| 1 | 2 | 3 | 4 | 5 | 6 | 7 | |
|---|---|---|---|---|---|---|---|
| Driver | Griphunters (Соколик/Дамаскин) | MIRA (Семашко/Иванов) | RacingFactory (Никифоров/Сорокопудов) | GK&Chicherin (Калинин/Романов) | BadBoys (Шепелев/Маркин) | Don't Worry (Макаров/Плюснин) | Уточка приняла чуточку (Мусабеков/Тимофеев) |
| Kart | 21 | 38 | 7 | 19 | 8 | 26 | 17 |
| 1 | 1:16.561 P3 +2.259 +1.526 | 1:14.302 P1 | 1:15.035 P2 +0.733 +0.733 | 1:18.010 1l P6 +3.708 +0.468 | 1:17.321 P4 +3.019 +0.760 | 1:17.542 P4 +3.240 +0.221 | 1:19.541 P7 +5.239 +1.531 |
| 2 | 1:11.682 P3 +0.647 +-1.835 | 1:11.097 P1 | 1:11.035 P1 (~2.482) +2.482 | 1:51.032 P7 +6.975 +2.679 | 1:14.771 P4 +3.736 +3.089 | 1:15.395 P5 +4.360 +0.624 | 1:15.331 P5 +4.296 +-0.064 |
| 3 | 1:12.083 P3 +1.213 +1.151 | 1:11.368 P2 +0.062 +0.062 | 1:10.469 P1 | 1:13.615 P7 +48.507 +43.581 | 1:21.384 P4 +4.302 +3.089 | 1:21.594 P6 +4.926 +0.064 | 1:20.659 P5 +4.862 +0.560 |
| 4 | 1:10.502 P3 +4.629 +3.012 | 1:10.488 P1 | 1:10.421 P2 +1.617 +1.617 | 1:13.403 P7 +51.422 +5.601 | 1:18.524 P5 +28.373 +0.897 | 1:17.194 P4 +27.476 +22.847 | 1:33.315 P6 +45.821 +17.448 |
| 5 | 1:11.189 P3 +4.976 +4.069 | 1:10.842 P1 | 1:10.132 P2 +0.907 +0.907 | 1:13.190 P7 +53.770 +2.842 | 1:20.581 P5 +38.112 +6.182 | 1:15.296 P4 +31.930 +26.954 | 1:15.949 P6 +50.928 +12.816 |
| 6 | 1:11.096 P3 +4.671 +4.083 | 1:11.401 P1 | 1:11.082 P2 +0.588 +0.588 | 1:13.068 P6 +55.437 +12.814 | 1:15.912 P5 +42.623 +7.867 | 1:14.227 P4 +34.756 +30.085 | 1:16.370 P7 +55.897 +0.460 |
| 7 | 1:11.745 P3 +5.655 +5.262 | 1:10.761 P1 | 1:10.566 P2 +0.393 +0.393 | 1:12.714 P6 +57.390 +10.825 | 1:12.517 P4 +44.379 +38.724 | 1:22.570 P5 +46.565 +2.186 | 1:14.671 P7 +59.807 +2.417 |
| 8 | 1:11.169 P3 +5.640 +5.090 | 1:11.184 P1 | 1:11.341 P2 +0.550 +0.550 | 1:12.390 P6 +58.596 +9.834 | 1:12.609 P4 +45.804 +40.164 | 1:13.381 P5 +48.762 +2.958 | 1:20.497 P7 +60.000 +1.404 |
| 9 | 1:11.056 P3 +5.394 +4.654 | 1:11.302 P1 | 1:11.492 P2 +0.740 +0.740 | 1:11.562 P6 +58.856 +6.769 | 1:15.506 P4 +50.008 +44.614 | 1:14.627 P5 +52.087 +2.079 | 1:16.030 P7 +1l (~73.667) +14.811 |
| 10 | 1:11.336 P3 +5.938 +5.464 | 1:10.792 P1 | 1:10.526 P2 +0.474 +0.474 | 1:12.149 P6 +63.000 +3.537 | 1:13.249 P4 +52.465 +46.527 | 1:18.168 P5 +59.463 +6.998 | 1:23.441 P7 +1l (~86.760) +23.760 |
| 11 | 1:11.848 P3 +6.129 +5.688 | 1:11.657 P1 | 1:11.624 P2 +0.441 +0.441 | 1:11.786 P5 +62.000 +5.300 | 1:15.892 P4 +56.700 +50.571 | 1:13.633 P6 +69.000 +7.000 | 1:14.948 P7 +1l (~89.755) +20.755 |
| 12 | 1:11.079 P3 +4.432 +4.366 | 1:12.842 P2 +0.066 +0.066 | 1:12.335 P1 | 1:12.483 P4 +69.000 +64.568 | 1:22.581 P6 +65.000 +3.000 | 1:15.229 P5 +62.000 +-7.000 | 1:14.724 P7 +1l (~91.483) +26.483 |
| 13 | 1:11.367 P3 +4.797 +4.304 | 1:10.936 P1 | 1:11.495 P2 +0.493 +0.493 | 1:11.398 P4 +65.000 +60.203 | 1:13.075 P5 +68.000 +3.000 | 1:31.141 P6 +1l (~84.155) +16.155 | 1:19.967 P7 +1l (~100.636) +16.481 |
| 14 | 1:10.440 P3 +4.036 +1.317 | 1:13.920 P2 +2.719 +2.719 | 1:10.708 P1 | 1:11.514 P4 +68.000 +63.964 | 1:13.260 14l P5 +1l (~70.381) +2.381 | 1:14.789 P6 +1l (~87.282) +16.901 | 1:20.504 P7 +1l (~109.742) +22.460 |
