| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Danilov-Novorussky | Соколик | NikeXd | ARTEMRACING | georgin | Sofaking | Ainur | Gen22 | Kirill Yurashev | Куксенко | Aliant | EGOR | Васюков | Михеев | Valericson | Саня | крут |
| Kart | 26 | 18 | 20 | 5 | 24 | 13 | 12 | 29 | 22 | 30 | 2 | 23 | 28 | 17 | 11 | 19 | 21 |
| 1 | 1:09.113 P1 | 1:10.040 P2 +1.632 +1.632 | 1:11.635 P3 +4.348 +2.716 | 1:11.593 P5 +5.693 +0.099 | 1:14.723 P9 +8.013 +0.029 | 1:11.957 P4 +5.594 +1.246 | 1:12.330 P6 +6.570 +0.877 | 1:13.169 P8 +7.984 +0.733 | 1:20.952 P14 +13.216 +0.854 | 1:13.625 P11 +9.501 +0.309 | 1:14.242 P12 +10.204 +0.703 | 1:17.889 P16 +14.266 +0.727 | 1:13.928 P10 +9.192 +1.179 | 1:27.605 P17 +23.766 +9.500 | 1:11.772 P7 +7.251 +0.681 | 1:15.476 P13 +12.362 +2.158 | 1:16.412 P15 +13.539 +0.323 |
| 2 | 1:07.733 P1 | 1:10.668 P2 +4.567 +4.567 | 1:08.802 P3 +5.417 +0.850 | 1:09.776 P5 +7.736 +0.263 | 1:12.527 P8 +12.807 +0.406 | 1:09.612 P4 +7.473 +2.056 | 1:10.135 P6 +8.972 +1.236 | 1:12.150 P7 +12.401 +3.429 | 1:15.022 P14 +20.505 +2.830 | 1:12.639 P10 +14.407 +1.161 | 1:12.777 P11 +15.248 +0.841 | 1:16.107 P15 +22.640 +2.135 | 1:16.216 P13 +17.675 +0.286 | 1:11.778 P17 +27.811 +1.131 | 1:13.728 P9 +13.246 +0.439 | 1:12.760 P12 +17.389 +2.141 | 1:20.874 P16 +26.680 +4.040 |
| 3 | 1:07.487 P1 | 1:08.095 P2 +5.175 +5.175 | 1:08.811 P3 +6.741 +1.566 | 1:10.847 P6 +11.096 +0.109 | 1:09.726 P7 +15.046 +3.950 | 1:08.943 P4 +8.929 +2.188 | 1:09.502 P5 +10.987 +2.058 | 1:12.307 P8 +17.221 +2.175 | 1:09.663 P10 +22.681 +2.095 | 1:17.239 P12 +24.159 +0.446 | 1:12.825 P9 +20.586 +3.365 | 1:12.903 P13 +28.056 +3.897 | 1:22.824 P14 +33.012 +4.956 | 1:14.834 P16 +35.158 +1.958 | 1:17.954 P11 +23.713 +1.032 | 1:23.298 P15 +33.200 +0.188 | 1:16.374 P17 +35.567 +0.409 |
| 4 | 1:07.797 P1 | 1:08.199 P2 +5.577 +5.577 | 1:07.805 P3 +6.749 +1.172 | 1:08.782 P5 +12.081 +1.863 | 1:09.449 P7 +16.698 +2.451 | 1:09.086 P4 +10.218 +3.469 | 1:11.057 P6 +14.247 +2.166 | 1:10.435 P8 +19.859 +3.161 | 1:10.229 P10 +25.113 +1.177 | 1:13.134 P11 +29.496 +4.383 | 1:11.147 P9 +23.936 +4.077 | 1:13.851 P12 +34.110 +4.614 | 1:14.393 P13 +39.608 +5.498 | 1:14.916 P14 +42.277 +2.669 | 1:59.877 P17 +1l (~75.921) +30.094 | 1:20.424 P16 +45.827 +2.788 | 1:15.269 P15 +43.039 +0.762 |
