| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | AMG | georgin | АДский Дед | Danilov-Novorussky | Дмитрий Максименко | Гидромет | Gleb_Ropeiko | Sobieg | srzkv_ | Михалыч | Артёмh | VladALIEN |
| Kart | 20 | 30 | 15 | 8 | 12 | 19 | 3 | 14 | 10 | 41 | 24 | 2 |
| 1 | 53.348 P3 +0.324 +0.199 | 52.938 P4 +0.523 +0.199 | 53.741 P2 +0.125 +0.125 | 54.420 P1 | 52.850 P5 +1.186 +0.663 | 53.096 P7 +2.950 +1.441 | 52.164 P6 +1.509 +0.323 | 54.265 P9 +4.303 +0.961 | 59.418 P12 +7.635 +2.077 | 54.260 P10 +4.516 +0.213 | 54.225 P8 +3.342 +0.392 | 54.710 P11 +5.558 +1.042 |
| 2 | 51.253 P3 +0.279 +0.160 | 51.285 P4 +0.510 +0.231 | 51.292 P2 +0.119 +0.119 | 51.298 P1 | 52.049 P5 +1.937 +1.427 | 51.413 P7 +3.065 +0.344 | 52.510 P6 +2.721 +0.784 | 51.717 P9 +4.722 +0.712 | 51.308 P12 +7.645 +1.368 | 51.809 P10 +5.027 +0.305 | 51.966 P8 +4.010 +0.945 | 52.017 P11 +6.277 +1.250 |
| 3 | 51.359 P2 +0.118 +0.118 | 51.010 P1 | 51.755 P3 +0.354 +0.236 | 52.353 P4 +0.833 +0.479 | 51.485 P5 +1.902 +1.069 | 51.309 P7 +2.854 +0.214 | 51.439 P6 +2.640 +0.738 | 51.480 P9 +4.682 +0.613 | 51.066 P12 +7.191 +1.166 | 51.527 P10 +5.034 +0.352 | 51.579 P8 +4.069 +1.215 | 51.268 P11 +6.025 +0.991 |
| 4 | 50.427 P1 | 51.208 P3 +0.663 +0.357 | 50.497 P2 +0.306 +0.306 | 50.694 P4 +0.982 +0.319 | 51.399 P5 +2.756 +1.774 | 51.625 P7 +3.934 +0.503 | 51.336 P6 +3.431 +0.675 | 51.075 P9 +5.212 +0.301 | 50.879 P12 +7.525 +0.170 | 51.399 P10 +5.888 +0.676 | 51.387 P8 +4.911 +0.977 | 51.875 P11 +7.355 +1.467 |
| 5 | 49.902 P1 | 50.378 P3 +1.139 +0.145 | 50.590 P2 +0.994 +0.994 | 50.576 P4 +1.656 +0.517 | 51.039 P5 +3.893 +2.237 | 51.016 P7 +5.048 +0.279 | 51.240 P6 +4.769 +0.876 | 51.183 P9 +6.493 +0.355 | 52.587 P12 +10.210 +0.919 | 51.194 P10 +7.180 +0.687 | 51.129 P8 +6.138 +1.090 | 51.838 P11 +9.291 +2.111 |
| 6 | 49.916 P1 | 50.421 P3 +1.644 +0.376 | 50.190 P2 +1.268 +1.268 | 50.583 P4 +2.323 +0.679 | 51.003 P5 +4.980 +2.657 | 51.286 P7 +6.418 +0.810 | 50.755 P6 +5.608 +0.628 | 51.339 P9 +7.916 +0.472 | 51.742 P12 +12.036 +0.655 | 51.394 P10 +8.658 +0.742 | 51.222 P8 +7.444 +1.026 | 52.006 P11 +11.381 +2.723 |
| 7 | 49.984 P1 | 50.459 P3 +2.119 +0.525 | 50.310 P2 +1.594 +1.594 | 50.658 P4 +2.997 +0.878 | 51.101 P5 +6.097 +3.100 | 51.197 P7 +7.631 +0.936 | 51.071 P6 +6.695 +0.598 | 51.197 P9 +9.129 +0.178 | 51.375 P12 +13.427 +0.397 | 51.228 P10 +9.902 +0.773 | 51.491 P8 +8.951 +1.320 | 51.633 P11 +13.030 +3.128 |