| 15 | 1:10.174 P3 +3.243 +1.359 | 1:10.132 P2 +1.884 +1.884 | 1:10.967 P1 | 1:10.697 P4 +68.000 +64.757 | 1:53.023 P6 +1l (~113.214) +17.542 | 1:18.584 P5 +1l (~95.672) +27.672 | 1:22.303 P7 +1l (~122.031) +8.817 |
| 16 | 1:10.185 16l P3 +2.918 +1.507 | 1:10.037 P2 +1.411 +1.411 | 1:10.510 P1 | 1:10.550 P4 +68.000 +65.082 | 1:12.990 P6 +1l (~115.457) +14.825 | 1:15.910 P5 +1l (~100.632) +32.632 | 1:21.134 16l P7 +1l (~131.782) +16.325 |
| 17 | 1:52.548 P3 +44.627 +42.950 | 1:11.105 17l P2 +1.677 +1.677 | 1:10.839 P1 | 1:10.564 P4 +63.000 +18.373 | 1:14.516 P6 +1l (~118.776) +14.575 | 1:14.206 17l P5 +1l (~104.201) +41.201 | 2:21.485 P7 +2l (~202.535) +83.759 |
| 18 | 1:12.241 P3 +46.262 +7.266 | 1:47.925 P2 +38.996 +38.996 | 1:10.606 P1 | 1:10.632 P4 +69.000 +22.738 | 1:13.677 P5 +1l (~121.687) +52.687 | 1:51.591 P6 +2l (~144.901) +23.214 | 1:19.223 P7 +2l (~211.065) +66.164 |
| 19 | 1:10.847 P3 +46.473 +8.082 | 1:10.031 P2 +38.391 +38.391 | 1:10.636 P1 | 1:11.191 P4 +64.000 +17.527 | 1:13.003 P5 +1l (~124.679) +60.679 | 1:12.347 P6 +2l (~146.791) +22.112 | 1:33.552 P7 +3l (~234.191) +87.400 |
| 20 | 1:10.079 P3 +45.545 +7.742 | 1:10.419 P2 +37.803 +37.803 | 1:11.007 P1 | 1:10.858 P4 +65.000 +19.455 | 1:13.027 P5 +1l (~126.282) +61.282 | 1:15.368 P6 +2l (~151.174) +24.892 | 1:19.996 P7 +3l (~243.230) +92.056 |
| 21 | 1:10.748 P3 +45.811 +8.661 | 1:09.829 P2 +37.150 +37.150 | 1:10.482 P1 | 1:11.920 P4 +63.000 +17.189 | 1:14.041 P5 +1l (~130.212) +67.212 | 1:14.416 P6 +2l (~155.269) +25.057 | 1:25.712 P7 +3l (~258.412) +103.143 |
| 22 | 1:10.405 P3 +45.279 +9.065 | 1:10.001 P2 +36.214 +36.214 | 1:10.937 P1 | 1:10.911 P4 +67.000 +21.721 | 1:13.037 P5 +1l (~131.838) +64.838 | 1:14.069 P6 +2l (~157.949) +26.111 | 1:18.430 P7 +3l (~265.607) +107.658 |
| 23 | 1:10.432 P3 +44.120 +9.191 | 1:10.306 P2 +34.929 +34.929 | 1:11.591 P1 | 1:11.003 P4 +69.000 +24.880 | 1:12.638 P5 +1l (~132.910) +63.910 | 1:20.647 P6 +2l (~167.192) +34.282 | 1:17.884 P7 +3l (~272.203) +105.011 |
| 24 | 1:10.846 P3 +44.890 +9.281 | 1:10.756 P2 +35.609 +35.609 | 1:10.076 P1 | 1:11.710 P4 +63.000 +18.110 | 1:13.911 P5 +1l (~136.866) +73.866 | 1:13.764 P6 +2l (~170.784) +33.918 | 1:17.859 P7 +3l (~279.860) +109.076 |
| 25 | 1:10.743 P3 +45.345 +1.613 | 1:18.411 P2 +43.732 +43.732 | 1:10.288 P1 | 1:13.972 P4 +67.000 +21.655 | 1:11.816 P5 +1l (~137.908) +70.908 | 1:15.280 P6 +2l (~175.642) +37.734 | 1:19.241 P7 +4l (~288.384) +112.742 |
| 26 | 1:10.430 P3 +44.671 +1.605 | 1:10.438 P2 +43.066 +43.066 | 1:11.104 P1 | 1:12.200 P4 +63.000 +18.329 | 1:13.628 P5 +1l (~140.922) +77.922 | 1:15.207 9l P6 +2l (~180.110) +39.188 | 1:20.726 P7 +4l (~298.245) +118.135 |
| 27 | 1:10.397 P3 +44.205 +1.347 | 1:10.655 P2 +42.858 +42.858 | 1:10.863 P1 | 1:15.627 P4 +1l (~72.505) +28.300 | 1:15.042 P5 +2l (~145.204) +72.699 | 1:59.786 P6 +3l (~228.724) +83.520 | 1:18.718 P7 +3l (~306.381) +77.657 |
