49.996 | 51.645 | 49.721 | 50.367 | 50.549 | 50.524 | 50.777 | 50.281 | 50.401 |
| S1 avg | 51.175 | 50.132 | 50.336 | 52.331 | 50.215 | 51.050 | 50.956 | 51.027 | 51.593 | 50.794 | 51.044 |
| S1 dev | 1.236 | 0.578 | 0.457 | 0.482 | 0.513 | 0.688 | 0.418 | 0.432 | 0.714 | 0.655 | 0.762 |
| S1 wloss | 4.359 | 5.088 | 3.184 | 0.837 | 4.091 | 5.209 | 2.403 | 3.291 | 2.813 | 3.954 | 4.961 |
| S2 kart | 7 | 20 | 12 | 33 | 17 | 24 | 1 | 4 | 8 | 11 | 26 |
| S2 laps | 33 | 34 | 34 | 36 | 25 | 12 | 34 | 34 | 35 | 34 | 26 |
| S2 best | 49.729 | 50.214 | 50.209 | 49.808 | 49.972 | 50.998 | 50.330 | 50.373 | 51.432 | 50.711 | 51.994 |
| S2 avg | 49.938 | 50.448 | 50.472 | 50.217 | 50.249 | 51.500 | 50.867 | 50.815 | 52.053 | 51.501 | 52.884 |
| S2 dev | 0.102 | 0.177 | 0.246 | 0.441 | 0.224 | 0.465 | 0.520 | 0.218 | 0.325 | 0.450 | 0.681 |
| S2 wloss | 0.510 | 1.418 | 1.426 | 3.848 | 0.749 | 0.593 | 0 | 0 | 0.705 | 2.918 | 0 |
| S3 kart | 41 | 17 | 20 | 7 | 33 | 6 | 8 | 1 | 26 | 4 | 24 |
| S3 laps | 32 | 28 | 4 | 27 | 12 | 32 | 8 | 26 | 11 | 17 | 34 |
| S3 best | 50.163 | 49.741 | 50.429 | 50.153 | 50.279 | 50.608 | 52.196 | 50.936 | 51.345 | 51.142 | 51.093 |
| S3 avg | 50.315 | 49.991 | 50.586 | 50.358 | 50.588 | 50.996 | 52.574 | 51.637 | 51.759 | 52.247 | 51.576 |
| S3 dev | 0.121 | 0.180 | 0.112 | 0.157 | 0.198 | 0.334 | 0.398 | 2.040 | 0.408 | 1.660 | 0.340 |
| S3 wloss | 1.350 | 0.965 | 0.144 | 1.118 | 0.197 | 0.734 | 0.271 | 0.131 | 0 | 0 | 0 |
| S4 kart | 33 | 4 | 11 | 12 | 7 | 20 | 41 | 24 | 6 | 8 | 26 |
| S4 laps | 33 | 12 | 34 | 36 | 35 | 31 | 30 | 10 | 29 | 16 | 13 |
| S4 best | 49.668 | 50.197 | 50.254 | 49.964 | 50.320 | 50.692 | 50.811 | 51.682 | 50.908 | 52.183 | 51.898 |
| S4 avg | 49.863 | 50.374 | 50.456 | 50.351 | 50.632 | 51.000 | 51.376 | 51.860 | 51.341 | 52.626 | 52.423 |
| S4 dev | 0.115 | 0.152 | 0.129 | 0.236 | 0.172 | 0.213 | 0.319 | 0.124 | 0.315 | 0.287 | 0.304 |
| S4 wloss | 0.311 | 0.106 | 0.506 | 0 | 0 | 0.635 | 0.207 | 0.386 | 0 | 0 | 0.232 |
| Lap # | Race time | Driver | Change | Pit lane |
|---|---|---|---|---|
| 6 | 00:05:56 | Academy K (Юнусов/Тимошенко) | 8 → 33 | 8 7 |
