A champion is defined not by their wins, but how they can recover when they fall.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | |
|---|---|---|---|---|---|---|---|
| Driver | Антон Тетенов | Ivan | KOBRA | крут | narkoLog | polyshes | федя |
| Kart | 5 | 7 | 12 | 9 | 1 | 8 | 6 |
| 1 | 29.793 P1 | 29.789 P2 +0.406 +0.406 | 30.113 P3 +1.110 +0.704 | 30.075 P4 +1.470 +0.360 | 30.533 P6 +3.242 +1.509 | 30.542 P7 +3.434 +0.192 | 30.124 P5 +1.733 +0.263 |
| 2 | 29.579 P1 | 29.652 P2 +0.479 +0.479 | 30.034 P3 +1.565 +1.086 | 29.992 P4 +1.883 +0.318 | 30.269 P6 +3.932 +1.625 | 30.860 P7 +4.715 +0.783 | 30.153 P5 +2.307 +0.424 |
| 3 | 29.338 P1 | 29.523 P2 +0.664 +0.664 | 29.984 P3 +2.211 +1.547 | 30.140 P4 +2.685 +0.474 | 30.236 P6 +4.830 +1.752 | 30.971 P7 +6.348 +1.518 | 30.109 P5 +3.078 +0.393 |
| 4 | 29.146 P1 | 29.800 P2 +1.318 +1.318 | 29.814 P3 +2.879 +1.561 | 29.748 P4 +3.287 +0.408 | 29.968 P6 +5.652 +1.460 | 30.075 P7 +7.277 +1.625 | 30.260 P5 +4.192 +0.905 |
| 5 | 29.387 P1 | 29.719 P2 +1.650 +1.650 | 29.854 P3 +3.346 +1.696 | 29.757 P4 +3.657 +0.311 | 30.049 P6 +6.314 +1.789 | 30.270 P7 +8.160 +1.846 | 29.720 P5 +4.525 +0.868 |
| 6 | 29.415 P1 | 29.720 P2 +1.955 +1.955 | 29.943 P3 +3.874 +1.919 | 29.975 P4 +4.217 +0.343 | 30.158 P6 +7.057 +2.131 | 30.099 P7 +8.844 +1.787 | 29.816 P5 +4.926 +0.709 |
| 7 | 29.229 P1 | 29.485 P2 +2.211 +2.211 | 29.922 P3 +4.567 +2.356 | 29.982 P4 +4.970 +0.403 | 30.120 P6 +7.948 +2.296 | 30.643 P7 +10.258 +2.310 | 29.955 P5 +5.652 +0.682 |
| 8 | 29.360 P1 | 29.707 P2 +2.558 +2.558 | 29.650 P3 +4.857 +2.299 | 30.282 P4 +5.892 +1.035 | 29.829 P6 +8.417 +2.194 | 30.324 P7 +11.222 +2.805 | 29.931 P5 +6.223 +0.331 |
| 9 | 29.519 P1 | 29.331 P2 +2.370 +2.370 | 29.829 P3 +5.167 +2.797 | 29.863 P4 +6.236 +1.069 | 29.956 P6 +8.854 +2.306 | 30.007 P7 +11.710 +2.856 | 29.844 P5 +6.548 +0.312 |
| 10 | 29.360 P1 | 29.699 P2 +2.709 +2.709 | 29.839 P3 +5.646 +2.937 | 29.984 P4 +6.860 +1.214 | 29.962 P6 +9.456 +2.353 | 30.276 P7 +12.626 +3.170 | 29.915 P5 +7.103 +0.243 |
| 11 | 29.895 P1 | 29.582 P2 +2.396 +2.396 | 30.023 P3 +5.774 +3.378 | 30.591 P4 +7.556 +1.782 | 30.176 P6 +9.737 +1.890 | 30.146 P7 +12.877 +3.140 | 30.639 P5 +7.847 +0.291 |
| 12 | 29.347 P1 | 29.404 P2 +2.453 +2.453 | 29.985 P3 +6.412 +3.959 | 30.082 P4 +8.291 +1.879 | 30.221 P6 +10.611 +1.652 | 30.391 P7 +13.921 +3.310 | 30.459 P5 +8.959 +0.668 |
