Winning is everything. The only ones who remember you when you come second are your wife and your dog.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kirill Yurashev | Roma2008 | Жолобов | Васюков | ZKA24 | Михеев | Aliant | georgin | bash | Samoshkin | Volkov VS | EGOR | glass_off_water |
| Kart | 24 | 17 | 29 | 25 | 13 | 14 | 26 | 23 | 15 | 27 | 16 | 12 | 20 |
| 1 | 52.827 P12 +5.309 +0.515 | 52.157 P7 +2.718 +0.478 | 51.267 P9 +3.390 +0.589 | 53.031 P1 | 52.180 P2 +0.841 +0.841 | 54.246 P5 +2.230 +0.110 | 52.118 P6 +2.240 +0.010 | 52.369 P4 +2.120 +0.856 | 52.019 P3 +1.264 +0.423 | 52.357 P10 +3.836 +0.446 | 52.669 P11 +4.794 +0.958 | 51.939 P8 +2.801 +0.083 | 54.202 P13 +5.816 +0.507 |
| 2 | 50.493 P11 +5.844 +0.005 | 51.298 P7 +4.058 +0.553 | 50.073 P6 +3.505 +0.752 | 49.958 P1 | 49.942 P2 +0.825 +0.825 | 1:18.782 2l P13 +31.054 +24.104 | 50.471 P5 +2.753 +0.287 | 50.304 P4 +2.466 +0.906 | 50.254 P3 +1.560 +0.735 | 50.819 P9 +4.697 +0.178 | 51.003 P10 +5.839 +1.142 | 51.676 P8 +4.519 +0.461 | 51.092 P12 +6.950 +1.106 |
| 3 | 50.331 P10 +6.175 +0.949 | 50.327 P7 +4.385 +1.269 | 49.668 P5 +3.173 +0.586 | 50.000 P1 | 49.926 P2 +0.751 +0.751 | 50.491 P13 +31.545 +23.736 | 50.363 P5 +3.116 +-0.057 | 50.121 P4 +2.587 +0.951 | 50.076 P3 +1.636 +0.885 | 50.529 P9 +5.226 +0.215 | 50.731 P11 +6.570 +0.395 | 50.492 P8 +5.011 +0.626 | 50.859 P12 +7.809 +1.239 |
| 4 | 50.319 P9 +6.642 +0.635 | 50.153 P7 +4.686 +1.123 | 49.650 P4 +2.971 +0.948 | 49.852 P1 | 49.881 P2 +0.780 +0.780 | 50.369 P12 +32.062 +24.994 | 50.299 P6 +3.563 +0.416 | 50.412 P5 +3.147 +0.176 | 50.239 P3 +2.023 +1.243 | 50.633 P8 +6.007 +1.321 | 50.350 P11 +7.068 +0.330 | 51.579 P10 +6.738 +0.096 | 1:20.517 4l P13 +38.474 +6.412 |
| 5 | 49.951 P9 +6.799 +0.569 | 50.184 P7 +5.076 +1.402 | 49.472 P4 +2.649 +0.337 | 49.794 P1 | 49.996 P2 +0.982 +0.982 | 50.422 P12 +32.690 +24.820 | 49.905 P6 +3.674 +0.238 | 50.083 P5 +3.436 +0.787 | 50.083 P3 +2.312 +1.330 | 50.017 P8 +6.230 +1.154 | 50.596 P11 +7.870 +0.211 | 50.715 P10 +7.659 +0.860 | 51.430 P13 +40.110 +7.420 |
| 6 | 49.778 P9 +6.943 +0.331 | 50.181 P7 +5.623 +1.607 | 49.611 P3 +2.626 +1.568 | 49.634 P1 | 49.710 P2 +1.058 +1.058 | 50.223 P12 +33.279 +24.537 | 49.976 P6 +4.016 +0.155 | 50.059 P5 +3.861 +0.523 | 50.660 P4 +3.338 +0.712 | 50.016 P8 +6.612 +0.989 | 50.506 P11 +8.742 +0.357 | 50.360 P10 +8.385 +1.442 | 51.390 P13 +41.866 +8.587 |
| 7 | 49.855 P9 +7.163 +0.352 | 50.362 P7 +6.350 +1.800 | 49.412 P3 +2.403 +1.008 | 49.635 P1 | 49.972 P2 +1.395 +1.395 | 50.105 P12 +33.749 +24.451 | 50.169 P6 +4.550 +0.201 | 50.123 P5 +4.349 +0.541 | 50.105 P4 +3.808 +1.405 | 49.834 P8 +6.811 +0.461 | 50.185 P10 +9.292 +2.129 | 50.548 P11 +9.298 +0.006 | 51.126 P13 +43.357 +9.608 |
