The only way to define your limits is by going beyond them.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Vladimir Lobachev | KSC | Aliant | Slava.St | AMG | Куксенко | georgin | Ainur | Stringer | fgb |
| Kart | 12 | 6 | 3 | 2 | 7 | 8 | 10 | 9 | 11 | 4 |
| 1 | 33.434 P6 +18.335 +0.012 | 33.001 P5 +18.323 +2.225 | 32.717 P4 +16.098 +11.462 | 17.272 P1 | 17.508 P2 +4.157 +4.157 | 33.189 P8 +19.522 +0.455 | 32.984 P7 +19.067 +0.732 | 33.123 P10 +20.728 +0.299 | 33.592 P9 +20.429 +0.907 | 17.462 P3 +4.636 +0.479 |
| 2 | 33.316 P7 +18.853 +0.314 | 33.014 P6 +18.539 +12.818 | 17.197 P2 +0.497 +0.497 | 32.798 P1 | 33.407 P4 +4.766 +0.766 | 17.276 P3 +4.000 +3.503 | 32.881 P8 +19.150 +0.297 | 33.099 P10 +21.029 +0.293 | 33.105 P9 +20.736 +1.586 | 33.883 P5 +5.721 +0.955 |
| 3 | 32.741 P8 +18.862 +0.233 | 32.822 P7 +18.629 +12.197 | 32.549 P2 +0.314 +0.314 | 32.732 P1 | 33.018 P4 +5.052 +0.685 | 33.099 P3 +4.367 +4.053 | 33.062 P9 +19.480 +0.618 | 17.243 P5 +5.540 +0.488 | 33.185 P10 +21.189 +1.709 | 33.443 P6 +6.432 +0.892 |
| 4 | 32.819 P8 +19.019 +0.250 | 32.802 P7 +18.769 +11.788 | 32.720 P2 +0.372 +0.372 | 32.662 P1 | 32.978 P4 +5.368 +0.682 | 32.981 P3 +4.686 +4.314 | 32.714 P9 +19.532 +0.513 | 32.780 P5 +5.658 +0.290 | 33.096 P10 +21.623 +2.091 | 33.211 P6 +6.981 +1.323 |
| 5 | 17.086 P3 +3.621 +3.291 | 32.690 P8 +18.975 +11.339 | 32.442 P2 +0.330 +0.330 | 32.484 P1 | 33.000 P5 +5.884 +0.844 | 32.838 P4 +5.040 +1.419 | 32.611 P9 +19.659 +0.684 | 32.978 P6 +6.152 +0.268 | 32.910 P10 +22.049 +2.390 | 33.139 P7 +7.636 +1.484 |
| 6 | 32.572 P3 +3.431 +2.940 | 32.498 P8 +18.711 +10.719 | 32.923 P2 +0.491 +0.491 | 32.762 P1 | 32.982 P5 +6.104 +1.145 | 32.681 P4 +4.959 +1.528 | 32.568 P9 +19.465 +0.754 | 32.973 P6 +6.363 +0.259 | 33.168 P10 +22.455 +2.990 | 33.118 P7 +7.992 +1.629 |
| 7 | 32.558 P4 +12.553 +3.114 | 32.454 P8 +27.729 +9.963 | 32.384 P3 +9.439 +0.369 | 32.506 P2 +9.070 +9.070 | 32.871 P6 +15.539 +1.286 | 32.730 P5 +14.253 +1.700 | 32.560 P9 +28.589 +0.860 | 17.073 P1 | 32.903 P10 +31.922 +3.333 | 33.210 P7 +17.766 +2.227 |
| 8 | 32.455 P4 +12.135 +3.215 | 32.560 P8 +27.416 +9.659 | 32.354 P3 +8.920 +0.338 | 32.385 P2 +8.582 +8.582 | 32.819 P6 +15.485 +1.151 | 32.954 P5 +14.334 +2.199 | 32.489 P9 +28.205 +0.789 | 32.873 P1 | 32.485 P10 +31.534 +3.329 | 32.864 P7 +17.757 +2.272 |