| 28 | 1:10.493 P3 +43.146 +1.519 | 1:10.321 P2 +41.627 +41.627 | 1:11.552 P1 | 1:12.802 27l P4 +1l (~74.009) +30.863 | 1:13.465 P5 +2l (~147.297) +73.288 | 1:13.480 P6 +2l (~231.067) +83.770 | 1:18.298 P7 +3l (~313.348) +82.281 |
| 29 | 1:10.102 P3 +41.484 +1.515 | 1:10.106 P2 +39.969 +39.969 | 1:11.764 P1 | 1:52.015 P4 +1l (~114.020) +72.536 | 1:14.530 P5 +1l (~150.041) +36.021 | 1:13.686 P6 +2l (~232.996) +82.955 | 1:21.735 P7 +3l (~323.173) +90.177 |
| 30 | 1:11.736 14l P3 +42.514 +2.714 | 1:10.537 P2 +39.800 +39.800 | 1:10.706 30l P1 | 1:13.985 P4 +1l (~117.266) +74.752 | 1:14.631 16l P5 +1l (~153.402) +36.136 | 1:13.446 P6 +2l (~235.265) +81.863 | 1:16.292 P7 +3l (~328.533) +93.268 |
| 31 | 1:51.423 P3 +43.609 +42.937 | 1:10.528 14l P1 | 1:51.000 P2 +0.672 +0.672 | 1:13.404 P4 +1l (~80.448) +36.839 | 1:51.406 P5 +2l (~154.652) +74.204 | 1:13.259 P6 +2l (~198.585) +43.933 | 1:25.134 P7 +4l (~303.376) +104.791 |
| 32 | 1:11.681 P3 +40.885 +8.134 | 1:47.156 P2 +32.751 +32.751 | 1:13.733 P1 | 1:12.988 P4 +1l (~79.022) +38.137 | 1:13.838 P5 +2l (~154.237) +75.215 | 1:14.185 P6 +2l (~198.192) +43.955 | 1:15.304 P7 +4l (~304.222) +106.030 |
| 33 | 1:10.510 P3 +38.566 +7.487 | 1:11.157 P2 +31.079 +31.079 | 1:12.829 P1 | 1:12.717 P4 +1l (~79.116) +40.550 | 1:13.635 P5 +2l (~155.072) +75.956 | 1:13.502 P6 +2l (~198.790) +43.718 | 1:22.446 P7 +4l (~313.945) +115.155 |
| 34 | 1:10.241 P3 +35.247 +6.784 | 1:10.944 P2 +28.463 +28.463 | 1:13.560 P1 | 1:12.783 P4 +1l (~78.151) +42.904 | 1:14.299 P5 +2l (~156.039) +77.888 | 1:14.601 P6 +2l (~200.133) +44.094 | 1:17.396 P7 +4l (~317.564) +117.431 |
| 35 | 1:10.280 P3 +33.725 +6.279 | 1:10.785 P2 +27.446 +27.446 | 1:11.802 P1 | 1:12.775 P4 +1l (~79.460) +45.735 | 1:14.560 P5 +2l (~158.261) +78.801 | 1:13.903 P6 +2l (~201.729) +43.468 | 1:16.139 P7 +4l (~322.137) +120.408 |
| 36 | 1:10.103 P3 +32.216 +6.086 | 1:10.296 P2 +26.130 +26.130 | 1:11.612 P1 | 1:13.423 P4 +1l (~81.058) +48.842 | 1:13.638 P5 +2l (~160.531) +79.473 | 1:21.490 P6 +2l (~212.245) +51.714 | 1:21.181 20l P7 +4l (~331.771) +119.526 |
| 37 | 1:09.973 P3 +28.684 +5.425 | 1:10.634 P2 +23.259 +23.259 | 1:13.505 P1 | 1:11.932 P4 +1l (~79.555) +50.871 | 1:13.513 P5 +2l (~160.530) +80.975 | 1:13.297 P6 +2l (~211.766) +51.236 | 1:53.324 P7 +5l (~371.247) +159.481 |
| 38 | 1:10.452 P3 +27.307 +4.788 | 1:11.089 P2 +22.519 +22.519 | 1:11.829 P1 | 1:12.109 P4 +1l (~79.571) +52.264 | 1:20.780 P5 +2l (~169.220) +89.649 | 1:22.762 P6 +3l (~222.028) +52.808 | 1:13.649 P7 +5l (~372.708) +150.680 |
| 39 | 1:09.414 P3 +24.940 +3.617 | 1:10.585 P2 +21.323 +21.323 | 1:11.781 P1 | 1:13.917 P4 +1l (~81.750) +56.810 | 1:13.313 P5 +2l (~171.235) +89.485 | 1:21.648 P6 +3l (~232.640) +61.405 | 1:15.968 P7 +5l (~377.282) +144.642 |
| 40 | 1:09.350 P3 +22.188 +2.112 | 1:10.855 P2 +20.076 +20.076 | 1:12.102 P1 | 1:11.996 P4 +1l (~81.104) +58.916 | 1:13.927 P5 +2l (~172.325) +91.221 | 1:18.985 P6 +3l (~239.069) +66.744 | 1:13.094 P7 +5l (~377.931) +138.862 |
