« PitStop Open, 6th Stage - Final A OPEN2025 » 27 Aug 2025, 22:21
+13℃,
scattered clouds
The only way to define your limits is by going beyond them.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | |
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| Driver | KSC | Оверченко | GlebkPro PitStop | саша | bash | крут | Iliya | Ilya Kim | Kirill Pleshakov | Bolshakov | Leon | Ilya Markin | AVenger | Zandajar | Vyacheslav Lyutyi | XoRoWmeister | DENISENKO | Константин Лях | Shepeleff |
| Kart | 17 | 32 | 12 | 11 | 5 | 24 | 9 | 37 | 1 | 31 | 27 | 15 | 23 | 2 | 10 | 21 | 14 | 13 | 4 |
| 1 | 1:17.350 P8 +6.854 +0.150 | 1:16.235 P6 +6.523 +0.741 | 1:20.766 P14 +12.318 +0.240 | 1:19.995 P12 +11.928 +0.664 | 1:16.587 P7 +6.704 +0.181 | 1:17.798 P11 +11.264 +1.465 | 1:16.781 P4 +3.145 +0.532 | 1:17.101 P5 +5.782 +2.637 | 1:18.705 P15 +12.937 +0.619 | 1:20.153 P2 +1.932 +1.932 | 1:17.840 P1 | 1:20.665 P9 +8.794 +1.940 | 1:21.708 P16 +13.986 +1.049 | 1:21.061 P13 +12.078 +0.150 | 1:20.397 P10 +9.799 +1.005 | 1:28.015 1l P18 +19.201 +2.825 | 1:21.552 P17 +16.376 +2.390 | 1:57.545 1l P19 +50.430 +31.229 | 1:14.294 P3 +2.613 +0.681 |
| 2 | 1:14.701 P6 +6.554 +1.715 | 1:15.655 P8 +7.177 +0.330 | 1:14.531 P11 +11.848 +0.732 | 1:16.135 P13 +13.062 +0.597 | 1:15.144 P7 +6.847 +0.293 | 1:16.202 P12 +12.465 +0.617 | 1:14.505 P3 +2.649 +2.262 | 1:14.058 P5 +4.839 +0.776 | 1:15.614 P14 +13.550 +0.488 | 1:17.132 P4 +4.063 +1.414 | 1:15.001 P1 | 1:16.198 P9 +9.991 +2.814 | 1:16.900 P16 +15.885 +1.007 | 1:17.801 P15 +14.878 +1.328 | 1:16.318 P10 +11.116 +1.125 | 1:17.104 P17 +21.304 +5.419 | 1:25.455 2l P18 +26.830 +5.526 | 1:27.292 1l P19 +61.000 +34.170 | 1:12.775 P2 +0.387 +0.387 |
| 3 | 1:12.145 P2 +5.836 +5.836 | 1:14.124 P3 +8.438 +2.602 | 1:13.404 P7 +12.389 +1.677 | 1:14.073 P10 +14.272 +0.932 | 1:18.962 P8 +12.946 +0.557 | 1:15.469 P11 +15.071 +0.799 | 1:20.926 P6 +10.712 +0.947 | 1:17.386 P4 +9.362 +0.924 | 1:16.372 P13 +17.059 +1.193 | 1:18.565 P5 +9.765 +0.403 | 1:48.128 3l P18 +35.265 +3.177 | 1:16.212 P9 +13.340 +0.394 | 1:17.597 P15 +20.619 +1.366 | 1:17.238 P14 +19.253 +2.194 | 1:17.613 P12 +15.866 +0.795 | 1:14.941 P16 +23.382 +2.763 | 1:18.121 P17 +32.088 +8.706 | 1:21.730 P19 +68.000 +32.735 | 1:12.476 P1 |
| 4 | 1:12.184 P2 +5.476 +5.476 | 1:12.942 P3 +8.836 +3.360 | 1:12.361 P5 +12.206 +0.305 | 1:13.414 P9 +15.142 +0.216 | 1:13.930 P7 +14.332 +0.374 | 1:13.528 P10 +16.055 +0.913 | 1:15.790 P6 +13.958 +1.752 | 1:15.083 P4 +11.901 +3.065 | 1:14.607 P13 +19.122 +0.584 | 1:17.705 P8 +14.926 +0.594 | 1:14.439 P17 +37.160 +11.076 | 1:16.776 P11 +17.572 +1.517 | 1:15.298 P15 +23.373 +0.542 | 1:16.122 P14 +22.831 +3.709 | 1:15.216 P12 +18.538 +0.966 | 1:15.246 P16 +26.084 +2.711 | 1:18.299 P18 +37.843 +0.683 | 1:18.540 P19 +1l (~77.102) +39.259 | 1:12.544 P1 |