| 9 | 32.515 P4 +12.118 +3.482 | 32.517 P8 +27.401 +9.265 | 32.248 P3 +8.636 +0.198 | 32.388 P2 +8.438 +8.438 | 32.807 P6 +15.760 +1.342 | 32.616 P5 +14.418 +2.300 | 32.482 P9 +28.155 +0.754 | 32.532 P1 | 32.575 P10 +31.577 +3.422 | 32.911 P7 +18.136 +2.376 |
| 10 | 32.332 P4 +11.966 +3.410 | 32.480 P8 +1l (~27.319) +8.930 | 32.404 P3 +8.556 +0.339 | 32.263 P2 +8.217 +8.217 | 32.622 P6 +15.898 +1.314 | 32.650 10l P5 +14.584 +2.618 | 32.523 P9 +1l (~28.192) +0.873 | 32.484 P1 | 33.200 P10 +1l (~32.345) +4.153 | 32.737 P7 +18.389 +2.491 |
| 11 | 32.392 P4 +19.003 +3.879 | 32.436 P7 +1l (~34.028) +8.050 | 16.799 P1 | 32.262 P3 +15.124 +7.725 | 32.795 11l P5 +23.338 +4.335 | 59.353 P10 +1l (~48.140) +8.303 | 32.557 P8 +1l (~34.919) +0.891 | 32.754 P2 +7.399 +7.399 | 33.168 P9 +1l (~39.837) +4.918 | 32.944 P6 +25.978 +2.640 |
| 12 | 32.515 P4 +19.100 +3.889 | 32.557 P6 +1l (~34.256) +7.670 | 32.418 P1 | 32.505 P3 +15.211 +6.979 | 1:02.521 P10 +1l (~53.248) +5.029 | 32.567 P9 +1l (~48.219) +7.992 | 32.502 P7 +1l (~34.961) +0.705 | 33.251 P2 +8.232 +8.232 | 32.706 P8 +1l (~40.227) +5.266 | 33.026 12l P5 +26.586 +7.486 |
| 13 | 32.424 P4 +19.136 +4.015 | 32.417 P5 +1l (~34.824) +15.688 | 32.388 P1 | 32.298 P3 +15.121 +6.713 | 32.926 P9 +1l (~54.151) +5.478 | 32.542 P8 +1l (~48.673) +7.781 | 32.441 P6 +1l (~35.577) +0.753 | 32.564 P2 +8.408 +8.408 | 32.661 P7 +1l (~40.892) +5.315 | 1:02.011 P10 +1l (~56.399) +2.248 |
| 14 | 32.514 P4 +19.196 +4.101 | 32.629 P5 +1l (~35.094) +15.898 | 32.454 P1 | 32.428 14l P3 +15.095 +6.532 | 32.946 P9 +1l (~54.572) +5.315 | 32.459 P8 +1l (~49.257) +7.592 | 32.476 P6 +1l (~35.766) +0.672 | 32.609 P2 +8.563 +8.563 | 32.768 P7 +1l (~41.665) +5.899 | 32.922 P10 +1l (~56.679) +2.107 |
| 15 | 32.315 P3 +19.134 +10.185 | 32.541 P4 +1l (~34.761) +15.627 | 32.377 P1 | 1:01.876 P7 +1l (~44.779) +3.986 | 32.707 P9 +1l (~54.868) +5.650 | 32.501 P8 +1l (~49.218) +4.439 | 32.416 P5 +1l (~35.400) +0.639 | 32.763 P2 +8.949 +8.949 | 32.403 P6 +1l (~40.793) +5.393 | 32.809 P10 +1l (~57.086) +2.218 |
| 16 | 32.424 P3 +19.180 +10.166 | 32.451 P4 +1l (~35.478) +16.298 | 32.378 P1 | 32.963 P7 +1l (~45.300) +3.455 | 32.453 P9 +1l (~54.981) +5.483 | 32.514 P8 +1l (~49.498) +4.198 | 32.571 P5 +1l (~36.143) +0.665 | 32.443 P2 +9.014 +9.014 | 32.773 P6 +1l (~41.845) +5.702 | 32.863 P10 +1l (~57.930) +2.949 |