| 8 | 50.030 P1 | 51.017 P3 +3.106 +1.187 | 50.355 P2 +1.919 +1.919 | 50.533 P4 +3.500 +0.394 | 51.089 P5 +7.156 +3.656 | 51.430 P7 +9.031 +1.299 | 51.067 P6 +7.732 +0.576 | 51.605 P9 +10.704 +0.255 | 1:31.110 8l P12 +1l (~54.335) +39.785 | 51.303 P10 +11.175 +0.471 | 51.528 P8 +10.449 +1.418 | 51.550 P11 +14.550 +3.375 |
| 9 | 50.097 P1 | 51.213 P4 +4.222 +0.001 | 50.459 P2 +2.281 +2.281 | 50.818 P3 +4.221 +1.940 | 51.026 P5 +8.085 +3.863 | 51.016 P7 +9.950 +1.500 | 50.815 P6 +8.450 +0.365 | 51.687 P8 +12.294 +2.344 | 52.006 P12 +1l (~56.095) +36.599 | 51.909 P9 +12.987 +0.693 | 59.144 P11 +19.496 +3.674 | 51.369 P10 +15.822 +2.835 |
| 10 | 50.042 P1 | 51.145 P4 +5.325 +0.246 | 50.349 P2 +2.588 +2.588 | 50.900 P3 +5.079 +2.491 | 51.175 P5 +9.218 +3.893 | 51.084 P7 +10.992 +1.105 | 51.479 P6 +9.887 +0.669 | 51.370 P8 +13.622 +2.630 | 51.772 P12 +1l (~58.714) +37.678 | 51.139 P9 +14.084 +0.462 | 51.582 P11 +21.036 +3.128 | 52.128 P10 +17.908 +3.824 |
| 11 | 49.995 P1 | 50.598 P4 +5.928 +0.281 | 50.407 P2 +3.000 +3.000 | 50.563 P3 +5.647 +2.647 | 51.223 P5 +10.446 +4.518 | 51.191 P7 +12.188 +1.362 | 50.934 P6 +10.826 +0.380 | 51.454 P8 +15.081 +2.893 | 51.542 P12 +1l (~59.457) +21.233 | 51.248 P9 +15.337 +0.256 | 51.492 P10 +22.533 +7.196 | 1:10.311 P11 +38.224 +15.691 |
| 12 | 49.791 P1 | 50.368 P4 +6.505 +0.119 | 50.555 P2 +3.764 +3.764 | 50.530 P3 +6.386 +2.622 | 51.096 P5 +11.751 +5.246 | 51.810 P6 +14.207 +2.456 | 1:00.660 P9 +21.695 +4.247 | 51.669 P7 +16.959 +2.752 | 51.807 P12 +1l (~61.897) +20.152 | 51.902 P8 +17.448 +0.489 | 51.787 P10 +24.529 +2.834 | 53.312 P11 +41.745 +17.216 |
| 13 | 49.941 P1 | 50.702 P4 +7.266 +0.158 | 50.616 P2 +4.439 +4.439 | 50.663 P3 +7.108 +2.669 | 51.102 P5 +12.912 +5.646 | 51.297 P6 +15.563 +2.651 | 51.318 P8 +23.072 +4.349 | 51.705 P7 +18.723 +3.160 | 51.534 P12 +1l (~63.519) +4.478 | 1:31.794 13l P11 +1l (~59.041) +15.332 | 51.443 P9 +26.031 +2.959 | 51.905 P10 +43.709 +17.678 |
| 14 | 50.042 P1 | 50.694 P4 +7.918 +0.208 | 50.527 P2 +4.924 +4.924 | 50.644 P3 +7.710 +2.786 | 50.899 P5 +13.769 +5.851 | 51.451 P6 +16.972 +3.203 | 50.644 P8 +23.674 +3.076 | 51.917 P7 +20.598 +3.626 | 51.357 P11 +1l (~65.014) +2.794 | 53.062 P10 +1l (~62.220) +34.573 | 51.658 P9 +27.647 +3.973 | 1:47.080 14l P12 +2l (~100.692) +35.678 |