| 8 | 50.230 P9 +7.648 +0.633 | 50.202 P7 +6.807 +1.785 | 49.526 P3 +2.184 +0.659 | 49.745 P1 | 49.875 P2 +1.525 +1.525 | 50.185 P12 +34.189 +24.001 | 50.055 P5 +4.860 +0.605 | 50.418 P6 +5.022 +0.162 | 50.192 P4 +4.255 +2.071 | 49.949 P8 +7.015 +0.208 | 50.331 P10 +9.878 +2.230 | 50.635 P11 +10.188 +0.310 | 51.320 P13 +44.932 +10.743 |
| 9 | 49.958 P9 +7.944 +0.585 | 50.070 P7 +7.215 +1.713 | 49.457 P3 +1.979 +0.153 | 49.662 P1 | 49.963 P2 +1.826 +1.826 | 50.104 P12 +34.631 +23.127 | 49.784 P5 +4.982 +0.152 | 50.142 P6 +5.502 +0.520 | 50.237 P4 +4.830 +2.851 | 50.006 P8 +7.359 +0.144 | 50.369 P10 +10.585 +2.641 | 50.978 P11 +11.504 +0.919 | 51.336 P13 +46.606 +11.975 |
| 10 | 49.844 P9 +8.068 +0.473 | 49.981 P7 +7.476 +1.494 | 49.533 P2 +1.792 +1.792 | 49.720 P1 | 50.018 P3 +2.124 +0.332 | 50.115 P12 +35.026 +22.850 | 50.047 P5 +5.309 +0.155 | 50.200 P6 +5.982 +0.673 | 50.044 P4 +5.154 +3.030 | 49.956 P8 +7.595 +0.119 | 50.255 P10 +11.120 +3.052 | 50.392 P11 +12.176 +1.056 | 51.385 P13 +48.271 +13.245 |
| 11 | 50.519 P9 +8.824 +0.289 | 50.675 P7 +8.388 +2.005 | 49.609 P2 +1.638 +1.638 | 49.763 P1 | 49.761 P3 +2.122 +0.484 | 50.005 P12 +35.268 +22.454 | 50.494 P4 +6.040 +3.918 | 50.164 P6 +6.383 +0.102 | 50.890 P5 +6.281 +0.241 | 50.703 P8 +8.535 +0.147 | 50.164 P10 +11.521 +2.697 | 50.401 P11 +12.814 +1.293 | 51.495 P13 +1l (~50.034) +14.766 |
| 12 | 50.056 P9 +9.126 +0.179 | 50.115 P7 +8.749 +1.698 | 49.466 P2 +1.350 +1.350 | 49.754 P1 | 49.719 P3 +2.087 +0.737 | 50.010 P12 +35.524 +21.828 | 49.884 P4 +6.170 +4.083 | 50.422 P6 +7.051 +0.346 | 50.178 P5 +6.705 +0.535 | 50.166 P8 +8.947 +0.198 | 50.199 P10 +11.966 +2.840 | 50.636 P11 +13.696 +1.730 | 51.373 P13 +1l (~51.448) +15.924 |
| 13 | 50.214 P9 +9.620 +0.325 | 50.076 P7 +9.105 +1.749 | 49.419 P2 +1.049 +1.049 | 49.720 P1 | 49.870 P3 +2.237 +1.188 | 50.037 P12 +35.841 +20.858 | 50.091 P4 +6.541 +4.304 | 50.025 P6 +7.356 +0.383 | 49.988 P5 +6.973 +0.432 | 50.068 P8 +9.295 +0.190 | 50.160 P10 +12.406 +2.786 | 51.007 P11 +14.983 +2.577 | 51.659 P13 +1l (~53.039) +17.198 |
| 14 | 49.960 P9 +10.025 +0.240 | 49.918 P7 +9.468 +1.501 | 49.424 P2 +0.918 +0.918 | 49.555 P1 | 50.178 P3 +2.860 +1.942 | 50.006 P12 +36.292 +20.037 | 49.871 P4 +6.857 +3.997 | 50.166 P6 +7.967 +0.638 | 49.911 P5 +7.329 +0.472 | 50.045 P8 +9.785 +0.317 | 50.148 P10 +12.999 +2.974 | 50.827 P11 +16.255 +3.256 | 51.157 P13 +1l (~54.951) +18.659 |