| 41 | 1:09.487 P3 +19.929 +1.140 | 1:10.459 P2 +18.789 +18.789 | 1:11.746 P1 | 1:13.344 P4 +1l (~83.854) +63.925 | 1:13.065 P5 +2l (~174.280) +90.426 | 1:13.751 P6 +3l (~241.664) +67.384 | 1:28.764 P7 +5l (~395.767) +154.103 |
| 42 | 1:10.049 P3 +14.218 +0.756 | 1:10.433 P2 +13.462 +13.462 | 1:15.760 P1 | 1:12.726 P4 +1l (~80.244) +66.026 | 1:14.082 P5 +2l (~172.667) +92.423 | 1:13.384 P6 +3l (~238.917) +66.250 | 1:19.571 P7 +5l (~399.365) +160.448 |
| 43 | 1:10.813 P3 +13.050 +0.158 | 1:11.411 P2 +12.892 +12.892 | 1:11.981 P1 | 1:12.552 P4 +1l (~80.969) +67.919 | 1:19.543 P5 +2l (~179.999) +99.030 | 1:14.804 P6 +3l (~242.009) +62.010 | 1:13.938 P7 +5l (~401.135) +159.126 |
| 44 | 1:11.847 P3 +13.818 +0.200 | 1:11.805 P2 +13.618 +13.618 | 1:11.079 P1 | 1:12.828 P4 +1l (~82.812) +68.994 | 1:16.645 P5 +2l (~185.960) +103.148 | 1:25.281 18l P6 +3l (~256.237) +70.277 | 1:16.343 P7 +5l (~406.890) +150.653 |
| 45 | 1:11.467 P3 +14.071 +0.183 | 1:11.484 P2 +13.888 +13.888 | 1:11.214 P1 | 1:12.883 17l P4 +1l (~83.940) +69.869 | 1:17.013 P5 +2l (~191.372) +107.432 | 2:02.051 P6 +4l (~306.423) +115.051 | 1:21.841 P7 +5l (~416.900) +110.477 |
| 46 | 1:12.455 P2 +14.329 +14.329 | 1:12.854 P3 +14.545 +0.216 | 1:12.197 P1 | 1:50.324 P4 +1l (~122.059) +107.514 | 1:13.018 16l P5 +2l (~192.191) +70.132 | 1:15.080 P6 +4l (~309.255) +117.064 | 1:22.165 P7 +5l (~426.824) +117.569 |
| 47 | 1:11.579 P2 +13.312 +13.312 | 1:12.024 P3 +13.973 +0.661 | 1:12.596 17l P1 | 1:12.741 P4 +1l (~122.735) +108.762 | 1:51.309 P5 +3l (~230.964) +108.229 | 1:14.924 P6 +4l (~312.126) +81.162 | 1:16.612 P7 +5l (~431.387) +119.261 |
| 48 | 1:10.369 P1 | 1:10.019 P2 +0.311 +0.311 | 1:48.221 P3 +24.540 +24.229 | 1:13.706 P4 +1l (~112.497) +87.957 | 1:13.255 P5 +3l (~220.626) +108.129 | 1:13.615 P6 +4l (~302.050) +81.424 | 1:13.731 P7 +6l (~421.654) +119.604 |
| 49 | 1:09.844 P1 | 1:11.263 P2 +1.730 +1.730 | 1:11.611 P3 +26.307 +24.577 | 1:13.095 P4 +1l (~115.838) +89.531 | 1:12.698 P5 +3l (~223.359) +107.521 | 1:13.502 P6 +4l (~305.634) +82.275 | 1:16.874 P7 +6l (~427.985) +122.351 |
| 50 | 1:09.874 P1 | 1:11.028 P2 +2.884 +2.884 | 1:10.950 P3 +27.383 +24.499 | 1:12.418 P4 +1l (~118.209) +90.826 | 1:11.960 P5 +3l (~225.574) +107.365 | 1:14.237 P6 +4l (~309.995) +84.421 | 1:13.507 P7 +6l (~432.228) +122.233 |
| 51 | 1:09.701 P1 | 1:10.871 P2 +4.054 +4.054 | 1:11.136 P3 +28.818 +24.764 | 1:12.287 P4 +1l (~121.041) +92.223 | 1:12.446 P5 +3l (~228.552) +107.511 | 1:13.124 P6 +4l (~313.347) +84.795 | 1:12.787 P7 +6l (~435.546) +122.199 |
| 52 | 1:09.249 P1 | 1:10.779 P2 +5.584 +5.584 | 1:10.146 P3 +29.715 +24.131 | 1:12.842 P4 +1l (~124.542) +94.827 | 1:12.948 P5 +3l (~231.649) +107.107 | 1:13.081 P6 +4l (~317.484) +85.835 | 1:12.596 P7 +6l (~438.119) +120.635 |
| 53 | 1:09.589 P1 | 1:11.134 P2 +7.129 +7.129 | 1:10.801 P3 +30.927 +23.798 | 1:13.091 P4 +1l (~127.745) +96.818 | 1:13.052 P5 +3l (~235.328) +107.583 | 1:13.455 P6 +4l (~321.004) +85.676 | 1:19.605 17l P7 +5l (~448.587) +127.583 |
| 54 | 1:10.310 P1 | 1:10.528 P2 +7.347 +7.347 | 1:10.571 P3 +31.188 +23.841 | 1:12.718 P4 +1l (~130.494) +99.306 | 1:11.882 P5 +3l (~237.287) +106.793 | 1:14.059 P6 +4l (~324.791) +87.504 | 1:55.410 P7 +6l (~493.818) +169.027 |