| 13 | 29.313 P1 | 29.367 P2 +2.507 +2.507 | 29.859 P3 +6.958 +4.451 | 29.766 P4 +8.744 +1.786 | 29.899 P6 +11.197 +1.783 | 30.358 P7 +14.966 +3.769 | 29.768 P5 +9.414 +0.670 |
| 14 | 29.315 P1 | 29.497 P2 +2.689 +2.689 | 30.454 P3 +8.097 +5.408 | 30.305 P4 +9.734 +1.637 | 30.208 P6 +12.090 +2.148 | 30.121 P7 +15.772 +3.682 | 29.843 P5 +9.942 +0.208 |
| 15 | 29.623 P1 | 30.037 P2 +3.103 +3.103 | 30.080 P3 +8.554 +5.451 | 30.048 P4 +10.159 +1.605 | 29.958 P6 +12.425 +2.072 | 30.508 P7 +16.657 +4.232 | 30.034 P5 +10.353 +0.194 |
| 16 | 29.688 P1 | 29.719 P2 +3.134 +3.134 | 29.971 P3 +8.837 +5.703 | 29.901 P4 +10.372 +1.535 | 1:00.540 16l P7 +1l (~43.586) +26.255 | 30.362 P6 +17.331 +6.734 | 29.932 P5 +10.597 +0.225 |
| 17 | 29.507 P1 | 29.710 P2 +3.337 +3.337 | 30.082 P3 +9.412 +6.075 | 29.970 P4 +10.835 +1.423 | 32.398 P7 +1l (~45.834) +27.799 | 30.211 P6 +18.035 +6.845 | 30.100 P5 +11.190 +0.355 |
| 18 | 29.719 P1 | 29.738 P2 +3.356 +3.356 | 29.627 P3 +9.320 +5.964 | 29.733 P4 +10.849 +1.529 | 30.714 P7 +1l (~46.858) +28.409 | 30.133 P6 +18.449 +7.317 | 29.661 P5 +11.132 +0.283 |
| 19 | 29.651 P1 | 29.636 P2 +3.341 +3.341 | 29.600 P3 +9.269 +5.928 | 29.909 P4 +11.107 +1.838 | 30.719 P7 +1l (~48.425) +29.071 | 30.556 P6 +19.354 +8.006 | 29.867 P5 +11.348 +0.241 |
| 20 | 29.266 P1 | 29.923 P2 +3.998 +3.998 | 29.837 P3 +9.840 +5.842 | 29.767 P4 +11.608 +1.768 | 30.646 P7 +1l (~49.560) +29.182 | 30.290 P6 +20.378 +8.199 | 30.097 P5 +12.179 +0.571 |
| 21 | 29.746 P1 | 29.602 P2 +3.854 +3.854 | 29.816 P3 +9.910 +6.056 | 29.790 P4 +11.652 +1.742 | 30.448 P6 +1l (~50.506) +29.704 | 30.170 P5 +20.802 +9.150 | 1:11.567 21l P7 +1l (~54.012) +3.506 |
| 22 | 29.187 P1 | 29.839 P2 +4.506 +4.506 | 29.744 P3 +10.467 +5.961 | 59.121 22l P5 +1l (~41.463) +19.798 | 30.391 P6 +1l (~51.552) +10.089 | 30.050 P4 +21.665 +11.198 | 32.061 P7 +1l (~57.264) +5.712 |
| 23 | 29.625 P1 | 29.720 P2 +4.601 +4.601 | 29.679 P3 +10.521 +5.920 | 30.975 P5 +1l (~43.184) +21.172 | 30.247 P6 +1l (~52.314) +9.130 | 29.972 P4 +22.012 +11.491 | 31.245 P7 +1l (~58.464) +6.150 |
| 24 | 58.274 24l P4 +23.983 +5.845 | 29.690 P1 | 29.850 P2 +6.080 +6.080 | 30.182 P5 +1l (~38.782) +14.799 | 30.639 P6 +1l (~48.776) +9.994 | 30.417 P3 +18.138 +12.058 | 31.055 P7 +1l (~55.280) +6.504 |
| 25 | 32.628 P3 +20.570 +7.945 | 58.844 25l P4 +22.803 +2.233 | 29.961 P1 | 30.440 P5 +1l (~33.590) +10.787 | 31.111 P6 +1l (~43.620) +10.030 | 30.528 P2 +12.625 +12.625 | 30.250 P7 +1l (~49.347) +5.727 |
