Racing is the only time I feel whole.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Куксенко | Соколик | Sugubo | KAA999 | Михаил Собянин | Volkov VS | Дан | KOBRA | kadavr | Monsta | EGORMMM | Vik | Sergegt | Ralex |
| Kart | 1 | 17 | 4 | 29 | 23 | 19 | 8 | 15 | 20 | 2 | 25 | 9 | 22 | 21 |
| 1 | 52.513 P3 +0.334 +0.110 | 52.407 P2 +0.224 +0.224 | 52.041 P1 | 52.560 P4 +0.823 +0.489 | 1:21.446 1l P14 +29.994 +19.908 | 52.867 P5 +1.261 +0.438 | 53.699 P6 +2.712 +1.451 | 55.062 P8 +3.597 +0.263 | 54.564 P7 +3.334 +0.622 | 55.913 P12 +5.124 +0.210 | 54.540 P9 +3.915 +0.318 | 56.130 P11 +4.914 +0.183 | 1:01.095 P13 +10.086 +4.962 | 55.530 P10 +4.731 +0.816 |
| 2 | 51.159 P2 +0.342 +0.342 | 50.927 P1 | 1:17.203 2l P13 +26.052 +15.707 | 51.146 P3 +0.818 +0.476 | 52.385 P14 +31.228 +5.176 | 50.844 P4 +0.954 +0.136 | 50.770 P5 +2.331 +1.377 | 51.600 P6 +4.046 +1.715 | 52.335 P8 +4.518 +0.245 | 51.779 P10 +5.752 +1.147 | 51.509 P7 +4.273 +0.227 | 50.842 P9 +4.605 +0.087 | 51.410 P12 +10.345 +4.200 | 52.565 P11 +6.145 +0.393 |
| 3 | 1:15.915 3l P12 +26.068 +14.862 | 50.189 P1 | 52.318 P13 +28.181 +2.113 | 50.037 P2 +0.666 +0.666 | 50.526 P14 +31.565 +3.384 | 50.440 P3 +1.205 +0.539 | 50.553 P4 +2.695 +1.490 | 50.720 P5 +4.577 +1.882 | 51.831 P8 +6.160 +0.419 | 51.306 P9 +6.869 +0.709 | 51.147 P6 +5.231 +0.654 | 51.325 P7 +5.741 +0.510 | 51.050 P11 +11.206 +4.114 | 51.136 P10 +7.092 +0.223 |
| 4 | 50.812 P11 +26.718 +15.070 | 50.162 P1 | 49.902 P12 +27.921 +1.203 | 49.996 P2 +0.500 +0.500 | 50.242 P13 +31.645 +3.724 | 50.380 P3 +1.423 +0.923 | 50.515 P4 +3.048 +1.625 | 50.554 P5 +4.969 +1.921 | 1:17.780 4l P14 +33.778 +2.133 | 51.320 P8 +8.027 +1.985 | 50.718 P6 +5.787 +0.818 | 50.463 P7 +6.042 +0.255 | 50.604 P10 +11.648 +3.417 | 51.301 P9 +8.231 +0.204 |
| 5 | 49.854 P10 +26.614 +14.144 | 49.958 P1 | 50.339 P11 +28.302 +1.688 | 50.070 P2 +0.612 +0.612 | 50.136 P12 +31.823 +3.521 | 50.401 P3 +1.866 +1.254 | 50.462 P4 +3.552 +1.686 | 50.394 P5 +5.405 +1.853 | 52.179 P14 +35.999 +2.460 | 50.532 P7 +8.601 +1.452 | 51.320 P6 +7.149 +1.744 | 1:17.455 5l P13 +33.539 +1.716 | 50.780 P9 +12.470 +3.467 | 50.730 P8 +9.003 +0.402 |