| 5 | 1:11.410 P2 +5.366 +5.366 | 1:12.968 P3 +10.284 +4.918 | 1:11.696 P4 +12.382 +2.098 | 1:13.195 P6 +16.817 +0.705 | 1:13.300 P5 +16.112 +3.730 | 1:15.199 P9 +19.734 +2.359 | 1:14.937 P8 +17.375 +0.506 | 1:16.488 P7 +16.869 +0.052 | 1:15.807 P12 +23.409 +2.957 | 1:16.567 P10 +19.973 +0.239 | 1:14.483 P17 +40.123 +10.693 | 1:14.400 P11 +20.452 +0.479 | 1:15.756 P14 +27.609 +0.678 | 1:15.620 P13 +26.931 +3.522 | 1:22.412 P16 +29.430 +0.236 | 1:14.630 P15 +29.194 +1.585 | 1:29.145 3l P18 +55.468 +15.345 | 1:21.104 P19 +1l (~87.277) +31.809 | 1:11.520 P1 |
| 6 | 1:11.256 P2 +5.288 +5.288 | 1:11.449 P3 +10.399 +5.111 | 1:12.042 P4 +13.090 +2.691 | 1:11.713 P6 +17.196 +0.587 | 1:11.831 P5 +16.609 +3.519 | 1:13.656 P8 +22.056 +1.765 | 1:16.415 P9 +22.456 +0.400 | 1:14.756 P7 +20.291 +3.095 | 1:14.872 P12 +26.947 +2.052 | 1:15.391 P10 +24.030 +1.574 | 1:14.120 P17 +42.909 +5.400 | 1:15.777 P11 +24.895 +0.865 | 1:15.671 P13 +31.946 +4.999 | 1:21.912 P16 +37.509 +1.699 | 1:15.579 P14 +33.675 +1.729 | 1:17.950 P15 +35.810 +2.135 | 1:16.076 P18 +60.000 +17.091 | 1:16.478 P19 +1l (~92.497) +32.497 | 1:11.334 P1 |
| 7 | 1:11.395 P1 | 1:11.657 P3 +5.373 +2.143 | 1:11.654 P4 +8.061 +2.688 | 1:12.544 P5 +13.057 +4.996 | 1:13.303 P6 +13.229 +0.172 | 1:15.174 P7 +20.547 +7.318 | 1:15.959 P8 +21.732 +1.185 | 1:27.283 7l P12 +30.891 +5.219 | 1:15.408 P11 +25.672 +1.511 | 1:15.601 P9 +22.948 +1.216 | 1:51.969 4l P18 +1l (~77.548) +17.596 | 1:15.949 P10 +24.161 +1.213 | 1:15.897 P13 +31.160 +0.269 | 1:15.131 P16 +35.957 +2.952 | 1:15.258 P14 +32.250 +1.090 | 1:13.878 P15 +33.005 +0.755 | 1:16.425 P17 +59.952 +23.995 | 1:18.269 P19 +1l (~93.683) +16.135 | 1:19.913 P2 +3.230 +3.230 |
| 8 | 1:11.512 P1 | 1:11.704 P3 +5.565 +2.529 | 1:11.519 P4 +8.068 +2.503 | 1:11.205 P5 +12.750 +4.682 | 1:13.840 P6 +15.557 +2.807 | 1:14.636 P7 +23.671 +8.114 | 1:46.924 8l P16 +57.144 +17.185 | 1:14.515 P11 +33.894 +2.537 | 1:14.749 P9 +28.909 +2.742 | 1:14.731 P8 +26.167 +2.496 | 1:16.892 P17 +1l (~83.399) +26.255 | 1:18.708 P10 +31.357 +2.448 | 1:16.302 P12 +35.950 +2.056 | 1:15.514 P15 +39.959 +2.629 | 1:16.592 P14 +37.330 +0.807 | 1:15.030 P13 +36.523 +0.573 | 1:50.793 3l P18 +1l (~98.836) +15.437 | 1:25.797 6l P19 +1l (~108.018) +9.182 | 1:11.318 P2 +3.036 +3.036 |