| 15 | 50.015 P8 +10.408 +0.409 | 50.163 P7 +9.999 +1.265 | 49.442 P2 +0.728 +0.728 | 49.632 P1 | 50.047 P3 +3.275 +2.547 | 49.957 P11 +36.617 +19.247 | 49.841 P4 +7.066 +3.791 | 50.399 P6 +8.734 +0.872 | 50.165 P5 +7.862 +0.796 | 1:19.150 15l P12 +39.303 +2.686 | 50.293 P9 +13.660 +3.252 | 50.747 P10 +17.370 +3.710 | 51.210 P13 +1l (~56.784) +17.481 |
| 16 | 49.934 P8 +10.728 +0.360 | 49.983 P7 +10.368 +1.220 | 49.516 P2 +0.630 +0.630 | 49.614 P1 | 50.164 P3 +3.825 +3.195 | 50.030 P10 +37.033 +22.883 | 49.797 P4 +7.249 +3.424 | 50.028 P6 +9.148 +0.742 | 50.158 P5 +8.406 +1.157 | 50.582 P11 +40.271 +3.238 | 50.104 P9 +14.150 +3.422 | 1:20.159 16l P12 +47.915 +7.644 | 51.726 P13 +1l (~58.983) +11.068 |
| 17 | 49.921 P8 +11.005 +0.065 | 50.216 P7 +10.940 +1.191 | 49.427 P2 +0.413 +0.413 | 49.644 P1 | 50.052 P3 +4.233 +3.820 | 50.036 P10 +37.425 +22.435 | 50.191 P4 +7.796 +3.563 | 50.245 P6 +9.749 +0.452 | 50.535 P5 +9.297 +1.501 | 50.414 P11 +41.041 +3.616 | 50.484 P9 +14.990 +3.985 | 51.107 P12 +49.378 +8.337 | 51.470 P13 +1l (~60.672) +11.294 |
| 18 | 50.987 P8 +12.386 +0.237 | 50.815 P7 +12.149 +1.255 | 49.525 P2 +0.332 +0.332 | 49.606 P1 | 49.918 P3 +4.545 +4.213 | 49.899 P10 +37.718 +21.953 | 49.694 P4 +7.884 +3.339 | 50.751 P6 +10.894 +0.999 | 50.204 P5 +9.895 +2.011 | 50.469 P11 +41.904 +4.186 | 50.381 P9 +15.765 +3.379 | 51.371 P12 +1l (~51.123) +9.219 | 51.778 P13 +1l (~63.022) +11.899 |
| 19 | 50.235 P8 +12.522 +0.197 | 50.275 P7 +12.325 +1.236 | 49.767 P1 | 50.329 P2 +0.230 +0.230 | 50.092 P3 +4.538 +4.308 | 50.004 P10 +37.623 +21.777 | 49.767 P4 +7.552 +3.014 | 50.294 P6 +11.089 +1.145 | 50.148 P5 +9.944 +2.392 | 50.470 P11 +42.275 +4.652 | 50.180 P9 +15.846 +3.324 | 50.777 P12 +1l (~51.789) +9.514 | 51.541 P13 +1l (~64.252) +12.463 |
| 20 | 50.997 P7 +14.007 +0.132 | 51.062 P6 +13.875 +3.175 | 49.512 P1 | 49.436 P2 +0.154 +0.154 | 49.984 P3 +5.010 +4.856 | 50.061 P9 +38.172 +21.376 | 50.060 P4 +8.100 +3.090 | 1:18.340 20l P10 +39.917 +1.745 | 50.268 P5 +10.700 +2.600 | 50.365 P11 +43.128 +3.211 | 50.462 P8 +16.796 +2.789 | 50.829 P12 +1l (~53.194) +10.066 | 51.315 P13 +1l (~66.248) +13.054 |
| 21 | 50.199 P5 +14.745 +3.106 | 50.547 P6 +14.961 +0.216 | 49.461 P1 | 49.496 P2 +0.189 +0.189 | 50.020 P3 +5.569 +5.380 | 50.025 P9 +38.736 +0.830 | 1:19.267 21l P8 +37.906 +20.267 | 50.076 P10 +40.532 +1.796 | 50.400 P4 +11.639 +6.070 | 50.169 P11 +43.836 +3.304 | 50.304 P7 +17.639 +2.678 | 50.842 P12 +1l (~54.659) +10.823 | 51.334 P13 +1l (~68.258) +13.599 |
| 22 | 49.982 P4 +15.135 +2.779 | 50.190 P5 +15.559 +0.424 | 49.592 P1 | 49.669 P2 +0.266 +0.266 | 1:18.331 22l P7 +34.308 +15.758 | 50.013 P9 +39.157 +0.370 | 50.473 P8 +38.787 +4.479 | 50.171 P10 +41.111 +1.954 | 50.309 P3 +12.356 +12.090 | 50.285 P11 +44.529 +3.418 | 50.503 P6 +18.550 +2.991 | 50.994 P12 +1l (~56.036) +11.507 | 51.493 P13 +1l (~69.972) +13.936 |