| 17 | 32.619 P3 +19.578 +10.183 | 32.421 P4 +1l (~35.024) +15.446 | 32.221 P1 | 32.753 P7 +1l (~45.417) +3.361 | 32.530 P9 +1l (~54.959) +5.545 | 32.839 P8 +1l (~49.414) +3.997 | 32.302 P5 +1l (~35.615) +0.591 | 32.602 P2 +9.395 +9.395 | 32.703 P6 +1l (~42.056) +6.441 | 32.780 P10 +1l (~58.419) +3.460 |
| 18 | 32.249 P3 +19.643 +9.753 | 32.376 P4 +1l (~35.289) +15.646 | 32.184 P1 | 32.771 P7 +1l (~46.323) +4.166 | 32.600 P9 +1l (~55.713) +5.429 | 32.352 P8 +1l (~50.284) +3.961 | 32.436 P5 +1l (~35.873) +0.584 | 32.679 P2 +9.890 +9.890 | 32.503 P6 +1l (~42.157) +6.284 | 32.622 P10 +1l (~58.421) +2.708 |
| 19 | 32.289 P3 +19.665 +9.370 | 32.722 P4 +1l (~36.046) +16.381 | 32.267 P1 | 32.598 P7 +1l (~46.448) +4.224 | 32.455 P9 +1l (~56.069) +5.947 | 32.507 P8 +1l (~50.122) +3.674 | 32.462 P5 +1l (~36.135) +0.089 | 32.672 P2 +10.295 +10.295 | 32.498 P6 +1l (~42.224) +6.089 | 32.815 P10 +1l (~59.330) +3.261 |
| 20 | 32.223 P3 +19.490 +9.102 | 16.888 P4 +20.395 +0.905 | 32.398 P1 | 32.670 P7 +1l (~47.162) +4.265 | 32.341 P9 +1l (~56.126) +5.676 | 32.569 P8 +1l (~50.450) +3.288 | 32.363 P5 +1l (~36.388) +15.993 | 32.491 P2 +10.388 +10.388 | 32.550 P6 +1l (~42.897) +6.509 | 32.666 P10 +1l (~59.523) +3.397 |
| 21 | 32.270 P3 +19.480 +8.862 | 32.468 P4 +20.583 +1.103 | 32.280 P1 | 32.618 P7 +1l (~47.173) +3.325 | 32.138 P9 +1l (~56.030) +5.421 | 32.369 P8 +1l (~50.609) +3.436 | 32.491 P5 +1l (~36.472) +15.889 | 32.510 P2 +10.618 +10.618 | 33.111 P6 +1l (~43.848) +7.376 | 32.703 P10 +1l (~59.970) +3.940 |
| 22 | 32.309 P3 +19.639 +8.053 | 32.339 P4 +20.772 +1.133 | 32.150 P1 | 32.825 P7 +1l (~47.657) +3.833 | 32.179 P9 +1l (~55.046) +4.884 | 32.333 P8 +1l (~50.162) +2.505 | 32.090 P5 +1l (~35.850) +15.078 | 33.118 P2 +11.586 +11.586 | 32.668 P6 +1l (~43.824) +7.974 | 33.186 P10 +1l (~60.457) +5.411 |
| 23 | 32.212 P3 +19.911 +7.430 | 32.220 23l P4 +21.052 +1.141 | 31.940 P1 | 32.534 P7 +1l (~48.309) +3.507 | 32.218 P9 +1l (~56.008) +4.824 | 32.208 P8 +1l (~51.184) +2.875 | 32.352 P5 +1l (~36.950) +15.898 | 32.835 P2 +12.481 +12.481 | 32.586 P6 +1l (~44.802) +7.852 | 32.788 P10 +1l (~61.681) +5.673 |
| 24 | 32.209 24l P3 +20.038 +7.286 | 59.519 P6 +1l (~48.605) +3.457 | 32.082 P1 | 32.554 P7 +1l (~48.658) +0.053 | 32.256 P9 +1l (~55.837) +4.926 | 32.326 P8 +1l (~50.911) +2.253 | 32.527 P4 +1l (~37.241) +17.203 | 32.353 P2 +12.752 +12.752 | 32.672 P5 +1l (~45.148) +7.907 | 33.508 12l P10 +1l (~63.030) +7.193 |