| 9 | 1:11.147 P1 | 1:12.108 P3 +6.526 +3.039 | 1:11.529 P4 +8.450 +1.924 | 1:11.524 P5 +13.127 +4.677 | 1:11.838 P6 +16.248 +3.121 | 1:14.444 P7 +26.968 +10.720 | 1:15.344 P15 +61.000 +17.363 | 1:15.456 P10 +38.203 +5.489 | 1:14.952 P9 +32.714 +3.379 | 1:14.315 P8 +29.335 +2.367 | 1:16.257 P17 +1l (~88.639) +25.639 | 1:47.243 9l P16 +63.000 +2.000 | 1:16.962 P12 +41.765 +2.747 | 1:14.825 P14 +43.637 +1.297 | 1:16.157 P13 +42.340 +0.575 | 1:13.642 P11 +39.018 +0.815 | 1:20.069 P18 +1l (~107.748) +19.109 | 1:15.608 P19 +1l (~112.378) +4.630 | 1:11.598 P2 +3.487 +3.487 |
| 10 | 1:10.737 P1 | 1:12.159 P3 +7.948 +2.407 | 1:11.336 P4 +9.049 +1.101 | 1:12.980 P5 +15.370 +6.321 | 1:12.813 P6 +18.324 +2.954 | 1:13.266 P7 +29.497 +11.173 | 1:13.992 P14 +66.000 +17.717 | 1:16.009 P10 +43.475 +0.876 | 1:13.873 P8 +35.850 +6.353 | 1:50.834 10l P15 +62.000 +-4.000 | 1:16.966 P17 +1l (~94.781) +20.450 | 1:17.552 P16 +1l (~74.331) +12.331 | 1:16.670 P12 +47.698 +1.577 | 1:15.383 P13 +48.283 +0.585 | 1:14.518 P11 +46.121 +2.646 | 1:14.318 P9 +42.599 +6.749 | 1:16.975 P18 +1l (~114.807) +20.026 | 1:17.941 P19 +1l (~120.163) +5.356 | 1:12.791 P2 +5.541 +5.541 |
| 11 | 1:11.821 P1 | 1:11.088 P3 +7.215 +0.701 | 1:10.847 P4 +8.075 +0.860 | 1:10.896 P5 +14.445 +6.370 | 1:13.129 P6 +19.632 +5.187 | 1:15.840 P7 +33.516 +13.884 | 1:12.909 P13 +64.000 +9.759 | 1:48.878 4l P16 +1l (~80.616) +1.812 | 1:13.402 P8 +37.431 +3.915 | 1:17.477 P14 +1l (~75.159) +11.159 | 1:14.871 P17 +1l (~98.146) +17.530 | 1:16.084 P15 +1l (~78.804) +3.645 | 1:15.203 P10 +51.080 +6.179 | 1:17.779 P12 +54.241 +0.803 | 1:19.138 P11 +53.438 +2.358 | 1:14.123 P9 +44.901 +7.470 | 1:18.106 P18 +1l (~121.035) +22.889 | 1:19.118 P19 +1l (~127.071) +6.036 | 1:12.794 P2 +6.514 +6.514 |
| 12 | 1:11.167 P1 | 1:11.393 P3 +7.441 +0.154 | 1:11.325 P4 +8.233 +0.792 | 1:11.026 P5 +14.304 +6.071 | 1:11.556 P6 +20.021 +5.717 | 1:14.169 P7 +36.518 +16.497 | 1:20.138 P12 +1l (~74.245) +15.171 | 1:17.645 P14 +1l (~86.586) +7.477 | 1:13.241 P8 +39.505 +2.987 | 1:15.367 P13 +1l (~79.109) +4.864 | 1:14.007 P17 +1l (~100.222) +11.238 | 1:20.354 P15 +1l (~87.129) +0.543 | 1:14.521 P10 +54.434 +2.448 | 1:16.000 P11 +59.074 +4.640 | 1:47.178 12l P16 +1l (~88.984) +1.855 | 1:18.252 P9 +51.986 +12.481 | 1:17.219 P18 +1l (~126.075) +25.853 | 1:17.689 P19 +1l (~132.969) +6.894 | 1:11.940 P2 +7.287 +7.287 |
| 13 | 1:10.948 P1 | 1:13.123 P3 +9.616 +1.260 | 1:12.635 P4 +9.920 +0.304 | 1:12.775 P5 +16.131 +6.211 | 1:12.101 P6 +21.174 +5.043 | 1:14.421 P7 +39.991 +18.817 | 1:12.721 P12 +1l (~76.776) +2.589 | 1:16.859 P15 +1l (~93.092) | 1:45.703 13l P11 +1l (~74.187) +13.187 | 1:15.579 P13 +1l (~83.669) +6.893 | 1:15.509 P17 +1l (~105.203) +9.642 | 1:15.752 P14 +1l (~93.092) +9.423 | 1:13.751 P9 +57.237 +2.995 | 1:15.395 P10 +61.000 +3.763 | 1:17.237 P16 +1l (~95.561) +2.469 | 1:13.204 P8 +54.242 +14.251 | 1:17.152 P18 +1l (~132.959) +27.756 | 1:15.669 P19 +1l (~138.395) +5.436 | 1:12.017 P2 +8.356 +8.356 |