| 6 | 49.720 P9 +26.374 +13.344 | 49.960 P1 | 50.069 P10 +28.411 +2.037 | 49.716 P2 +0.368 +0.368 | 50.060 P11 +31.923 +3.512 | 50.242 P3 +2.148 +1.780 | 50.032 P4 +3.624 +1.476 | 50.306 P5 +5.751 +2.127 | 50.396 P14 +36.435 +0.342 | 50.278 P6 +8.919 +3.168 | 1:16.768 6l P12 +33.957 +2.034 | 52.514 P13 +36.093 +2.136 | 50.520 P8 +13.030 +3.479 | 50.508 P7 +9.551 +0.632 |
| 7 | 49.726 P9 +26.255 +12.659 | 49.845 P1 | 50.285 P10 +28.851 +2.596 | 49.734 P2 +0.257 +0.257 | 50.078 P11 +32.156 +3.305 | 50.980 P3 +3.283 +3.026 | 50.204 P4 +3.983 +0.700 | 50.467 P5 +6.373 +2.390 | 50.883 P14 +37.473 +0.221 | 50.519 P6 +9.593 +3.220 | 52.531 P12 +36.643 +4.487 | 51.004 P13 +37.252 +0.609 | 50.411 P8 +13.596 +3.368 | 50.522 P7 +10.228 +0.635 |
| 8 | 49.713 P9 +26.168 +12.044 | 49.800 P1 | 49.777 P10 +28.828 +2.660 | 49.986 P2 +0.443 +0.443 | 50.135 P11 +32.491 +3.663 | 50.404 P3 +3.887 +3.444 | 50.118 P4 +4.301 +0.414 | 50.445 P5 +7.018 +2.717 | 50.686 P14 +38.359 +0.351 | 50.391 P6 +10.184 +3.166 | 50.810 P12 +37.653 +5.162 | 50.556 P13 +38.008 +0.355 | 50.328 P8 +14.124 +3.158 | 50.538 P7 +10.966 +0.782 |
| 9 | 49.490 P8 +25.888 +8.830 | 49.770 P1 | 49.756 P9 +28.814 +2.926 | 49.893 P2 +0.566 +0.566 | 50.335 P11 +33.056 +1.124 | 1:17.815 9l P10 +31.932 +3.118 | 50.451 P3 +4.982 +4.416 | 50.186 P4 +7.434 +2.452 | 50.588 P14 +39.177 +0.252 | 50.458 P5 +10.872 +3.438 | 50.444 P12 +38.327 +5.271 | 50.687 P13 +38.925 +0.598 | 52.704 P7 +17.058 +5.277 | 50.585 P6 +11.781 +0.909 |
| 10 | 49.521 P7 +25.519 +7.850 | 49.890 P1 | 49.839 P8 +28.763 +3.244 | 49.846 P2 +0.522 +0.522 | 50.252 P9 +33.418 +4.655 | 51.666 P10 +33.708 +0.290 | 50.172 P3 +5.264 +4.742 | 50.236 P4 +7.780 +2.516 | 50.863 P12 +40.150 +0.771 | 50.375 P5 +11.357 +3.577 | 50.942 P11 +39.379 +5.671 | 52.034 P13 +41.069 +0.919 | 50.501 P6 +17.669 +6.312 | 1:20.709 10l P14 +42.600 +1.531 |
| 11 | 49.633 P7 +25.207 +6.443 | 49.945 P1 | 50.057 P8 +28.875 +3.668 | 49.687 P2 +0.264 +0.264 | 50.132 P9 +33.605 +4.730 | 50.207 P10 +33.970 +0.365 | 50.738 P3 +6.057 +5.793 | 50.171 P4 +8.006 +1.949 | 50.283 P12 +40.488 +0.614 | 50.506 P5 +11.918 +3.912 | 50.440 P11 +39.874 +5.904 | 50.819 P13 +41.943 +1.455 | 51.040 P6 +18.764 +6.846 | 52.784 P14 +45.439 +3.496 |