| 15 | 49.856 P1 | 50.554 P3 +8.616 +2.855 | 50.693 P2 +5.761 +5.761 | 51.176 P4 +9.030 +0.414 | 51.147 P5 +15.060 +6.030 | 51.189 P6 +18.305 +3.245 | 50.783 P8 +24.601 +1.791 | 52.068 P7 +22.810 +4.505 | 51.303 P11 +1l (~65.907) +1.065 | 52.235 P10 +1l (~64.842) +35.284 | 51.767 P9 +29.558 +4.957 | 52.261 P12 +2l (~102.905) +36.998 |
| 16 | 49.955 P1 | 50.549 P3 +9.210 +2.865 | 50.539 P2 +6.345 +6.345 | 50.826 P4 +9.901 +0.691 | 1:28.365 16l P9 +1l (~53.307) +22.425 | 51.373 P5 +19.723 +9.822 | 50.989 P7 +25.635 +0.586 | 52.194 P6 +25.049 +5.326 | 51.259 P11 +1l (~67.006) | 52.418 P10 +1l (~67.006) +13.699 | 51.279 P8 +30.882 +5.247 | 53.334 P12 +2l (~106.122) +39.116 |
| 17 | 50.030 P1 | 1:25.509 17l P8 +44.689 +12.654 | 50.616 P2 +6.931 +6.931 | 50.976 P3 +10.847 +3.916 | 51.536 P9 +1l (~54.921) +10.232 | 51.231 P4 +20.924 +10.077 | 51.239 P6 +26.844 +0.372 | 51.453 P5 +26.472 +5.548 | 52.164 P10 +1l (~69.497) +14.576 | 53.203 P11 +1l (~70.242) +0.745 | 51.183 P7 +32.035 +5.191 | 53.183 P12 +2l (~109.678) +39.436 |
| 18 | 49.737 P1 | 50.638 P7 +45.590 +12.082 | 50.517 P2 +7.711 +7.711 | 1:27.575 18l P8 +48.685 +3.095 | 51.421 P9 +1l (~56.634) +7.949 | 51.570 P3 +22.757 +15.046 | 51.367 P4 +28.474 +5.717 | 51.910 P5 +28.645 +0.171 | 51.467 P10 +1l (~71.193) +14.559 | 52.105 P11 +1l (~72.326) +1.133 | 51.210 P6 +33.508 +4.863 | 51.660 P12 +2l (~111.349) +39.023 |
| 19 | 49.792 P1 | 50.448 P6 +46.246 +11.116 | 51.206 P2 +9.125 +9.125 | 51.232 P7 +1l (~50.140) +3.894 | 51.598 P8 +1l (~58.673) +8.533 | 1:29.466 19l P9 +1l (~62.529) +3.856 | 50.967 P3 +29.649 +20.524 | 51.534 P4 +30.387 +0.738 | 51.406 P10 +1l (~72.800) +10.271 | 51.939 P11 +1l (~75.165) +2.365 | 51.414 P5 +35.130 +4.743 | 52.180 P12 +2l (~113.857) +38.692 |
| 20 | 49.966 P1 | 50.348 P5 +46.628 +9.740 | 50.449 P2 +9.608 +9.608 | 50.828 P6 +1l (~50.814) +4.186 | 51.377 P7 +1l (~59.928) +9.114 | 51.185 P8 +1l (~63.676) +3.748 | 1:27.446 20l P9 +1l (~67.074) +3.398 | 52.181 P3 +32.602 +22.994 | 51.258 P10 +1l (~74.213) +7.139 | 51.787 P11 +1l (~76.662) +2.449 | 51.724 P4 +36.888 +4.286 | 51.182 P12 +2l (~115.063) +38.401 |