| 14 | 1:12.563 P1 | 1:12.962 P3 +10.015 +0.347 | 1:12.895 P4 +10.252 +0.237 | 1:11.072 P5 +14.640 +4.388 | 1:13.821 P6 +22.432 +7.792 | 1:45.814 14l P10 +1l (~73.059) +7.059 | 1:14.296 P12 +1l (~77.642) +0.043 | 1:15.017 P14 +1l (~95.022) +7.244 | 1:15.808 P11 +1l (~77.599) +4.540 | 1:16.630 P13 +1l (~87.778) +10.136 | 1:13.532 P17 +1l (~105.928) +7.017 | 1:18.939 P15 +1l (~98.833) +3.811 | 1:14.777 P8 +59.451 +4.373 | 1:15.368 P9 +66.000 +6.549 | 1:16.256 P16 +1l (~98.911) +0.078 | 1:13.399 P7 +55.078 +32.646 | 1:17.107 P18 +1l (~137.091) +31.163 | 1:20.917 P19 +2l (~146.482) +9.391 | 1:13.875 P2 +9.668 +9.668 |
| 15 | 1:10.699 P1 | 1:12.780 P2 +12.096 +12.096 | 1:14.105 P3 +13.658 +1.562 | 1:15.137 P4 +19.078 +5.420 | 1:12.351 P5 +24.084 +5.006 | 1:15.713 P9 +1l (~78.446) +6.534 | 1:18.206 P10 +1l (~85.536) +7.090 | 1:13.072 P14 +1l (~97.552) +4.151 | 1:19.944 P11 +1l (~86.601) +1.065 | 1:15.983 P13 +1l (~93.401) +2.920 | 1:14.648 P17 +1l (~110.584) +5.308 | 1:17.257 P16 +1l (~105.276) +1.494 | 1:14.702 P7 +64.000 +20.109 | 1:16.277 P8 +1l (~71.912) +7.912 | 1:15.060 P15 +1l (~103.782) +6.230 | 1:45.759 14l P12 +1l (~90.481) +3.880 | 1:21.669 P18 +2l (~148.337) +37.753 | 1:15.693 P19 +2l (~151.647) +3.310 | 1:44.922 15l P6 +43.891 +19.807 |
| 16 | 1:11.227 P1 | 1:13.157 P2 +14.026 +14.026 | 1:12.228 P3 +14.659 +0.633 | 1:12.212 P4 +20.063 +5.404 | 1:11.927 P5 +24.784 +4.721 | 1:14.194 P8 +1l (~81.256) +5.881 | 1:14.407 P9 +1l (~89.315) +8.059 | 1:13.201 P13 +1l (~99.576) +1.247 | 1:14.060 P10 +1l (~89.794) +0.479 | 1:16.255 P11 +1l (~98.221) +8.427 | 1:14.112 P16 +1l (~113.209) +3.959 | 1:15.065 P15 +1l (~109.250) | 1:46.018 16l P11 +1l (~98.329) +0.108 | 1:14.324 P7 +1l (~75.375) +29.591 | 1:16.293 P14 +1l (~109.250) +9.674 | 1:56.810 1l P17 +1l (~135.731) +22.522 | 1:19.962 P18 +2l (~157.165) +21.434 | 1:17.076 P19 +2l (~157.350) +0.185 | 1:13.120 P6 +45.784 +21.000 |
| 17 | 1:11.832 P1 | 1:11.344 P2 +13.538 +13.538 | 1:11.593 P3 +14.420 +0.882 | 1:12.155 P4 +20.386 +5.966 | 1:12.668 P5 +25.620 +5.234 | 1:15.212 P8 +1l (~84.549) +21.549 | 1:13.352 P9 +1l (~90.299) +5.750 | 1:14.099 P11 +1l (~101.736) +10.785 | 1:13.451 P10 +1l (~90.951) +0.652 | 1:16.179 P12 +1l (~102.751) +1.015 | 1:14.250 P16 +1l (~115.417) +3.546 | 1:14.676 P15 +1l (~111.871) +0.650 | 1:20.254 P13 +1l (~106.369) +3.618 | 1:14.674 P7 +63.000 +16.704 | 1:14.223 P14 +1l (~111.221) +4.852 | 1:16.418 P17 +1l (~140.267) +24.850 | 1:19.235 P19 +2l (~164.342) +2.047 | 1:16.531 P18 +2l (~162.295) +22.028 | 1:12.344 P6 +46.296 +20.676 |