| 55 | 1:09.455 P1 | 1:10.680 P2 +8.572 +8.572 | 1:10.317 P3 +32.050 +23.478 | 1:13.667 P4 +1l (~134.657) +102.607 | 1:12.976 P5 +3l (~240.328) +105.671 | 1:12.853 P6 +4l (~328.479) +88.151 | 1:17.053 P7 +6l (~501.003) +172.524 |
| 56 | 1:10.643 P1 | 1:10.526 25l P2 +8.455 +8.455 | 1:10.812 P3 +32.219 +23.764 | 1:12.776 P4 +1l (~136.905) +104.686 | 1:12.724 P5 +2l (~242.884) +105.979 | 1:12.598 P6 +4l (~330.110) +87.226 | 1:18.170 P7 +6l (~508.840) +178.730 |
| 57 | 1:10.264 P1 | 1:49.289 P3 +47.480 +6.587 | 1:18.938 P2 +40.893 +40.893 | 1:13.176 P4 +1l (~139.478) +91.998 | 1:13.252 P5 +2l (~245.493) +106.015 | 1:13.433 P6 +4l (~333.461) +87.968 | 1:16.862 P7 +6l (~515.139) +181.678 |
| 58 | 1:10.219 28l P1 | 1:12.982 P3 +50.243 +7.686 | 1:11.883 P2 +42.557 +42.557 | 1:12.437 13l P4 +1l (~142.079) +91.836 | 1:13.576 P5 +2l (~248.856) +106.777 | 1:13.325 P6 +4l (~336.755) +87.899 | 1:17.446 P7 +6l (~522.258) +185.503 |
| 59 | 1:47.552 P1 | 1:12.119 P3 +14.810 +8.992 | 1:10.813 P2 +5.818 +5.818 | 1:49.908 P4 +2l (~144.192) +129.382 | 1:12.955 P5 +2l (~214.520) +70.328 | 1:13.373 P6 +4l (~302.395) +87.875 | 1:17.502 P7 +6l (~492.508) +190.113 |
| 60 | 1:11.523 P1 | 1:11.643 P3 +14.930 +9.514 | 1:11.121 13l P2 +5.416 +5.416 | 1:12.868 P4 +2l (~145.501) +130.571 | 1:13.477 P5 +3l (~215.949) +70.448 | 1:14.825 P6 +4l (~305.437) +89.488 | 1:16.816 P7 +6l (~497.953) +192.516 |
| 61 | 1:12.040 P1 | 1:11.820 P2 +14.710 +14.710 | 1:48.643 P3 +42.019 +27.309 | 1:12.198 P4 +2l (~145.503) +103.484 | 1:16.990 15l P5 +3l (~221.216) +75.713 | 1:12.065 P6 +4l (~305.994) +84.778 | 1:17.317 P7 +7l (~503.126) +197.132 |
| 62 | 1:11.372 P1 | 1:12.067 P2 +15.405 +15.405 | 1:11.739 P3 +42.386 +26.981 | 1:12.478 P4 +2l (~146.580) +104.194 | 1:52.920 P5 +3l (~262.554) +115.974 | 1:13.032 P6 +4l (~307.275) +44.721 | 1:17.156 P7 +6l (~508.468) +201.193 |
| 63 | 1:11.648 P1 | 1:12.021 P2 +15.778 +15.778 | 1:11.018 P3 +41.756 +25.978 | 1:12.660 P4 +2l (~147.867) +106.111 | 1:14.890 P5 +3l (~265.866) +117.999 | 1:13.213 19l P6 +4l (~308.942) +43.076 | 1:19.351 P7 +6l (~516.474) +207.532 |
| 64 | 1:11.558 P1 | 1:11.736 P2 +15.956 +15.956 | 1:13.079 P3 +43.277 +27.321 | 1:11.963 P4 +2l (~148.532) +105.255 | 1:14.163 P5 +3l (~268.739) +120.207 | 1:58.011 P6 +4l (~355.356) +86.617 | 1:20.069 P7 +7l (~525.278) +169.922 |
| 65 | 1:10.790 P1 | 1:12.732 P2 +17.898 +17.898 | 1:12.077 P3 +44.564 +26.666 | 1:12.006 P4 +2l (~149.840) +105.276 | 1:23.003 P5 +3l (~280.825) +130.985 | 1:13.508 P6 +4l (~358.367) +77.542 | 1:20.592 P7 +7l (~534.809) +176.442 |
| 66 | 1:11.053 P1 | 1:11.728 P2 +18.573 +18.573 | 1:10.831 P3 +44.342 +25.769 | 1:11.979 P4 +2l (~150.523) +106.181 | 1:14.492 P5 +3l (~284.521) +133.998 | 1:14.159 P6 +4l (~361.280) +76.759 | 1:18.102 P7 +7l (~541.832) +180.552 |
| 67 | 1:11.812 P1 | 1:11.762 P2 +18.523 +18.523 | 1:12.202 P3 +44.732 +26.209 | 1:12.265 P4 +1l (~151.130) +106.398 | 1:14.653 P5 +3l (~287.001) +135.871 | 1:23.090 4l P6 +4l (~372.531) +85.530 | 1:18.211 P7 +7l (~548.370) +175.839 |