| 12 | 49.446 P7 +24.770 +5.170 | 49.883 P1 | 49.901 P8 +28.893 +4.123 | 49.916 P2 +0.297 +0.297 | 50.087 P9 +33.809 +4.916 | 49.973 P10 +34.060 +0.251 | 50.243 P3 +6.417 +6.120 | 50.240 P4 +8.363 +1.946 | 50.184 P12 +40.789 +0.251 | 50.392 P5 +12.427 +4.064 | 50.547 P11 +40.538 +6.478 | 50.666 P13 +42.726 +1.937 | 50.719 P6 +19.600 +7.173 | 51.081 P14 +46.637 +3.911 |
| 13 | 49.555 P7 +24.671 +4.213 | 49.654 P1 | 49.986 P8 +29.225 +4.554 | 49.661 P2 +0.304 +0.304 | 50.064 P9 +34.219 +4.994 | 49.997 P10 +34.403 +0.184 | 50.230 P3 +6.993 +6.689 | 50.093 P4 +8.802 +1.809 | 50.761 P12 +41.896 +0.507 | 50.478 P5 +13.251 +4.449 | 50.505 P11 +41.389 +6.986 | 50.413 P13 +43.485 +1.589 | 50.512 P6 +20.458 +7.207 | 51.009 P14 +47.992 +4.507 |
| 14 | 49.466 P6 +24.352 +2.629 | 49.785 P1 | 49.766 P7 +29.206 +4.854 | 49.687 P2 +0.206 +0.206 | 50.073 P8 +34.507 +5.301 | 50.177 P9 +34.795 +0.288 | 50.458 P3 +7.666 +7.460 | 50.158 P4 +9.175 +1.509 | 50.280 P12 +42.391 +0.342 | 1:17.488 14l P10 +40.954 +6.159 | 50.445 P11 +42.049 +1.095 | 50.668 P13 +44.368 +1.977 | 51.050 P5 +21.723 +12.548 | 50.941 P14 +49.148 +4.780 |
| 15 | 49.482 P5 +23.934 +14.496 | 49.900 P1 | 49.861 P6 +29.167 +5.233 | 49.893 P2 +0.199 +0.199 | 50.142 P7 +34.749 +5.582 | 50.296 P8 +35.191 +0.442 | 50.452 P3 +8.218 +8.019 | 50.163 P4 +9.438 +1.220 | 50.993 P11 +43.484 +0.318 | 52.112 P10 +43.166 +0.475 | 50.542 P9 +42.691 +7.500 | 50.512 P12 +44.980 +1.496 | 1:18.508 15l P13 +1l (~50.495) +5.515 | 51.846 P14 +1l (~51.134) +0.639 |
| 16 | 49.343 P5 +23.377 +13.551 | 49.900 P1 | 49.773 P6 +29.040 +5.663 | 49.814 P2 +0.113 +0.113 | 50.021 P7 +34.870 +5.830 | 50.343 P8 +35.634 +0.764 | 50.422 P3 +8.740 +8.627 | 50.288 P4 +9.826 +1.086 | 50.524 P11 +44.108 +0.228 | 50.614 P10 +43.880 +0.582 | 50.507 P9 +43.298 +7.664 | 50.461 P12 +45.541 +1.433 | 52.492 P13 +1l (~52.367) +6.826 | 52.538 P14 +1l (~53.125) +0.758 |
| 17 | 49.287 P5 +22.338 +12.430 | 50.326 P1 | 50.214 P6 +28.928 +6.590 | 51.261 P2 +1.048 +1.048 | 50.224 P7 +34.768 +5.840 | 50.270 P8 +35.578 +0.810 | 50.331 P3 +8.745 +7.697 | 50.408 P4 +9.908 +1.163 | 50.731 P11 +44.513 +0.574 | 50.385 P10 +43.939 +0.474 | 50.493 P9 +43.465 +7.887 | 50.569 P12 +45.784 +1.271 | 50.823 P13 +1l (~53.597) +7.813 | 51.110 P14 +1l (~54.419) +0.822 |