| 18 | 1:43.992 18l P5 +19.189 +3.525 | 1:11.265 P1 | 1:11.878 P2 +1.495 +1.495 | 1:11.786 P3 +7.369 +5.874 | 1:14.847 P4 +15.664 +8.295 | 1:13.639 P7 +1l (~73.765) +41.629 | 1:13.720 P8 +1l (~79.179) +5.414 | 1:13.078 P10 +1l (~90.240) +8.705 | 1:15.195 P9 +1l (~81.535) +2.356 | 1:15.330 P11 +1l (~93.461) +3.221 | 1:13.946 P16 +1l (~104.823) +1.881 | 1:15.645 P15 +1l (~102.942) +0.583 | 1:17.474 P12 +1l (~99.620) +6.159 | 1:46.876 18l P13 +1l (~100.164) +0.544 | 1:15.578 P14 +1l (~102.359) +2.195 | 1:14.399 P17 +1l (~130.029) +25.206 | 1:32.469 10l P19 +2l (~172.814) +17.221 | 1:17.765 P18 +2l (~155.593) +25.564 | 1:10.643 P6 +32.136 +12.947 |
| 19 | 1:11.991 P5 +19.660 +2.434 | 1:11.520 P1 | 1:12.154 P2 +2.129 +2.129 | 1:12.178 P3 +8.027 +5.898 | 1:13.082 P4 +17.226 +9.199 | 1:13.396 P7 +1l (~75.055) +41.849 | 1:14.127 P8 +1l (~81.819) +6.764 | 1:14.411 P10 +1l (~92.957) +8.284 | 1:14.570 P9 +1l (~84.673) +2.854 | 1:20.811 P11 +1l (~102.199) +9.242 | 1:17.416 P16 +1l (~110.686) +3.517 | 1:15.841 P15 +1l (~107.169) +0.763 | 1:18.305 P13 +1l (~106.033) +0.772 | 1:18.245 P14 +1l (~106.406) +0.373 | 1:14.556 P12 +1l (~105.261) +3.062 | 1:15.946 P17 +1l (~134.252) +23.566 | 1:14.852 P19 +2l (~175.539) +16.287 | 1:15.696 P18 +2l (~159.252) +25.000 | 1:12.590 P6 +33.206 +13.546 |
| 20 | 1:11.765 P4 +17.781 +1.377 | 1:41.951 20l P5 +28.307 +10.526 | 1:11.515 P1 | 1:10.793 P2 +5.176 +5.176 | 1:12.822 P3 +16.404 +11.228 | 1:14.083 P7 +64.000 +30.727 | 1:13.566 P8 +1l (~81.621) +17.621 | 1:14.886 P10 +1l (~94.286) +9.228 | 1:13.844 P9 +1l (~85.058) +3.437 | 1:15.110 P11 +1l (~103.678) +9.392 | 1:14.863 P15 +1l (~111.591) +1.236 | 1:16.731 P14 +1l (~110.355) +0.694 | 1:19.550 P16 +1l (~111.720) +0.129 | 1:16.784 P13 +1l (~109.661) +4.300 | 1:14.156 P12 +1l (~105.361) +1.683 | 1:15.081 P17 +1l (~135.607) +23.887 | 1:16.162 P19 +2l (~178.018) +7.577 | 1:24.859 12l P18 +2l (~170.441) +34.834 | 1:13.711 P6 +33.273 +4.966 |
| 21 | 1:11.452 P2 +12.808 +12.808 | 1:13.783 P4 +25.665 +12.595 | 1:42.563 21l P5 +26.138 +0.473 | 1:11.249 P1 | 1:13.091 P3 +13.070 +0.262 | 1:14.279 P7 +1l (~73.381) +44.018 | 1:13.098 P8 +1l (~78.494) +5.113 | 1:14.926 P10 +1l (~93.066) +11.013 | 1:13.800 P9 +1l (~82.053) +3.559 | 1:15.144 P11 +1l (~102.366) +9.300 | 1:13.573 P13 +1l (~108.904) | 1:21.896 P15 +1l (~115.633) +1.630 | 1:18.174 P14 +1l (~114.003) +5.099 | 1:15.587 P12 +1l (~108.904) +6.538 | 1:38.860 9l P16 +1l (~127.903) +12.270 | 1:14.845 P17 +1l (~133.989) +6.086 | 1:19.287 P18 +2l (~180.737) +46.748 | 1:52.401 1l P19 +2l (~206.664) +25.927 | 1:12.515 P6 +29.363 +3.225 |