| 21 | 49.877 P1 | 50.414 P4 +47.165 +12.505 | 50.524 P2 +10.255 +10.255 | 50.849 P5 +1l (~52.005) +4.840 | 51.261 P6 +1l (~60.966) +8.961 | 51.256 P7 +1l (~64.946) +3.980 | 51.630 P8 +1l (~68.533) +3.587 | 51.935 P3 +34.660 +24.405 | 51.427 P9 +1l (~75.505) +6.972 | 52.044 P10 +1l (~78.815) +3.310 | 2:07.192 21l P11 +2l (~113.581) +34.766 | 52.025 P12 +2l (~116.849) +3.268 |
| 22 | 49.874 P1 | 50.369 P3 +47.660 +36.022 | 51.257 P2 +11.638 +11.638 | 50.914 P4 +1l (~52.883) +5.223 | 51.496 P5 +1l (~62.644) +9.761 | 51.223 P6 +1l (~66.306) +3.662 | 51.111 P7 +1l (~70.324) +4.018 | 1:29.200 22l P8 +1l (~73.860) +3.536 | 51.519 P9 +1l (~77.536) +3.676 | 52.144 P10 +1l (~80.997) +3.461 | 51.641 P11 +2l (~115.666) +34.669 | 52.210 P12 +2l (~119.652) +3.986 |
| 23 | 49.834 P1 | 50.383 P3 +48.209 +34.980 | 51.425 P2 +13.229 +13.229 | 50.779 P4 +53.944 +5.735 | 51.580 P5 +1l (~64.714) +10.770 | 51.275 P6 +1l (~68.012) +3.298 | 51.424 P7 +1l (~71.578) +3.566 | 51.822 P8 +1l (~75.957) +4.379 | 51.630 P9 +1l (~79.209) +3.252 | 52.215 P10 +1l (~83.780) +4.571 | 51.062 P11 +1l (~117.073) +33.293 | 52.382 P12 +1l (~122.306) +5.233 |
| 24 | 1:28.772 24l P2 +24.511 +24.511 | 50.389 P3 +34.337 +9.826 | 51.032 P1 | 50.715 P4 +40.398 +6.061 | 51.185 P5 +51.553 +11.155 | 51.224 P6 +54.782 +3.229 | 51.867 P7 +59.315 +4.533 | 51.937 P8 +60.000 +0.685 | 51.299 P9 +67.000 +7.000 | 52.094 P10 +63.000 +-4.000 | 51.442 P11 +1l (~103.925) +40.925 | 58.134 P12 +1l (~115.534) +11.609 |
| 25 | 50.814 P1 | 50.467 P2 +9.479 +9.479 | 1:28.318 25l P3 +12.993 +3.514 | 50.865 P4 +15.938 +2.945 | 50.916 P5 +27.144 +11.206 | 51.027 P6 +30.484 +3.340 | 52.243 P7 +36.233 +5.749 | 51.988 P8 +40.313 +4.080 | 51.315 P9 +42.157 +1.844 | 52.064 P10 +48.062 +5.905 | 51.249 P11 +1l (~80.112) +32.050 | 52.282 P12 +1l (~92.807) +12.695 |
| 26 | 50.953 P1 | 50.331 P2 +8.857 +8.857 | 50.957 P3 +12.997 +4.140 | 50.886 P4 +15.871 +2.874 | 51.108 P5 +27.299 +11.428 | 51.010 P6 +30.541 +3.242 | 51.602 P7 +36.882 +6.341 | 51.817 P8 +41.177 +4.295 | 51.572 P9 +42.776 +1.599 | 52.237 P10 +49.346 +6.570 | 51.829 P11 +1l (~81.239) +31.893 | 51.638 P12 +1l (~93.569) +12.330 |
| 27 | 50.806 P1 | 50.340 P2 +8.391 +8.391 | 50.704 P3 +12.895 +4.504 | 50.801 P4 +15.866 +2.971 | 51.119 P5 +27.612 +11.746 | 51.111 P6 +30.846 +3.234 | 52.037 P7 +38.113 +7.267 | 51.812 P8 +42.183 +4.070 | 51.273 P9 +43.243 +1.060 | 51.862 P10 +1l (~50.706) +7.463 | 51.493 P11 +1l (~82.428) +31.722 | 52.221 P12 +1l (~95.171) +12.743 |