| 18 | 49.506 P5 +21.996 +11.445 | 49.848 P1 | 49.768 P6 +28.848 +6.852 | 50.010 P2 +1.210 +1.210 | 49.884 P7 +34.804 +5.956 | 49.759 P8 +35.489 +0.685 | 50.455 P3 +9.352 +8.142 | 50.491 P4 +10.551 +1.199 | 50.446 P11 +45.111 +0.706 | 50.314 P10 +44.405 +0.504 | 50.284 P9 +43.901 +8.412 | 50.378 P12 +46.314 +1.203 | 50.338 P13 +1l (~53.957) +7.643 | 51.059 P14 +1l (~55.646) +1.689 |
| 19 | 49.385 P4 +21.610 +10.571 | 49.771 P1 | 49.919 P5 +28.996 +7.386 | 1:18.834 19l P6 +30.273 +1.277 | 49.895 P7 +34.928 +4.655 | 49.928 P8 +35.646 +0.718 | 50.363 P2 +9.944 +9.944 | 50.259 P3 +11.039 +1.095 | 50.173 P11 +45.513 +0.653 | 50.226 P10 +44.860 +0.380 | 50.350 P9 +44.480 +8.834 | 50.481 P12 +47.024 +1.511 | 50.782 P13 +54.921 +7.897 | 51.084 P14 +57.040 +2.119 |
| 20 | 49.378 P3 +10.791 +9.595 | 1:16.133 20l P4 +15.936 +5.145 | 49.997 P5 +18.796 +2.860 | 52.236 P6 +22.312 +3.516 | 50.339 P7 +25.070 +2.758 | 49.914 P8 +25.363 +0.293 | 50.253 P1 | 50.354 P2 +1.196 +1.196 | 50.200 P11 +35.516 +0.446 | 50.407 P10 +35.070 +0.310 | 50.477 P9 +34.760 +9.397 | 50.515 P12 +37.342 +1.826 | 50.678 P13 +45.402 +8.060 | 51.068 P14 +47.911 +2.509 |
| 21 | 49.356 P2 +8.430 +8.430 | 51.478 P3 +15.697 +7.267 | 49.761 P4 +16.840 +1.143 | 50.231 P5 +20.826 +3.986 | 50.262 P6 +23.615 +2.789 | 50.381 P7 +24.027 +0.412 | 1:17.862 21l P8 +26.145 +2.118 | 50.521 P1 | 50.308 P10 +34.107 +0.857 | 51.186 P11 +34.539 +0.432 | 50.207 P9 +33.250 +7.105 | 50.924 P12 +36.549 +2.010 | 50.561 P13 +44.246 +7.697 | 51.100 P14 +47.294 +3.048 |
| 22 | 49.514 P1 | 49.634 P2 +7.387 +7.387 | 49.972 P3 +8.868 +1.481 | 50.535 P4 +13.417 +4.549 | 50.171 P5 +15.842 +2.425 | 50.217 P6 +16.300 +0.458 | 52.247 P8 +20.448 +0.700 | 1:17.692 22l P7 +19.748 +3.448 | 50.289 P10 +26.452 +0.563 | 50.525 P11 +27.120 +0.668 | 50.583 P9 +25.889 +5.441 | 50.750 P12 +29.355 +2.235 | 50.460 P13 +36.762 +7.407 | 51.211 P14 +40.561 +3.799 |
| 23 | 49.531 P1 | 49.718 P2 +7.574 +7.574 | 49.686 P3 +9.023 +1.449 | 50.249 P4 +14.135 +5.112 | 50.133 P5 +16.444 +2.309 | 49.892 P6 +16.661 +0.217 | 50.853 P7 +21.770 +5.109 | 52.056 P8 +22.273 +0.503 | 50.728 P10 +27.649 +0.223 | 50.676 P11 +28.265 +0.616 | 51.068 P9 +27.426 +5.153 | 50.377 P12 +30.201 +1.936 | 50.257 P13 +37.488 +7.287 | 51.661 P14 +42.691 +5.203 |