| 22 | 1:12.826 P2 +13.000 +13.000 | 1:12.015 P3 +25.046 +12.046 | 1:13.444 P4 +26.948 +1.902 | 1:12.634 P1 | 1:46.032 22l P6 +46.468 +17.314 | 1:14.779 P7 +1l (~75.956) +29.488 | 1:13.842 P8 +1l (~79.954) +3.998 | 1:13.931 P10 +1l (~94.087) +4.577 | 1:19.948 P9 +1l (~89.510) +9.556 | 1:16.774 P11 +1l (~106.775) +12.688 | 1:13.529 P12 +1l (~109.651) +2.876 | 1:15.633 P15 +1l (~118.653) +0.617 | 1:16.842 P14 +1l (~118.036) +5.966 | 1:15.600 P13 +1l (~112.070) +2.419 | 1:14.319 P16 +1l (~129.965) +11.312 | 1:17.208 P17 +1l (~138.876) +8.911 | 1:23.546 P18 +2l (~191.676) +52.800 | 1:18.276 P19 +2l (~212.294) +20.618 | 1:12.425 P5 +29.154 +2.206 |
| 23 | 1:11.113 P2 +12.610 +12.610 | 1:11.138 P3 +24.681 +12.071 | 1:12.285 P4 +27.730 +3.049 | 1:11.503 P1 | 1:12.688 P6 +47.653 +9.241 | 1:14.323 P7 +1l (~79.038) +31.385 | 1:12.523 P8 +1l (~80.777) +1.739 | 1:13.685 P10 +1l (~96.703) +3.442 | 1:15.016 P9 +1l (~93.261) +12.484 | 1:14.739 P11 +1l (~110.192) +13.489 | 1:14.460 P12 +1l (~112.961) +2.769 | 1:17.648 P15 +1l (~125.193) | 1:18.476 P14 +1l (~125.193) +5.749 | 1:18.683 P13 +1l (~119.444) +6.483 | 1:15.185 P16 +1l (~133.757) +8.564 | 1:14.640 P17 +1l (~141.867) +8.110 | 1:18.596 P18 +2l (~199.124) +57.257 | 1:15.724 P19 +2l (~216.915) +17.791 | 1:20.761 P5 +38.412 +10.682 |
| 24 | 1:11.447 P2 +12.687 +12.687 | 1:12.116 P3 +25.427 +12.740 | 1:12.490 P4 +28.850 +3.423 | 1:11.370 P1 | 1:11.947 P5 +48.230 +19.380 | 1:14.440 P6 +63.000 +14.770 | 1:14.195 P7 +1l (~83.305) +20.305 | 1:13.575 P9 +1l (~98.382) +1.346 | 1:15.285 P8 +1l (~97.036) +13.731 | 1:14.622 P10 +1l (~113.749) +15.367 | 1:14.353 P11 +1l (~115.817) +2.068 | 1:14.928 P13 +1l (~128.372) +1.902 | 1:17.544 P14 +1l (~131.478) +3.106 | 1:18.445 P12 +1l (~126.470) +10.653 | 1:13.627 P15 +1l (~135.528) +4.050 | 1:15.520 P16 +1l (~145.935) +10.407 | 1:14.800 P17 +2l (~202.161) +56.226 | 1:17.289 P18 +2l (~222.153) +19.992 | 4:43.401 9l P19 +3l (~250.522) +28.369 |
| 25 | 1:10.447 P1 | 1:12.242 P2 +14.535 +14.535 | 1:11.789 P3 +17.505 +2.970 | 1:47.415 25l P4 +24.281 +6.776 | 1:12.049 P5 +37.145 +12.864 | 1:13.625 P6 +1l (~73.389) +36.244 | 1:12.768 P7 +1l (~73.389) | 1:12.824 P9 +1l (~88.171) +0.480 | 1:13.853 P8 +1l (~87.691) +14.302 | 1:14.156 P10 +1l (~104.366) +16.195 | 1:15.293 P11 +1l (~108.183) +3.817 | 1:15.613 P13 +1l (~120.952) +2.512 | 1:15.810 P14 +1l (~124.136) +3.184 | 1:15.433 P12 +1l (~118.440) +10.257 | 1:24.214 4l P15 +1l (~136.901) +12.765 | 1:15.452 P16 +1l (~138.246) +1.345 | 1:15.493 P17 +2l (~196.093) +57.847 | 1:15.417 P18 +3l (~214.762) +18.669 | 1:13.359 P19 +3l (~240.715) +25.953 |