| 25 | 59.881 P5 +1l (~47.743) +2.284 | 32.803 P6 +1l (~48.838) +1.095 | 32.121 P1 | 32.684 P7 +1l (~49.198) +0.360 | 32.313 P9 +1l (~55.967) +4.888 | 32.374 P8 +1l (~51.079) +1.881 | 32.320 P3 +1l (~37.571) +24.273 | 32.667 P2 +13.298 +13.298 | 32.315 P4 +1l (~45.459) +7.888 | 1:00.038 P10 +2l (~90.926) +34.959 |
| 26 | 32.496 P5 +1l (~48.334) +1.671 | 32.594 P6 +1l (~49.753) +1.419 | 32.047 P1 | 32.634 12l P7 +1l (~50.356) +0.603 | 32.440 P9 +1l (~57.151) +5.775 | 32.009 P8 +1l (~51.376) +1.020 | 32.421 P3 +1l (~38.385) +24.814 | 32.320 P2 +13.571 +13.571 | 33.112 P4 +1l (~46.663) +8.278 | 32.600 P10 +2l (~92.212) +35.061 |
| 27 | 32.485 P5 +1l (~48.306) +1.253 | 32.643 P6 +1l (~49.903) +1.597 | 32.095 P1 | 59.926 P9 +2l (~77.875) +20.980 | 32.400 P8 +1l (~56.895) +5.757 | 32.205 P7 +1l (~51.138) +1.235 | 32.499 P3 +1l (~38.247) +23.792 | 32.979 P2 +14.455 +14.455 | 32.653 P4 +1l (~47.053) +8.806 | 32.531 P10 +2l (~92.104) +14.229 |
| 28 | 32.214 P5 +1l (~48.417) +1.375 | 32.611 P6 +1l (~50.632) +2.215 | 32.075 P1 | 17.063 P9 +1l (~62.858) +5.943 | 32.354 P8 +1l (~56.915) +5.572 | 32.284 P7 +1l (~51.343) +0.711 | 32.546 P3 +1l (~38.742) +23.470 | 32.892 P2 +15.272 +15.272 | 32.482 P4 +1l (~47.042) +8.300 | 32.778 P10 +2l (~92.726) +29.868 |
| 29 | 32.155 P5 +1l (~48.424) +0.640 | 32.592 P6 +1l (~51.099) +2.675 | 32.181 P1 | 32.544 P9 +1l (~63.297) +6.287 | 32.150 P8 +1l (~57.010) +5.730 | 32.113 P7 +1l (~51.280) +0.181 | 32.635 P3 +1l (~39.151) +23.569 | 32.491 P2 +15.582 +15.582 | 32.799 P4 +1l (~47.784) +8.633 | 32.553 P10 +2l (~92.831) +29.534 |
| 30 | 16.888 P3 +33.626 +17.428 | 32.668 P6 +1l (~52.089) +3.110 | 32.012 30l P1 | 32.454 P9 +1l (~63.954) +6.173 | 32.343 P8 +1l (~57.781) +5.597 | 32.572 P7 +1l (~52.184) +0.095 | 32.480 P4 +39.658 +6.032 | 32.628 P2 +16.198 +16.198 | 32.449 30l P5 +1l (~48.979) +9.321 | 32.352 P10 +2l (~93.495) +29.541 |
| 31 | 32.318 P3 +17.297 +5.804 | 32.505 P6 +1l (~35.619) +12.267 | 1:00.140 P2 +11.493 +11.493 | 32.566 P8 +1l (~47.566) +6.482 | 32.283 P7 +1l (~41.084) +5.465 | 16.816 P4 +20.326 +3.029 | 32.341 P5 +23.352 +3.026 | 32.449 P1 | 1:00.330 P9 +1l (~60.267) +12.701 | 16.858 P10 +1l (~61.355) +1.088 |
| 32 | 32.417 P3 +17.455 +5.302 | 32.331 P6 +1l (~36.347) +12.977 | 32.919 P2 +12.153 +12.153 | 32.358 P8 +1l (~47.912) +6.069 | 32.436 P7 +1l (~41.843) +5.496 | 32.629 P4 +20.696 +3.241 | 32.277 32l P5 +23.370 +2.674 | 32.259 P1 | 32.939 P9 +1l (~60.884) +12.972 | 32.336 P10 +1l (~61.609) +0.725 |