| 68 | 1:12.061 10l P1 | 1:11.270 P2 +17.732 +17.732 | 1:11.745 P3 +44.416 +26.684 | 1:11.526 P4 +1l (~150.366) +105.950 | 1:14.886 P5 +3l (~289.474) +139.108 | 1:49.039 P6 +5l (~409.480) +120.006 | 1:17.199 P7 +7l (~553.157) +143.677 |
| 69 | 1:48.458 P2 +16.411 +16.411 | 1:14.315 P1 | 1:12.110 P3 +24.479 +8.068 | 1:11.239 P4 +1l (~129.788) +105.309 | 1:15.323 P5 +3l (~273.385) +143.597 | 1:13.403 P6 +5l (~390.631) +117.246 | 1:17.376 16l P7 +7l (~538.740) +148.109 |
| 70 | 1:11.502 P2 +16.436 +16.436 | 1:11.477 P1 | 1:11.115 P3 +24.117 +7.681 | 1:12.114 P4 +1l (~130.253) +106.136 | 1:14.144 P5 +3l (~275.507) +145.254 | 1:13.194 P6 +5l (~392.492) +116.985 | 1:55.279 P7 +8l (~582.357) +189.865 |
| 71 | 1:11.319 P2 +16.764 +16.764 | 1:10.991 P1 | 1:12.898 P3 +26.024 +9.260 | 1:12.039 P4 +1l (~131.294) +105.270 | 1:14.456 P5 +3l (~279.401) +148.107 | 1:20.039 P6 +5l (~401.653) +122.252 | 1:16.007 P7 +8l (~587.410) +185.757 |
| 72 | 1:12.471 P2 +17.791 +17.791 | 1:11.444 P1 | 1:12.419 P3 +26.999 +9.208 | 1:11.659 P4 +1l (~131.396) +104.397 | 1:20.363 P5 +4l (~288.359) +156.963 | 1:14.425 P6 +5l (~404.736) +116.377 | 1:32.640 P7 +8l (~608.816) +204.080 |
| 73 | 1:11.699 5l P2 +18.682 +18.682 | 1:10.808 P1 | 1:11.859 P3 +28.050 +9.368 | 1:11.911 P4 +1l (~132.672) +104.622 | 1:13.067 P5 +4l (~290.928) +158.256 | 1:12.984 P6 +5l (~407.017) +116.089 | 1:17.244 P7 +8l (~615.253) +208.236 |
| 74 | 1:48.471 P3 +55.002 +26.280 | 1:12.151 P1 | 1:12.823 P2 +28.722 +28.722 | 1:11.751 P4 +1l (~132.144) +77.142 | 1:20.838 P5 +4l (~299.208) +167.064 | 1:13.491 P6 +5l (~408.253) +109.045 | 1:15.360 P7 +8l (~618.398) +210.145 |
| 75 | 1:11.637 P3 +55.766 +24.571 | 1:10.873 P1 | 1:13.346 P2 +31.195 +31.195 | 1:10.815 P4 +1l (~132.509) +76.743 | 1:14.610 P5 +4l (~302.739) +170.230 | 1:13.070 P6 +5l (~410.250) +107.511 | 1:19.074 P7 +8l (~626.360) +216.110 |
| 76 | 1:11.765 P3 +55.955 +25.143 | 1:11.576 P1 | 1:11.193 P2 +30.812 +30.812 | 1:10.570 P4 +1l (~130.803) +74.848 | 1:16.243 15l P5 +4l (~307.510) +176.707 | 1:13.240 P6 +5l (~411.782) +104.272 | 1:16.043 P7 +8l (~630.982) +219.200 |
| 77 | 1:11.313 P3 +55.784 +24.200 | 1:11.484 P1 | 1:12.256 17l P2 +31.584 +31.584 | 1:11.415 P4 +1l (~131.250) +75.466 | 1:56.217 P5 +4l (~352.580) +221.330 | 1:16.969 P6 +5l (~417.374) +64.794 | 1:17.317 P7 +8l (~636.840) +219.466 |
| 78 | 1:10.934 P2 +55.837 +55.837 | 1:10.881 P1 | 1:47.762 P3 +65.000 +9.163 | 1:11.309 P4 +1l (~131.670) +66.670 | 1:13.313 P5 +4l (~354.617) +222.947 | 1:23.008 P6 +5l (~429.262) +74.645 | 1:15.243 P7 +8l (~641.604) +212.342 |
| 79 | 1:11.359 P2 +56.014 +56.014 | 1:11.182 P1 | 1:10.823 P3 +66.000 +9.986 | 1:11.131 P4 +1l (~131.378) +65.378 | 1:13.471 P5 +4l (~356.884) +225.506 | 1:12.857 P6 +5l (~430.749) +73.865 | 1:15.817 P7 +8l (~645.676) +214.927 |
| 80 | 1:10.986 P2 +55.860 +55.860 | 1:11.140 P1 | 1:11.364 P3 +60.000 +4.140 | 1:11.324 P4 +1l (~131.527) +71.527 | 1:12.975 P5 +4l (~358.788) +227.261 | 1:12.765 P6 +5l (~432.407) +73.619 | 1:14.187 P7 +8l (~648.781) +216.374 |