| 26 | 29.837 P3 +20.351 +6.687 | 30.405 P4 +23.152 +2.801 | 30.056 P1 | 30.558 P5 +1l (~33.576) +10.424 | 30.494 P6 +1l (~44.123) +10.547 | 31.095 P2 +13.664 +13.664 | 30.797 P7 +1l (~50.037) +5.914 |
| 27 | 30.068 P3 +20.379 +6.125 | 30.159 P4 +23.271 +2.892 | 30.040 P1 | 30.928 P5 +1l (~34.626) +11.355 | 30.640 P6 +1l (~44.308) +9.682 | 30.630 P2 +14.254 +14.254 | 30.525 P7 +1l (~50.619) +6.311 |
| 28 | 30.549 P3 +20.926 +6.170 | 29.817 P4 +23.086 +2.160 | 30.002 P1 | 30.184 P5 +1l (~35.026) +11.940 | 57.954 12l P7 +2l (~72.746) +21.518 | 30.504 P2 +14.756 +14.756 | 30.380 P6 +1l (~51.228) +16.202 |
| 29 | 30.517 P3 +21.694 +6.268 | 29.803 P4 +23.140 +1.446 | 29.749 P1 | 30.148 P5 +1l (~35.121) +11.981 | 31.127 P7 +2l (~73.705) +21.595 | 30.419 P2 +15.426 +15.426 | 31.164 P6 +1l (~52.110) +16.989 |
| 30 | 30.403 P2 +22.326 +22.326 | 29.877 P3 +23.246 +0.920 | 29.771 P1 | 30.295 P4 +1l (~35.997) +12.751 | 30.287 P7 +2l (~74.407) +20.313 | 1:00.374 30l P5 +1l (~46.161) +10.164 | 31.308 P6 +1l (~54.094) +7.933 |
| 31 | 29.463 P2 +21.863 +21.863 | 30.446 P3 +23.766 +1.903 | 29.926 P1 | 30.204 P4 +1l (~35.878) +12.112 | 30.087 P7 +1l (~74.906) +20.719 | 31.286 P5 +1l (~47.438) +11.560 | 30.313 P6 +1l (~54.187) +6.749 |
| 32 | 29.546 P2 +21.418 +21.418 | 29.949 P3 +23.724 +2.306 | 29.991 P1 | 30.117 P4 +36.125 +12.401 | 29.787 P7 +1l (~74.211) +19.763 | 31.514 P5 +48.912 +12.787 | 30.596 P6 +1l (~54.448) +5.536 |
| 33 | 29.694 P1 | 29.585 P2 +2.197 +2.197 | 57.694 33l P3 +6.582 +4.385 | 30.107 P4 +15.120 +8.538 | 30.178 P7 +1l (~52.996) +18.828 | 30.457 P5 +28.257 +13.137 | 30.566 P6 +1l (~34.168) +5.911 |
| 34 | 29.573 P1 | 29.757 P2 +2.381 +2.381 | 30.884 P3 +7.893 +5.512 | 30.072 P4 +15.619 +7.726 | 30.014 P7 +1l (~53.997) +18.731 | 30.611 P5 +29.295 +13.676 | 30.179 P6 +1l (~35.266) +5.971 |
| 35 | 29.602 P1 | 29.620 P2 +2.399 +2.399 | 29.960 P3 +8.251 +5.852 | 29.865 P4 +15.882 +7.631 | 30.152 P7 +1l (~54.433) +18.399 | 31.125 P5 +30.818 +14.936 | 30.411 P6 +1l (~36.034) +5.216 |
| 36 | 57.953 12l P4 +25.815 +11.764 | 29.739 P1 | 30.117 P2 +6.230 +6.230 | 30.307 P3 +14.051 +7.821 | 30.156 P7 +1l (~52.971) +18.136 | 31.944 P5 +1l (~30.689) +4.874 | 30.783 P6 +1l (~34.835) +4.146 |
| 37 | 30.484 P4 +26.111 +12.045 | 30.188 P1 | 30.262 P2 +6.304 +6.304 | 30.203 P3 +14.066 +7.762 | 30.028 P7 +1l (~52.094) +17.843 | 30.431 P5 +1l (~30.334) +4.223 | 30.344 P6 +1l (~34.251) +3.917 |