| 8 | 00:07:27 | NRG IGORA DRIVE (Жолобов/Шик) | 24 → 7 | 24 8 |
| 28 | 00:24:49 | DKRacing (Дёмин/Кузин) | 26 → 8 | 26 24 |
| 29 | 00:25:24 | Magik Team (Голубев/Хазиева) | 20 → 24 | 20 26 |
| 30 | 00:26:15 | BURMALDA RACING (Ким/Федоров) | 1 → 26 | 1 20 |
| 32 | 00:27:22 | Hooligans (Калинин/Иванов) | 17 → 20 | 17 1 |
| 32 | 00:28:00 | M&Dm racing (Фёдоров/Исмагилов) | 12 → 1 | 12 17 |
| 33 | 00:28:55 | KATeam (Костян/Макаров) | 4 → 17 | 4 12 |
| 34 | 00:29:12 | Griphunters Academy (Кущенко/Ребенко) | 11 → 12 | 11 4 |
| 34 | 00:29:50 | Vezhlivye Lyudi (Сафрошин/Каменев) | 41 → 4 | 41 11 |
| 36 | 00:31:13 | Hoblets (Герасимова/Одинокова) | 6 → 11 | 6 41 |
| 41 | 00:35:33 | NRG IGORA DRIVE (Жолобов/Шик) | 7 → 41 | 7 6 |
| 41 | 00:36:23 | Magik Team (Голубев/Хазиева) | 24 → 6 | 24 7 |
| 42 | 00:37:00 | Academy K (Юнусов/Тимошенко) | 33 → 7 | 33 24 |
| 56 | 00:49:49 | BURMALDA RACING (Ким/Федоров) | 26 → 24 | 26 33 |
| 58 | 00:50:32 | KATeam (Костян/Макаров) | 17 → 33 | 17 26 |
| 63 | 00:55:48 | DKRacing (Дёмин/Кузин) | 8 → 26 | 8 17 |
| 66 | 00:56:35 | Hooligans (Калинин/Иванов) | 20 → 17 | 20 8 |
| 66 | 00:57:28 | M&Dm racing (Фёдоров/Исмагилов) | 1 → 8 | 1 20 |
| 68 | 00:58:28 | Griphunters Academy (Кущенко/Ребенко) | 12 → 20 | 12 1 |
| 68 | 00:59:17 | Vezhlivye Lyudi (Сафрошин/Каменев) | 4 → 1 | 4 12 |
| 69 | 01:00:16 | Academy K (Юнусов/Тимошенко) | 7 → 12 | 7 4 |
| 70 | 01:01:17 | Hoblets (Герасимова/Одинокова) | 11 → 4 | 11 7 |
| 70 | 01:01:42 | KATeam (Костян/Макаров) | 33 → 7 | 33 11 |
| 72 | 01:02:30 | Griphunters Academy (Кущенко/Ребенко) | 20 → 11 | 20 33 |
| 73 | 01:03:02 | NRG IGORA DRIVE (Жолобов/Шик) | 41 → 33 | 41 20 |
| 73 | 01:04:15 | Magik Team (Голубев/Хазиева) | 6 → 20 | 6 41 |
| 74 | 01:05:05 | M&Dm racing (Фёдоров/Исмагилов) | 8 → 41 | 8 6 |
| 74 | 01:05:58 | DKRacing (Дёмин/Кузин) | 26 → 6 | 26 8 |
| 87 | 01:16:47 | Hoblets (Герасимова/Одинокова) | 4 → 8 | 4 26 |
| 90 | 01:19:43 | BURMALDA RACING (Ким/Федоров) | 24 → 26 | 24 4 |
| 94 | 01:20:34 | Hooligans (Калинин/Иванов) | 17 → 4 | 17 24 |
| 94 | 01:22:17 | Vezhlivye Lyudi (Сафрошин/Каменев) | 1 → 24 | 1 17 |