| 5 | 1:07.847 P1 | 1:07.694 P2 +5.424 +5.424 | 1:09.167 P3 +8.069 +2.645 | 1:09.400 P5 +13.634 +0.088 | 1:09.072 P7 +17.923 +1.945 | 1:11.175 P4 +13.546 +5.477 | 1:09.578 P6 +15.978 +2.344 | 1:11.119 P8 +23.131 +5.208 | 1:11.514 P9 +28.780 +5.649 | 1:12.172 P11 +33.821 +4.229 | 1:13.503 P10 +29.592 +0.812 | 1:12.421 P12 +38.684 +4.863 | 1:14.787 P13 +46.548 +7.864 | 1:12.269 P14 +46.699 +0.151 | 1:12.033 P17 +1l (~80.092) +29.835 | 1:12.277 P16 +50.257 +0.663 | 1:14.402 P15 +49.594 +2.895 |
| 6 | 1:07.476 P1 | 1:07.905 P2 +5.853 +5.853 | 1:10.227 P3 +10.820 +4.967 | 1:09.299 P4 +15.457 +4.637 | 1:09.478 P7 +19.925 +0.663 | 1:10.544 P5 +16.614 +1.157 | 1:10.760 P6 +19.262 +2.648 | 1:10.342 P8 +25.997 +6.072 | 1:15.880 P10 +37.184 +2.729 | 1:12.915 P11 +39.260 +2.076 | 1:12.339 P9 +34.455 +8.458 | 1:12.260 P12 +43.468 +4.208 | 1:13.750 P14 +52.822 +2.041 | 1:11.558 P13 +50.781 +7.313 | 1:11.006 P17 +1l (~83.709) +16.709 | 1:20.349 P15 +60.000 +7.178 | 1:21.809 P16 +67.000 +7.000 |
| 7 | 1:07.620 P1 | 1:07.846 P2 +6.079 +6.079 | 1:08.588 P3 +11.788 +5.709 | 1:09.864 P5 +17.701 +0.150 | 1:10.036 P6 +22.341 +4.640 | 1:08.557 P4 +17.551 +5.763 | 1:13.057 P7 +24.699 +2.358 | 1:09.317 P8 +27.694 +2.995 | 1:10.715 P10 +40.279 +1.774 | 1:11.132 P11 +42.772 +2.493 | 1:11.670 P9 +38.505 +10.811 | 1:12.445 P12 +48.293 +5.521 | 1:11.192 P13 +56.394 +8.101 | 1:14.586 P14 +57.747 +1.353 | 1:10.192 P17 +1l (~86.168) +7.049 | 1:17.630 P15 +1l (~73.065) +15.318 | 1:22.770 P16 +1l (~79.119) +6.054 |
| 8 | 1:09.035 P1 | 1:09.712 P2 +6.756 +6.756 | 1:08.612 P3 +11.365 +4.609 | 1:09.283 P5 +17.949 +0.186 | 1:09.861 P6 +23.167 +5.218 | 1:09.247 P4 +17.763 +6.398 | 1:10.769 P7 +26.433 +3.266 | 1:13.959 P8 +32.618 +6.185 | 1:08.557 P9 +39.801 +7.183 | 1:10.036 P10 +43.773 +3.972 | 1:16.758 P11 +46.228 +2.455 | 1:12.694 P12 +51.952 +5.724 | 1:17.690 P14 +69.000 +1.000 | 1:11.736 P13 +68.000 +16.048 | 1:20.132 P17 +1l (~97.187) +11.590 | 1:15.696 P15 +1l (~79.828) +10.828 | 1:15.553 P16 +1l (~85.597) +5.769 |
| 9 | 1:09.093 P1 | 1:10.161 P2 +7.824 +7.824 | 1:09.486 P3 +11.758 +3.934 | 1:10.362 P5 +19.218 +1.147 | 1:09.627 P6 +23.701 +4.483 | 1:09.401 P4 +18.071 +6.313 | 1:15.413 P7 +32.753 +9.052 | 1:11.194 P8 +34.719 +1.966 | 1:09.374 P9 +40.082 +5.363 | 1:12.321 P10 +47.001 +6.919 | 1:14.645 P11 +51.780 +4.779 | 1:11.954 P12 +54.813 +3.033 | 1:11.268 P14 +64.000 +3.000 | 1:11.046 P13 +61.000 +6.187 | 1:10.293 P16 +1l (~98.609) +12.891 | 1:14.976 P15 +1l (~85.718) +21.718 | 1:23.965 P17 +1l (~100.644) +2.035 |