| 26 | 1:10.027 P1 | 1:11.889 P2 +16.397 +16.397 | 1:12.137 P3 +19.615 +3.218 | 1:13.052 P4 +27.306 +7.691 | 1:12.774 P5 +39.892 +12.586 | 1:14.005 P6 +1l (~76.152) +36.260 | 1:13.288 P7 +1l (~76.285) +0.133 | 1:12.715 P8 +1l (~91.259) +14.974 | 1:16.176 P9 +1l (~93.635) +2.376 | 1:13.462 P10 +1l (~107.959) +14.324 | 1:13.753 P11 +1l (~111.927) +3.968 | 1:14.662 P12 +1l (~125.931) +14.004 | 1:15.643 P13 +1l (~129.304) +3.373 | 1:24.254 8l P14 +1l (~132.601) +3.297 | 1:14.951 P15 +2l (~142.190) +9.589 | 1:13.787 P16 +2l (~142.190) | 1:17.046 P17 +2l (~201.488) +59.298 | 1:16.933 P18 +3l (~221.347) +19.859 | 1:12.522 P19 +3l (~242.906) +21.559 |
| 27 | 1:10.406 P1 | 1:11.211 P2 +17.202 +17.202 | 1:12.717 P3 +21.926 +4.724 | 1:14.629 P4 +31.529 +9.603 | 1:12.045 P5 +41.531 +10.002 | 1:13.685 P6 +1l (~79.573) +38.042 | 1:18.211 P7 +1l (~84.290) +4.717 | 1:12.779 P8 +1l (~93.520) +9.230 | 1:12.697 P9 +1l (~96.195) +2.675 | 1:13.906 P10 +1l (~111.269) +15.074 | 1:16.155 P11 +1l (~117.386) +6.117 | 1:15.849 P12 +1l (~131.240) +13.854 | 1:14.676 P13 +1l (~134.098) +2.858 | 1:19.820 P14 +2l (~142.065) +7.967 | 1:14.755 P15 +2l (~145.947) +3.882 | 1:20.629 P16 +2l (~152.255) +6.308 | 1:16.380 9l P17 +2l (~207.679) +55.424 | 1:15.009 6l P18 +3l | 1:12.133 3l P19 +3l |
| 28 | 1:11.184 P1 | 1:12.294 P2 +18.312 +18.312 | 1:11.878 P3 +22.620 +4.308 | 1:11.390 P4 +31.735 +9.115 | 1:14.539 P5 +44.886 +13.151 | 1:13.028 P6 +1l (~80.470) +35.584 | 1:13.099 P7 +1l (~85.333) +4.863 | 1:13.666 P8 +1l (~95.173) +9.840 | 1:13.143 P9 +1l (~97.254) +2.081 | 1:13.493 P10 +1l (~112.675) +15.421 | 1:13.666 P11 +1l (~119.106) +6.431 | 1:15.283 19l P12 +1l (~134.392) +15.286 | 1:16.214 12l P13 +1l (~137.957) +3.565 | 1:15.930 2l P14 +2l | 1:15.054 3l P15 +2l | 1:16.445 12l P16 +2l | |||
| 29 | 1:10.890 P1 | 1:11.824 P2 +19.246 +19.246 | 1:12.356 P3 +24.086 +4.840 | 1:16.527 P4 +37.372 +13.286 | 1:11.394 P5 +45.390 +8.018 | 1:18.042 15l P6 +1l | 1:18.678 21l P7 +1l | 1:14.041 18l P8 +1l | 1:14.287 16l P9 +1l | 1:12.959 19l P10 +1l | 1:17.785 22l P11 +1l | ||||||||
| 30 | 1:11.532 12l P1 | 1:12.315 10l P2 +20.029 +20.029 | 1:12.586 9l P3 +25.140 +5.111 | 1:11.374 5l P4 +37.214 +12.074 | 1:12.113 8l P5 +45.971 +8.757 | ||||||||||||||
| Gap | +20.029 | +25.140 | +37.214 | +45.971 | +1l (~80.470) | +1l (~85.333) | +1l (~95.173) | +1l (~97.254) | +1l (~112.675) | +1l (~119.106) | +1l (~131.240) | +1l (~134.098) | +2l (~142.065) | +2l (~145.947) | +2l (~152.255) | +2l (~201.488) | +3l (~221.347) | +3l (~242.906) | |
| Best | 70.027 | 71.088 | 70.847 | 70.793 | 71.394 | 73.028 | 72.523 | 72.715 | 72.697 | 72.959 | 73.529 | 74.400 | 73.751 | 74.324 | 73.627 | 73.204 | 74.800 | 75.009 | 70.643 |
| Avg | 72.772 | 73.413 | 73.541 | 73.931 | 74.284 | 75.726 | 76.162 | 76.255 | 76.151 | 77.067 | 77.441 | 77.762 | 77.739 | 78.074 | 78.239 | 78.452 | 80.444 | 81.198 | 82.060 |