| 33 | 32.379 P3 +17.473 +4.742 | 32.557 P5 +1l (~36.108) +15.487 | 32.939 P2 +12.731 +12.731 | 32.837 P7 +1l (~48.139) +6.923 | 32.558 P6 +1l (~41.216) +5.108 | 32.286 P4 +20.621 +3.148 | 59.614 P8 +1l (~50.296) +2.157 | 32.361 P1 | 32.826 P9 +1l (~61.401) +11.105 | 32.468 P10 +1l (~61.479) +0.078 |
| 34 | 32.099 P3 +17.096 +4.020 | 32.635 P5 +1l (~36.059) +15.809 | 32.821 P2 +13.076 +13.076 | 32.214 P7 +1l (~48.124) +6.209 | 32.324 P6 +1l (~41.915) +5.856 | 32.105 P4 +20.250 +3.154 | 32.491 P8 +1l (~50.501) +2.377 | 32.476 P1 | 32.807 P9 +1l (~61.930) +11.429 | 32.502 P10 +1l (~61.930) |
| 35 | 32.273 P3 +16.812 +3.643 | 32.470 P5 +1l (~36.103) +16.105 | 32.650 P2 +13.169 +13.169 | 32.208 P7 +1l (~47.975) +6.538 | 32.304 P6 +1l (~41.437) +5.334 | 32.305 P4 +19.998 +3.186 | 32.343 P8 +1l (~50.215) +2.240 | 32.557 P1 | 33.231 P9 +1l (~62.507) +12.292 | 33.177 P10 +1l (~62.507) |
| 36 | 32.128 P3 +16.395 +3.234 | 32.412 P5 +1l (~35.901) +16.483 | 32.537 P2 +13.161 +13.161 | 32.242 P7 +1l (~47.004) +6.567 | 32.157 P6 +1l (~40.437) +4.536 | 31.965 P4 +19.418 +3.023 | 32.331 P8 +1l (~49.874) +2.870 | 32.545 P1 | 33.828 P10 +1l (~63.500) +0.623 | 33.005 P9 +1l (~62.877) +13.003 |
| 37 | 32.100 P3 +15.930 +2.775 | 16.765 P5 +20.134 +1.178 | 32.559 P2 +13.155 +13.155 | 32.205 P7 +1l (~46.585) +6.185 | 32.479 P6 +1l (~40.400) +20.266 | 32.103 P4 +18.956 +3.026 | 32.324 P8 +1l (~50.042) +3.457 | 32.565 P1 | 32.707 P10 +1l (~63.481) +0.646 | 32.590 P9 +1l (~62.835) +12.793 |
| 38 | 32.205 P3 +15.576 +2.251 | 32.405 P5 +19.980 +1.599 | 32.729 P2 +13.325 +13.325 | 32.268 P7 +1l (~46.706) +5.730 | 32.678 P6 +1l (~40.976) +20.996 | 31.984 P4 +18.381 +2.805 | 32.346 P8 +1l (~50.316) +3.610 | 32.559 P1 | 32.716 P10 +1l (~64.245) +0.703 | 32.830 P9 +1l (~63.542) +13.226 |
| 39 | 32.208 P3 +15.205 +1.881 | 32.485 P5 +19.886 +2.030 | 32.578 P2 +13.324 +13.324 | 32.322 P7 +1l (~46.458) +5.827 | 32.420 P6 +40.631 +20.745 | 32.054 P4 +17.856 +2.651 | 32.285 P8 +1l (~49.589) +3.131 | 32.579 39l P1 | 32.675 P10 +1l (~63.976) | 32.660 P9 +1l (~63.976) +14.387 |
| 40 | 32.055 P2 +1.168 +1.168 | 32.513 P4 +6.307 +2.288 | 32.768 P1 | 33.767 P7 +1l (~34.010) +7.102 | 32.369 P6 +26.908 +12.601 | 32.255 P3 +4.019 +2.851 | 32.378 P8 +1l (~35.584) +1.574 | 1:00.399 P5 +14.307 +8.000 | 32.534 P10 +1l (~50.406) +0.648 | 32.510 P9 +1l (~49.758) +14.174 |