| 23 | 49.940 P3 +15.576 +15.165 | 50.059 P4 +16.119 +0.543 | 49.499 P1 | 49.644 P2 +0.411 +0.411 | 49.985 P6 +34.794 +15.189 | 50.574 P7 +40.232 +5.438 | 51.080 P8 +40.368 +0.136 | 50.219 P9 +41.831 +1.463 | 1:19.185 23l P10 +42.042 +0.211 | 50.283 P11 +45.313 +3.271 | 50.554 P5 +19.605 +3.486 | 50.847 P12 +1l (~57.192) +11.879 | 51.320 P13 +1l (~71.752) +14.560 |
| 24 | 49.973 P2 +16.003 +16.003 | 50.411 P3 +16.984 +0.981 | 49.546 P1 | 1:19.626 24l P5 +30.491 +9.934 | 50.071 P6 +35.319 +4.828 | 50.301 P7 +40.987 +5.668 | 50.364 P8 +41.186 +0.199 | 49.989 P9 +42.274 +1.088 | 50.215 P10 +42.711 +0.437 | 50.455 P11 +46.222 +3.511 | 50.498 P4 +20.557 +3.573 | 50.748 P12 +58.471 +12.249 | 51.455 20l P13 +1l |
| 25 | 50.046 P1 | 50.329 P2 +1.264 +1.264 | 1:18.104 P3 +12.055 +10.791 | 50.233 1l P4 +14.675 +2.620 | 50.299 3l P5 +19.569 +4.894 | 50.513 23l P6 +25.451 +5.882 | 50.395 4l P7 +25.532 +0.081 | 50.111 5l P8 +26.336 +0.804 | 50.106 2l P9 +26.768 +0.432 | 50.421 10l P10 +30.594 +3.826 | 1:22.932 P11 +37.440 +6.846 | 50.729 9l P12 +43.151 +5.711 | |
| Gap | +1.264 | +12.055 | +14.675 | +19.569 | +25.451 | +25.532 | +26.336 | +26.768 | +30.594 | +37.440 | +43.151 | +1l (~71.752) | |
| Best | 49.778 | 49.918 | 49.412 | 49.436 | 49.710 | 49.899 | 49.694 | 49.989 | 49.911 | 49.834 | 50.104 | 50.360 | 50.859 |
| Avg | 50.262 | 50.389 | 50.759 | 51.070 | 51.198 | 51.460 | 51.378 | 51.425 | 51.462 | 51.526 | 51.774 | 52.053 | 52.707 |
| Dev | 0.609 | 0.488 | 5.594 | 5.868 | 5.557 | 5.637 | 5.714 | 5.513 | 5.673 | 5.659 | 6.379 | 5.750 | 5.829 |
| S1 kart | 29 | 25 | 13 | 14 | 26 | 23 | 15 | 27 | 16 | 12 | 20 | ||
| S1 laps | 25 | 24 | 22 | 2 | 21 | 20 | 23 | 15 | 25 | 16 | 4 | ||
| S1 best | 49.412 | 49.436 | 49.710 | 54.246 | 49.694 | 50.025 | 49.911 | 49.834 | 50.104 | 50.360 | 50.859 | ||
| S1 avg | 49.619 | 49.864 | 50.060 | 54.246 | 50.143 | 50.353 | 50.321 | 50.364 | 50.476 | 50.862 | 52.051 | ||
| S1 dev | 0.371 | 0.699 | 0.490 | 0.000 | 0.507 | 0.506 | 0.429 | 0.633 | 0.502 | 0.478 | 1.524 | ||
| S2 kart | 25 | 15 | 26 | 19 | 23 | 12 | 13 | 20 | 29 | 27 | 14 | ||
| S2 laps | 0 | 1 | 3 | 23 | 4 | 5 | 2 | 10 | 0 | 9 | 20 | ||
| S2 best | 0 | 50.233 | 49.985 | 49.899 | 50.364 | 49.989 | 50.106 | 50.169 | 0 | 50.729 | 51.126 | ||
| S2 avg | 0 | 50.233 | 50.118 | 50.151 | 50.578 | 50.113 | 50.160 | 50.391 | 0 | 50.916 | 51.415 | ||
| S2 dev | 0 | 0.000 | 0.132 | 0.192 | 0.293 | 0.079 | 0.055 | 0.113 | 0 | 0.197 | 0.167 |