| Dev | 5.952 | 5.436 | 5.659 | 6.530 | 6.101 | 5.809 | 6.227 | 6.727 | 5.861 | 6.633 | 8.981 | 5.970 | 5.731 | 6.012 | 7.374 | 9.651 | 7.238 | 10.090 | 40.001 |
| S1 kart | 17 | 32 | 12 | 11 | 5 | 24 | 9 | 37 | 1 | 31 | 27 | 15 | 23 | 2 | 10 | 21 | 14 | 13 | 4 |
| S1 laps | 18 | 20 | 21 | 25 | 22 | 14 | 8 | 7 | 13 | 10 | 3 | 9 | 16 | 18 | 12 | 1 | 2 | 1 | 15 |
| S1 best | 70.699 | 71.088 | 70.847 | 70.793 | 71.556 | 73.266 | 74.505 | 74.058 | 73.241 | 74.315 | 75.001 | 74.400 | 73.751 | 74.324 | 74.518 | 0 | 81.552 | 0 | 71.318 |
| S1 avg | 72.005 | 72.612 | 72.600 | 72.648 | 73.473 | 74.907 | 76.473 | 75.812 | 75.133 | 76.684 | 76.420 | 76.835 | 76.114 | 76.495 | 77.199 | 0 | 81.552 | 0 | 72.942 |
| S1 dev | 1.614 | 1.407 | 2.088 | 2.016 | 1.712 | 1.196 | 1.960 | 1.246 | 1.407 | 1.798 | 1.420 | 1.831 | 1.806 | 2.067 | 2.356 | 0 | 0.000 | 0 | 2.115 |
| S2 kart | 23 | 2 | 14 | 31 | 12 | 10 | 37 | 27 | 27 | 13 | 14 | 102 | 4 | 24 | 31 | 101 | 21 | 102 | 1 |
| S2 laps | 12 | 10 | 9 | 5 | 8 | 15 | 21 | 4 | 16 | 19 | 4 | 19 | 12 | 8 | 9 | 14 | 3 | 1 | 9 |
| S2 best | 70.027 | 71.138 | 71.789 | 71.374 | 71.394 | 73.028 | 72.523 | 74.515 | 72.697 | 72.959 | 74.120 | 74.662 | 74.676 | 75.433 | 74.156 | 73.204 | 78.121 | 0 | 70.643 |
| S2 avg | 71.256 | 72.082 | 72.409 | 73.394 | 72.443 | 74.429 | 74.594 | 75.326 | 75.067 | 75.472 | 74.347 | 76.600 | 77.413 | 76.968 | 75.419 | 75.055 | 78.210 | 0 | 73.513 |
| S2 dev | 0.734 | 0.691 | 0.467 | 1.978 | 0.890 | 1.174 | 2.172 | 0.617 | 2.059 | 1.731 | 0.162 | 1.911 | 1.584 | 1.359 | 1.042 | 1.617 | 0.089 | 0 | 2.858 |
| S3 kart | 15 | 21 | 9 | 9 | 24 | 102 | 13 | 11 | |||||||||||
| S3 laps | 18 | 22 | 2 | 4 | 1 | 3 | 6 | 3 | |||||||||||
| S3 best | 72.715 | 73.529 | 75.930 | 73.627 | 0 | 76.076 | 76.478 | 72.133 | |||||||||||
| S3 avg | 74.133 | 74.992 | 77.875 | 74.377 | 0 | 76.250 | 79.224 | 72.671 | |||||||||||
| S3 dev | 1.318 | 1.319 | 1.945 | 0.637 | 0 | 0.175 | 1.936 | 0.512 | |||||||||||
| S4 kart | 32 | 101 | 14 | 9 | |||||||||||||||
| S4 laps | 3 | 12 | 10 | 12 | |||||||||||||||
| S4 best | 74.755 | 73.787 | 76.975 | 75.608 | |||||||||||||||
| S4 avg | 74.920 | 75.864 | 78.610 | 77.245 | |||||||||||||||
| S4 dev | 0.124 | 1.709 | 1.597 | 1.608 | |||||||||||||||
| S5 kart | 17 | 32 | |||||||||||||||||
| S5 laps | 9 | 1 | |||||||||||||||||
| S5 best | 74.800 | 0 | |||||||||||||||||
| S5 avg | 77.351 | 0 | |||||||||||||||||
| S5 dev | 2.632 | 0 | |||||||||||||||||
| S6 kart | 5 | ||||||||||||||||||
| S6 laps | 6 | ||||||||||||||||||
| S6 best | 75.009 | ||||||||||||||||||
| S6 avg | 76.441 | ||||||||||||||||||
| S6 dev | 1.150 |