| 10 | 1:07.673 P1 | 1:07.231 P2 +7.382 +7.382 | 1:08.712 P3 +12.797 +5.415 | 1:11.565 P5 +23.110 +1.340 | 1:10.308 P6 +26.336 +3.226 | 1:11.372 P4 +21.770 +8.973 | 1:09.444 P7 +34.524 +8.188 | 1:10.544 P8 +37.590 +3.066 | 1:08.111 P9 +40.520 +2.930 | 1:13.061 P10 +52.389 +11.869 | 1:12.079 P11 +56.186 +3.797 | 1:13.057 P12 +67.000 +10.814 | 1:11.506 P13 +1l (~71.210) +4.210 | 1:17.603 P14 +1l (~72.328) +1.118 | 1:11.253 P16 +1l (~102.128) +8.573 | 1:15.419 P15 +1l (~93.555) +21.227 | 1:21.163 P17 +1l (~114.219) +12.091 |
| 11 | 1:09.297 P1 | 1:07.337 P2 +5.422 +5.422 | 1:09.816 P3 +13.316 +7.894 | 1:09.157 P5 +22.970 +1.307 | 1:08.905 P6 +25.944 +2.974 | 1:09.190 P4 +21.663 +8.347 | 1:10.585 P7 +35.812 +9.868 | 1:10.580 P8 +38.873 +3.061 | 1:10.431 P9 +41.654 +2.781 | 1:11.196 P10 +54.288 +12.634 | 1:11.235 P11 +58.124 +3.836 | 1:12.248 P12 +68.000 +9.876 | 1:12.185 P13 +1l (~73.827) +5.827 | 1:13.317 P14 +1l (~76.290) +2.463 | 1:10.782 P15 +1l (~103.350) +27.060 | 1:20.112 P16 +1l (~104.060) +0.710 | 1:21.219 P17 +1l (~125.766) +21.706 |
| 12 | 1:07.248 P1 | 1:07.066 P2 +5.240 +5.240 | 1:09.390 P3 +15.458 +10.218 | 1:07.967 P5 +23.689 +0.089 | 1:08.420 P6 +27.116 +3.427 | 1:09.185 P4 +23.600 +8.142 | 1:09.370 P7 +37.934 +10.818 | 1:08.702 P8 +40.327 +2.393 | 1:08.077 P9 +42.483 +2.156 | 1:09.932 P10 +56.972 +14.489 | 1:10.587 P11 +63.000 +6.028 | 1:12.744 P12 +1l | 1:11.674 P13 +1l | 1:16.435 P14 +1l | 1:13.455 P15 +1l | 1:17.978 P16 +1l | |
| 13 | 1:07.866 P1 | 1:06.742 P2 +4.116 +4.116 | 1:09.724 P3 +17.316 +13.200 | 1:10.974 P4 +26.797 +9.481 | 1:08.469 P5 +27.719 +0.922 | 1:12.076 P6 +27.810 +0.091 | 1:10.437 P7 +40.505 +12.695 | 1:10.403 P8 +42.864 +2.359 | 1:09.913 P9 +44.530 +1.666 | 1:10.199 P10 +59.305 +14.775 | |||||||
| Gap | +4.116 | +17.316 | +26.797 | +27.719 | +27.810 | +40.505 | +42.864 | +44.530 | +59.305 | +63.000 | +1l | +1l (~73.827) | +1l (~76.290) | +1l (~103.350) | +1l (~104.060) | +1l (~114.219) | |
| Best | 67.248 | 66.742 | 67.805 | 67.967 | 68.420 | 68.557 | 69.370 | 68.702 | 68.077 | 69.932 | 70.587 | 71.954 | 71.192 | 71.046 | 70.192 | 72.277 | 74.402 |
| Avg | 68.098 | 68.361 | 69.290 | 69.913 | 70.046 | 70.026 | 70.956 | 71.093 | 71.418 | 72.277 | 72.817 | 73.381 | 74.284 | 74.806 | 76.873 | 77.199 | 79.073 |
| Dev | 0.711 | 1.266 | 0.914 | 1.054 | 1.675 | 1.181 | 1.667 | 1.415 | 3.579 | 1.874 | 1.677 | 1.721 | 3.247 | 4.342 | 13.302 | 3.215 | 3.308 |