| 81 | 1:11.466 P2 +56.452 +56.452 | 1:10.874 25l P1 | 1:10.942 P3 +68.000 +11.548 | 1:12.140 P4 +1l (~133.051) +65.051 | 1:12.445 P5 +4l (~360.844) +227.793 | 1:12.182 P6 +5l (~434.050) +73.206 | 1:21.956 P7 +8l (~659.940) +225.890 |
| 82 | 1:10.379 P2 +18.456 +18.456 | 1:48.375 P1 | 1:11.556 P3 +31.579 +13.123 | 1:11.541 P4 +1l (~96.179) +64.600 | 1:13.112 P5 +4l (~325.344) +229.165 | 1:17.494 P6 +5l (~403.195) +77.851 | 1:15.344 P7 +8l (~626.803) +223.608 |
| 83 | 1:11.052 P2 +18.887 +18.887 | 1:10.621 P1 | 1:10.964 P3 +31.922 +13.035 | 1:11.220 P4 +1l (~96.688) +64.766 | 1:13.347 P5 +4l (~328.061) +231.373 | 1:11.740 P6 +5l (~404.525) +76.464 | 1:24.364 P7 +9l (~640.780) +236.255 |
| 84 | 1:10.998 P2 +18.430 +18.430 | 1:11.455 P1 | 1:10.141 P3 +30.608 +12.178 | 1:12.501 P4 +1l (~97.403) +66.795 | 1:13.248 P5 +4l (~329.770) +232.367 | 1:16.843 P6 +5l (~409.306) +79.536 | 1:19.191 P7 +9l (~648.088) +238.782 |
| 85 | 1:11.423 P2 +18.736 +18.736 | 1:11.117 P1 | 1:11.235 P3 +30.726 +11.990 | 1:10.561 P4 +1l (~96.930) +66.204 | 1:13.816 P5 +4l (~332.121) +235.191 | 1:14.093 P6 +5l (~412.491) +80.370 | 1:16.443 16l P7 +9l (~653.670) +241.179 |
| 86 | 1:10.611 P2 +19.275 +19.275 | 1:10.072 P1 | 1:10.920 P3 +31.574 +12.299 | 1:10.575 P4 +1l (~97.716) +66.142 | 1:12.485 P5 +4l (~334.747) +237.031 | 1:12.972 P6 +5l (~415.654) +80.907 | 1:53.115 P7 +9l (~696.667) +281.013 |
| 87 | 1:10.401 P2 +19.549 +19.549 | 1:10.127 P1 | 1:09.999 P3 +31.446 +11.897 | 1:11.017 P4 +1l (~98.581) +67.135 | 1:14.069 P5 +4l (~338.618) +240.037 | 1:13.336 P6 +5l (~418.630) +80.012 | 1:16.590 P7 +9l (~702.948) +284.318 |
| 88 | 1:11.332 P2 +20.313 +20.313 | 1:10.568 P1 | 1:11.273 P3 +32.151 +11.838 | 1:11.087 30l P4 +1l (~98.951) +66.800 | 1:12.152 P5 +4l (~340.313) +241.362 | 1:18.866 P6 +6l (~426.873) +86.560 | 1:16.477 P7 +9l (~709.234) +282.361 |
| 89 | 1:10.636 P2 +20.423 +20.423 | 1:10.526 P1 | 1:10.500 P3 +32.125 +11.702 | 1:49.164 P4 +1l (~137.620) +105.495 | 1:12.092 P5 +4l (~341.817) +204.197 | 1:12.863 P6 +6l (~429.055) +87.238 | 1:15.741 P7 +9l (~714.267) +285.212 |
| 90 | 1:10.096 P2 +19.857 +19.857 | 1:10.662 P1 | 1:10.020 P3 +31.483 +11.626 | 1:13.364 P4 +1l (~140.432) +108.949 | 1:13.387 P5 +4l (~344.758) +204.326 | 1:16.548 P6 +5l (~435.680) +90.922 | 1:15.267 5l P7 +9l (~718.877) +283.197 |
| 91 | 1:10.495 P2 +19.163 +19.163 | 1:11.189 P1 | 1:10.399 P3 +30.693 +11.530 | 1:12.815 P4 +2l (~141.884) +111.191 | 1:12.615 P5 +4l (~346.055) +204.171 | 1:13.354 P6 +5l (~437.658) +91.603 | |
| 92 | 1:11.326 P2 +19.360 +19.360 | 1:11.129 P1 | 1:10.243 P3 +29.807 +10.447 | 1:12.585 P4 +2l (~142.876) +113.069 | 1:12.860 P5 +4l (~347.537) +204.661 | 1:14.257 P6 +5l (~440.319) +92.782 | |
| 93 | 1:10.505 P2 +19.232 +19.232 | 1:10.633 P1 | 1:10.279 P3 +29.453 +10.221 | 1:11.587 P4 +2l (~144.357) +114.904 | 1:11.302 P5 +4l (~348.352) +203.995 | 1:13.719 P6 +6l (~443.430) +95.078 | |