| 24 | 49.457 P1 | 49.564 P2 +7.681 +7.681 | 49.739 P3 +9.305 +1.624 | 50.404 P4 +15.082 +5.777 | 50.352 P5 +17.339 +2.257 | 50.324 P6 +17.528 +0.189 | 50.574 P7 +22.887 +5.359 | 50.648 P8 +23.464 +0.577 | 51.072 P9 +29.264 +5.800 | 50.897 P10 +29.705 +0.441 | 52.173 P11 +30.142 +0.437 | 50.846 P12 +31.590 +1.448 | 50.566 P13 +38.597 +7.007 | 51.006 P14 +44.240 +5.643 |
| 25 | 49.608 22l P1 | 49.831 5l P2 +7.904 +7.904 | 49.755 23l P3 +9.452 +1.548 | 50.543 6l P4 +16.017 +6.565 | 50.440 24l P5 +18.171 +2.154 | 50.423 16l P6 +18.343 +0.172 | 50.680 4l P7 +23.959 +5.616 | 50.487 3l P8 +24.343 +0.384 | 50.514 21l P9 +30.170 +5.827 | 50.602 11l P10 +30.699 +0.529 | 50.560 19l P11 +31.094 +0.395 | 50.663 20l P12 +32.645 +1.551 | 50.539 10l P13 +39.528 +6.883 | 51.194 15l P14 +45.826 +6.298 |
| Gap | +7.904 | +9.452 | +16.017 | +18.171 | +18.343 | +23.959 | +24.343 | +30.170 | +30.699 | +31.094 | +32.645 | +39.528 | +45.826 | |
| Best | 49.287 | 49.564 | 49.686 | 49.661 | 49.884 | 49.759 | 50.032 | 50.093 | 50.173 | 50.226 | 50.207 | 50.377 | 50.257 | 50.508 |
| Avg | 50.814 | 51.131 | 51.187 | 51.437 | 51.512 | 51.525 | 51.725 | 51.759 | 51.983 | 51.987 | 51.996 | 52.082 | 52.349 | 52.592 |
| Dev | 5.171 | 5.141 | 5.349 | 5.641 | 6.127 | 5.403 | 5.387 | 5.386 | 5.349 | 5.325 | 5.139 | 5.306 | 5.735 | 5.831 |
| S1 kart | 1 | 17 | 4 | 29 | 23 | 19 | 8 | 15 | 20 | 2 | 25 | 9 | 22 | 21 |
| S1 laps | 3 | 20 | 2 | 19 | 1 | 9 | 21 | 22 | 4 | 14 | 6 | 5 | 15 | 10 |
| S1 best | 51.159 | 49.654 | 52.041 | 49.661 | 0 | 50.242 | 50.032 | 50.093 | 51.831 | 50.278 | 50.718 | 50.463 | 50.328 | 50.508 |
| S1 avg | 51.836 | 50.101 | 52.041 | 50.161 | 0 | 50.819 | 50.546 | 50.624 | 52.910 | 51.095 | 51.846 | 52.190 | 51.623 | 51.490 |
| S1 dev | 0.677 | 0.609 | 0.000 | 0.728 | 0 | 0.809 | 0.747 | 1.039 | 1.188 | 1.461 | 1.372 | 2.295 | 2.691 | 1.558 |
| S2 kart | 4 | 29 | 23 | 22 | 14 | 25 | 17 | 8 | 1 | 21 | 9 | 20 | 2 | 19 |
| S2 laps | 22 | 5 | 23 | 6 | 24 | 16 | 4 | 3 | 21 | 11 | 19 | 20 | 10 | 15 |
| S2 best | 49.287 | 49.564 | 49.686 | 50.231 | 49.884 | 49.759 | 50.574 | 50.487 | 50.173 | 50.226 | 50.207 | 50.377 | 50.257 | 50.941 |
| S2 avg | 49.581 | 50.045 | 50.019 | 50.699 | 50.265 | 50.235 | 51.088 | 51.063 | 50.622 | 50.722 | 50.732 | 50.791 | 50.749 | 51.379 |
| S2 dev | 0.302 | 0.722 | 0.521 | 0.698 | 0.467 | 0.418 | 0.676 | 0.705 | 0.439 | 0.511 | 0.594 | 0.529 | 0.605 | 0.558 |