| 41 | 32.452 P2 +0.185 +0.185 | 32.472 P4 +5.344 +2.341 | 33.435 P1 | 33.441 P7 +1l (~33.934) +8.236 | 32.225 P6 +25.698 +12.274 | 32.419 P3 +3.003 +2.818 | 32.305 P8 +1l (~34.393) +0.459 | 32.552 P5 +13.424 +8.080 | 32.746 P10 +1l (~49.487) +0.158 | 32.799 P9 +1l (~49.329) +14.936 |
| 42 | 32.739 P1 | 32.296 19l P4 +4.716 +2.541 | 33.519 P2 +0.595 +0.595 | 34.090 P7 +1l (~35.510) +10.349 | 32.387 P6 +25.161 +12.089 | 32.096 P3 +2.175 +1.580 | 37.914 P8 +1l (~39.710) +4.200 | 32.572 P5 +13.072 +8.356 | 32.681 P10 +1l (~49.442) +0.248 | 32.591 P9 +1l (~49.194) +9.484 |
| 43 | 32.176 P1 | 59.049 P6 +31.589 +6.147 | 35.905 13l P2 +4.324 +4.324 | 32.905 P7 +1l (~36.262) +4.673 | 32.457 P5 +25.442 +11.891 | 38.125 P3 +8.124 +3.800 | 32.631 P8 +1l (~40.113) +3.851 | 32.655 P4 +13.551 +5.427 | 32.686 P10 +1l (~49.901) +0.605 | 32.552 P9 +1l (~49.296) +9.183 |
| 44 | 32.137 20l P1 | 32.570 P5 +32.022 +6.209 | 1:00.525 P6 +32.712 +0.690 | 32.833 P7 +36.698 +3.986 | 32.508 P4 +25.813 +11.478 | 32.604 P2 +8.591 +8.591 | 32.760 P8 +40.686 +3.988 | 32.921 P3 +14.335 +5.744 | 32.912 P10 +1l (~50.596) +0.897 | 32.614 P9 +1l (~49.699) +9.013 |
| 45 | 59.698 P4 +18.420 +1.342 | 32.394 P5 +23.138 +4.718 | 32.621 P6 +24.055 +0.917 | 32.859 P7 +28.279 +4.224 | 32.543 P3 +17.078 +11.218 | 32.687 35l P1 | 32.747 P8 +32.155 +3.876 | 32.803 P2 +5.860 +5.860 | 32.808 15l P10 +1l (~42.230) +0.904 | 32.647 P9 +1l (~41.326) +9.171 |
| 46 | 32.709 P3 +12.646 +1.308 | 32.420 P4 +17.075 +4.429 | 32.504 P5 +18.076 +1.001 | 32.421 P7 +22.217 +1.896 | 32.743 P2 +11.338 +11.338 | 58.804 P6 +20.321 +2.245 | 32.432 P8 +26.104 +3.887 | 32.623 P1 | 1:00.477 P10 +2l (~64.494) +29.374 | 32.637 P9 +1l (~35.120) +9.016 |
| 47 | 32.561 P3 +12.696 +1.360 | 32.316 P4 +16.880 +4.184 | 32.450 P5 +18.015 +1.135 | 32.422 P7 +22.128 +1.665 | 32.509 36l P2 +11.336 +11.336 | 32.653 P6 +20.463 +2.448 | 32.528 P8 +26.121 +3.993 | 32.511 P1 | 32.415 P10 +1l (~64.363) +29.173 | 32.544 P9 +1l (~35.190) +9.069 |
| 48 | 32.554 P2 +12.889 +12.889 | 32.145 P3 +16.664 +3.775 | 32.357 P4 +18.011 +1.347 | 32.455 P6 +22.222 +1.580 | 1:00.683 P9 +1l (~39.703) +3.845 | 32.540 P5 +20.642 +2.631 | 32.472 16l P7 +26.232 +4.010 | 32.361 P1 | 32.583 P10 +2l (~64.893) +25.190 | 32.482 P8 +1l (~35.858) +9.626 |