| 94 | 1:10.563 P2 +18.258 +18.258 | 1:11.537 P1 | 1:09.864 P3 +27.780 +9.522 | 1:12.130 P4 +1l (~145.241) +117.461 | 1:11.624 P5 +4l (~348.815) +203.574 | 1:11.937 27l P6 +6l | |
| 95 | 1:09.967 P2 +18.263 +18.263 | 1:09.962 14l P1 | 1:09.814 P3 +27.632 +9.369 | 1:11.939 P4 +1l (~147.079) +119.447 | 1:12.473 P5 +4l (~350.952) +203.873 | ||
| 96 | 1:10.020 P1 | 1:47.164 P3 +18.881 +9.573 | 1:09.959 P2 +9.308 +9.308 | 1:12.156 P4 +1l (~130.444) +111.563 | 1:13.463 20l P5 +4l | ||
| 97 | 1:10.567 P1 | 1:10.714 P3 +19.028 +10.128 | 1:10.159 P2 +8.900 +8.900 | 1:12.303 P4 +1l (~132.830) +113.802 | |||
| 98 | 1:10.452 P1 | 1:09.911 P3 +18.487 +9.815 | 1:10.224 21l P2 +8.672 +8.672 | 1:11.576 10l P4 +1l (~133.699) +115.212 | |||
| 99 | 1:10.525 P1 | 1:10.326 P2 +18.288 +18.288 | 1:47.114 P3 +45.261 +26.973 | ||||
| 100 | 1:10.290 27l P1 | 1:10.229 5l P2 +18.227 +18.227 | 1:10.368 2l P3 +45.339 +27.112 | ||||
| Gap | +18.227 | +45.339 | +1l (~132.830) | +4l (~350.952) | +6l (~443.430) | +9l (~714.267) | |
| Best | 69.249 | 69.829 | 69.814 | 70.550 | 71.302 | 71.740 | 72.596 |
| Avg | 72.826 | 73.019 | 73.271 | 74.224 | 76.400 | 77.497 | 80.820 |
| Dev | 8.518 | 8.101 | 8.200 | 8.482 | 8.914 | 9.799 | 10.570 |
| S1 kart | 21 | 38 | 7 | 19 | 8 | 26 | 17 |
| S1 laps | 16 | 17 | 30 | 1 | 14 | 17 | 16 |
| S1 best | 70.174 | 70.037 | 70.076 | 78.010 | 72.517 | 73.381 | 74.671 |
| S1 avg | 71.469 | 71.421 | 71.072 | 78.010 | 76.227 | 77.263 | 79.336 |
| S1 dev | 1.426 | 1.157 | 0.900 | 0.000 | 3.270 | 4.307 | 4.601 |
| S2 kart | 19 | 8 | 38 | 22 | 13 | 38 | 21 |
| S2 laps | 14 | 14 | 17 | 27 | 16 | 9 | 20 |
| S2 best | 70.079 | 69.829 | 71.079 | 70.550 | 71.816 | 72.347 | 75.304 |
| S2 avg | 70.730 | 70.949 | 72.457 | 72.073 | 73.596 | 75.137 | 80.277 |
| S2 dev | 0.594 | 2.170 | 1.156 | 1.216 | 0.842 | 2.285 | 4.147 |
| S3 kart | 22 | 7 | 21 | 26 | 19 | 17 | 8 |
| S3 laps | 28 | 25 | 13 | 17 | 16 | 18 | 17 |
| S3 best | 69.249 | 70.019 | 70.146 | 71.932 | 73.018 | 73.259 | 72.596 |
| S3 avg | 70.341 | 70.985 | 71.591 | 72.897 | 74.991 | 76.203 | 76.940 |
| S3 dev | 0.816 | 0.603 | 2.264 | 0.589 | 2.328 | 3.944 | 4.326 |
| S4 kart | 19 | 17 | 8 | 13 | 38 | 26 | 7 |
| S4 laps | 10 | 25 | 17 | 13 | 15 | 19 | 16 |
| S4 best | 70.790 | 70.808 | 70.831 | 72.287 | 71.882 | 72.065 | 76.816 |
| S4 avg | 71.539 | 71.711 | 72.044 | 72.912 | 73.156 | 73.544 | 77.948 |
| S4 dev | 0.399 | 0.776 | 0.735 | 0.436 | 1.167 | 0.784 | 1.132 |
| S5 kart | 38 | 8 | 38 | 22 | 13 | 21 | 21 |
| S5 laps | 5 | 14 | 21 | 30 | 15 | 4 | 16 |
| S5 best | 71.319 | 69.962 | 69.814 | 70.561 | 73.067 | 73.508 | 74.187 |
| S5 avg | 71.747 | 70.738 | 70.533 | 71.650 | 76.080 | 76.919 | 78.415 |
| S5 dev | 0.439 | 0.494 | 0.537 | 0.629 | 2.906 | 4.372 | 4.638 |
| S6 kart | 19 | 22 | 21 | 13 | 7 | 26 | 17 |
| S6 laps | 27 | 5 | 2 | 10 | 20 | 27 | 5 |
| S6 best | 69.967 | 69.911 | 70.368 | 71.576 | 71.302 | 71.740 | 75.267 |
| S6 avg | 70.811 | 70.295 | 70.368 | 72.272 | 72.855 | 74.601 | 76.018 |
| S6 dev | 0.507 | 0.287 | 0.000 | 0.546 | 0.712 | 2.705 | 0.543 |