| 28 | 50.533 P1 | 50.383 P2 +8.241 +8.241 | 50.692 P3 +13.054 +4.813 | 50.831 P4 +16.164 +3.110 | 51.241 P5 +28.320 +12.156 | 50.989 P6 +31.302 +2.982 | 51.641 P7 +39.221 +7.919 | 51.521 P8 +43.171 +3.950 | 52.014 P9 +44.724 +1.553 | 52.751 P10 +1l (~52.458) +7.734 | 51.449 P11 +1l (~82.612) +30.154 | 52.403 P12 +1l (~96.840) +14.228 |
| 29 | 51.228 P1 | 50.465 P2 +7.478 +7.478 | 50.806 P3 +12.632 +5.154 | 50.790 P4 +15.726 +3.094 | 51.183 P5 +28.275 +12.549 | 51.137 P6 +31.211 +2.936 | 51.649 P7 +39.642 +8.431 | 51.494 P8 +43.437 +3.795 | 51.657 P9 +45.153 +1.716 | 52.220 16l P10 +1l | 51.355 8l P11 +1l | 51.185 15l P12 +1l |
| 30 | 50.734 6l P1 | 50.474 13l P2 +7.218 +7.218 | 50.698 5l P3 +12.596 +5.378 | 50.783 12l P4 +15.775 +3.179 | 50.985 14l P5 +28.526 +12.751 | 52.130 11l P6 +32.607 +4.081 | 51.981 10l P7 +40.889 +8.282 | 51.624 8l P8 +44.327 +3.438 | 51.150 22l P9 +45.569 +1.242 | |||
| Gap | +7.218 | +12.596 | +15.775 | +28.526 | +32.607 | +40.889 | +44.327 | +45.569 | +1l (~52.458) | +1l (~82.612) | +1l (~96.840) | |
| Best | 49.737 | 50.331 | 50.190 | 50.530 | 50.899 | 50.989 | 50.644 | 51.075 | 50.879 | 51.139 | 51.062 | 51.182 |
| Avg | 51.629 | 51.849 | 52.069 | 52.201 | 52.535 | 52.620 | 52.913 | 53.005 | 53.107 | 53.396 | 54.445 | 54.871 |
| Dev | 6.936 | 6.271 | 6.762 | 6.608 | 6.664 | 6.854 | 6.640 | 6.743 | 7.206 | 7.287 | 13.828 | 10.477 |
| S1 kart | 20 | 30 | 15 | 8 | 12 | 19 | 3 | 14 | 10 | 41 | 24 | 2 |
| S1 laps | 24 | 17 | 25 | 18 | 16 | 19 | 20 | 22 | 8 | 13 | 21 | 14 |
| S1 best | 49.737 | 50.368 | 50.190 | 50.530 | 50.899 | 51.016 | 50.644 | 51.075 | 50.879 | 51.139 | 51.129 | 51.268 |
| S1 avg | 50.219 | 50.908 | 50.829 | 51.071 | 51.312 | 51.421 | 51.725 | 51.758 | 52.625 | 51.692 | 52.010 | 52.134 |
| S1 dev | 0.779 | 0.611 | 0.724 | 0.941 | 0.490 | 0.454 | 2.154 | 0.641 | 2.821 | 0.817 | 1.755 | 0.921 |
| S2 kart | 24 | 2 | 14 | 12 | 41 | 30 | 8 | 3 | 101 | 102 | 19 | 10 |
| S2 laps | 6 | 13 | 5 | 12 | 14 | 11 | 10 | 8 | 22 | 16 | 8 | 15 |
| S2 best | 50.533 | 50.331 | 50.692 | 50.715 | 50.916 | 50.989 | 51.111 | 51.494 | 51.150 | 51.787 | 51.062 | 51.182 |
| S2 avg | 50.844 | 50.419 | 50.771 | 50.856 | 51.286 | 51.233 | 51.718 | 51.751 | 51.533 | 52.273 | 51.440 | 52.552 |
| S2 dev | 0.212 | 0.079 | 0.102 | 0.124 | 0.212 | 0.299 | 0.309 | 0.173 | 0.269 | 0.390 | 0.218 | 1.600 |