| 49 | 32.548 P2 +13.075 +13.075 | 32.268 P3 +16.570 +3.495 | 32.360 P4 +18.009 +1.439 | 32.194 P6 +22.054 +0.955 | 32.551 P8 +1l (~40.107) +4.275 | 32.819 P5 +21.099 +3.090 | 1:01.432 P9 +1l (~55.448) +15.341 | 32.362 P1 | 32.600 P10 +1l (~64.984) +9.536 | 32.602 P7 +1l (~35.832) +13.778 |
| 50 | 32.506 P2 +13.017 +13.017 | 32.238 P3 +16.244 +3.227 | 32.186 P4 +17.631 +1.387 | 32.670 P6 +22.160 +0.110 | 32.624 P8 +39.907 +4.316 | 33.515 P5 +22.050 +4.419 | 17.647 P9 +40.385 +0.478 | 32.564 11l P1 | 32.634 P10 +1l (~64.873) +24.488 | 32.597 P7 +35.591 +13.431 |
| 51 | 32.558 P1 | 32.162 P2 +2.831 +2.831 | 32.304 P3 +4.360 +1.529 | 32.712 P4 +9.297 +4.937 | 32.742 P8 +27.074 +4.565 | 33.246 P5 +9.721 +0.424 | 33.177 P9 +27.987 +0.913 | 1:01.570 P6 +15.995 +6.274 | 32.706 P10 +1l (~51.883) +23.896 | 32.493 P7 +22.509 +6.514 |
| 52 | 33.475 P1 | 32.355 P2 +1.711 +1.711 | 32.334 P3 +3.219 +1.508 | 32.235 P4 +8.057 +4.838 | 16.971 P6 +10.570 +1.604 | 32.720 P5 +8.966 +0.909 | 17.028 P7 +11.540 +0.970 | 32.745 P8 +15.265 +3.725 | 32.579 P10 +1l (~50.978) +29.417 | 32.527 P9 +21.561 +6.296 |
| 53 | 32.483 P1 | 32.175 P2 +1.403 +1.403 | 32.420 P3 +3.156 +1.753 | 32.247 P4 +7.821 +4.665 | 32.435 P6 +10.522 +1.488 | 32.551 P5 +9.034 +1.213 | 33.372 P7 +12.429 +1.907 | 32.636 P8 +15.418 +2.989 | 17.420 P10 +1l (~35.747) +14.065 | 32.604 P9 +21.682 +6.264 |
| 54 | 32.537 P1 | 32.359 P2 +1.225 +1.225 | 32.364 P3 +2.983 +1.758 | 32.440 P4 +7.724 +4.741 | 32.138 P6 +10.123 +1.289 | 32.337 P5 +8.834 +1.110 | 32.834 P7 +12.726 +2.603 | 32.512 P8 +15.393 +2.667 | 32.432 P10 +1l (~35.773) +14.081 | 32.547 P9 +21.692 +6.299 |
| 55 | 32.506 P1 | 32.329 P2 +1.048 +1.048 | 32.411 P3 +2.888 +1.840 | 32.418 P4 +7.636 +4.748 | 32.101 P6 +9.718 +0.986 | 32.404 P5 +8.732 +1.096 | 32.834 P7 +13.054 +3.336 | 32.393 P8 +15.280 +2.226 | 32.363 P10 +1l (~35.525) +13.712 | 32.627 P9 +21.813 +6.533 |
| 56 | 32.640 P1 | 32.267 P2 +0.675 +0.675 | 32.237 P3 +2.485 +1.810 | 32.317 P4 +7.313 +4.828 | 31.972 P6 +9.050 +0.328 | 32.630 P5 +8.722 +1.409 | 32.562 P7 +12.976 +3.926 | 32.478 P8 +15.118 +2.142 | 17.073 P9 +20.071 +4.953 | 32.505 P10 +21.678 +1.607 |
| 57 | 32.521 P1 | 32.137 P2 +0.291 +0.291 | 32.606 P3 +2.570 +2.279 | 32.314 P4 +7.106 +4.536 | 32.392 P5 +8.921 +1.815 | 33.713 P6 +9.914 +0.993 | 32.765 P7 +13.220 +3.306 | 32.439 P8 +15.036 +1.816 | 32.613 P9 +20.163 +5.127 | 32.392 P10 +21.549 +1.386 |
| 58 | 32.949 P1 | 32.900 P2 +0.242 +0.242 | 32.395 P3 +2.016 +1.774 | 32.166 P4 +6.323 +4.307 | 32.114 P5 +8.086 +1.763 | 32.685 P6 +9.650 +1.564 | 32.763 P7 +13.034 +3.384 | 32.281 P8 +14.368 +1.334 | 32.376 P9 +19.590 +5.222 | 32.415 P10 +21.015 +1.425 |
| 59 | 33.122 P2 +0.372 +0.372 | 32.508 P1 | 32.435 P3 +1.701 +1.329 | 32.436 P4 +6.009 +4.308 | 32.252 P5 +7.588 +1.579 | 32.546 P6 +9.446 +1.858 | 32.825 P7 +13.109 +3.663 | 32.217 P8 +13.835 +0.726 | 32.606 P9 +19.446 +5.611 | 32.373 P10 +20.638 +1.192 |
| 60 | 32.730 16l P1 | 33.346 18l P2 +0.244 +0.244 | 32.574 17l P3 +1.173 +0.929 | 32.372 34l P4 +5.279 +4.106 | 32.302 13l P5 +6.788 +1.509 | 32.496 15l P6 +8.840 +2.052 | 32.676 12l P7 +12.683 +3.843 | 32.407 10l P8 +13.140 +0.457 | 32.296 15l P9 +18.640 +5.500 | 32.626 36l P10 +20.162 +1.522 |
| Gap | +0.244 | +1.173 | +5.279 | +6.788 | +8.840 | +12.683 | +13.140 | +18.640 | +20.162 | |
| Best | 32.055 | 32.137 | 31.940 | 32.166 | 31.972 | 31.965 | 32.090 | 32.217 | 32.296 | 32.336 |
| Avg | 33.426 | 33.428 | 33.472 | 33.548 | 33.504 | 33.551 | 33.612 | 33.600 | 33.705 | 33.728 |
| Dev | 4.991 | 4.892 | 5.105 | 5.184 | 5.320 | 4.891 | 5.141 | 5.181 | 5.054 | 5.171 |
| S1 kart | 12 | 6 | 3 | 2 | 7 | 8 | 10 | 9 | 11 | 4 |
| S1 laps | 24 | 23 | 30 | 14 | 11 | 10 | 32 | 39 | 30 | 12 |
| S1 best | 32.209 | 32.220 | 31.940 | 32.262 | 32.622 | 32.616 | 32.090 | 32.259 | 32.315 | 32.737 |
| S1 avg | 32.508 | 32.564 | 32.314 | 32.497 | 32.929 | 32.859 | 32.511 | 32.670 | 32.793 | 33.135 |
| S1 dev | 0.313 | 0.199 | 0.225 | 0.180 | 0.197 | 0.195 | 0.191 | 0.244 | 0.303 | 0.301 |
| S2 kart | 2 | 4 | 8 | 7 | 102 | 101 | 3 | 11 | 7 | 8 |
| S2 laps | 20 | 19 | 13 | 12 | 36 | 35 | 16 | 11 | 15 | 12 |
| S2 best | 32.055 | 32.296 | 32.537 | 32.534 | 32.138 | 31.965 | 32.285 | 32.361 | 32.534 | 32.622 |
| S2 avg | 32.279 | 32.528 | 33.113 | 32.691 | 32.432 | 32.523 | 32.819 | 32.592 | 32.864 | 32.878 |
| S2 dev | 0.176 | 0.125 | 0.895 | 0.122 | 0.196 | 1.014 | 1.370 | 0.165 | 0.311 | 0.245 |
| S3 kart | 4 | 10 | 9 | 12 | 101 | 8 | 7 | 102 | 2 | 6 |
| S3 laps | 16 | 18 | 17 | 34 | 13 | 15 | 12 | 10 | 15 | 36 |
| S3 best | 32.483 | 32.137 | 32.186 | 32.166 | 31.972 | 32.337 | 32.562 | 32.217 | 32.296 | 32.336 |
| S3 avg | 32.693 | 32.405 | 32.409 | 32.560 | 32.329 | 32.775 | 32.867 | 32.456 | 32.516 | 32.590 |
| S3 dev | 0.272 | 0.297 | 0.119 | 0.447 | 0.232 | 0.402 | 0.237 | 0.154 | 0.126 | 0.170 |