| 38 | 29.510 P4 +25.987 +11.322 | 29.634 P1 | 30.070 P2 +6.740 +6.740 | 30.233 P3 +14.665 +7.925 | 30.153 P7 +1l (~52.816) +17.406 | 30.330 P5 +1l (~31.402) +5.415 | 30.520 P6 +1l (~35.410) +4.008 |
| 39 | 30.106 P3 +26.134 +19.460 | 29.959 P1 | 29.893 P2 +6.674 +6.674 | 59.079 17l P6 +1l (~43.818) +7.450 | 29.970 P7 +1l (~52.915) +9.097 | 30.244 P4 +1l (~32.058) +5.924 | 30.375 P5 +1l (~36.368) +4.310 |
| 40 | 29.702 P3 +26.240 +19.347 | 29.596 P1 | 29.815 P2 +6.893 +6.893 | 30.578 P5 +1l (~44.761) +12.363 | 29.960 P6 +1l (~53.065) +8.304 | 30.401 P4 +1l (~32.398) +6.158 | 1:07.592 19l P7 +2l (~73.783) +20.718 |
| 41 | 29.602 P3 +26.481 +16.474 | 29.361 P1 | 32.475 P2 +10.007 +10.007 | 29.981 P5 +1l (~44.980) +11.487 | 30.125 P6 +1l (~53.756) +8.776 | 30.302 P4 +1l (~33.493) +7.012 | 31.414 P7 +2l (~75.577) +21.821 |
| 42 | 29.675 P3 +26.765 +15.899 | 29.391 P1 | 30.250 P2 +10.866 +10.866 | 30.099 P5 +1l (~45.810) +11.785 | 29.955 P6 +1l (~54.058) +8.248 | 30.256 P4 +1l (~34.025) +7.260 | 29.920 P7 +2l (~75.901) +21.843 |
| 43 | 29.560 P3 +26.863 +15.222 | 29.462 P1 | 30.237 P2 +11.641 +11.641 | 29.738 P5 +1l (~46.080) +10.326 | 30.061 P6 +1l (~54.824) +8.744 | 30.913 P4 +1l (~35.754) +8.891 | 30.339 P7 +2l (~77.061) +22.237 |
| 44 | 29.398 P3 +26.637 +14.401 | 29.624 P1 | 30.219 P2 +12.236 +12.236 | 29.811 P5 +1l (~46.534) +10.362 | 30.002 P6 +1l (~55.429) +8.895 | 29.993 P4 +1l (~36.172) +9.535 | 29.984 P7 +2l (~77.770) +22.341 |
| 45 | 29.782 P2 +26.823 +26.823 | 29.596 P1 | 57.856 12l P4 +1l (~40.779) +3.532 | 30.433 P5 +1l (~47.465) +6.686 | 29.888 P6 +1l (~55.969) +8.504 | 30.688 P3 +1l (~37.247) +10.424 | 30.126 P7 +1l (~78.218) +22.249 |
| 46 | 29.636 P2 +26.754 +26.754 | 29.705 P1 | 30.728 P4 +41.519 +3.611 | 29.779 P5 +47.469 +5.950 | 30.985 P6 +1l (~56.981) +9.512 | 30.242 P3 +37.908 +11.154 | 30.064 P7 +1l (~78.435) +21.454 |
| 47 | 29.751 P1 | 58.731 22l P2 +2.226 +2.226 | 29.897 P4 +14.911 +2.862 | 29.600 P5 +20.564 +5.653 | 29.630 P6 +1l (~30.165) +9.601 | 30.646 P3 +12.049 +9.823 | 30.345 P7 +1l (~52.759) +22.594 |
| 48 | 29.706 P1 | 30.643 P2 +3.163 +3.163 | 29.939 P4 +15.144 +2.254 | 29.644 P5 +20.502 +5.358 | 29.684 P6 +1l (~29.920) +9.418 | 30.547 P3 +12.890 +9.727 | 30.083 P7 +1l (~52.639) +22.719 |
| 49 | 29.665 P1 | 30.137 P2 +3.635 +3.635 | 29.876 P3 +15.355 +11.720 | 30.524 P4 +21.361 +6.006 | 29.857 P5 +1l (~29.921) +8.560 | 59.315 19l P6 +1l (~42.226) +12.305 | 30.060 P7 +1l (~53.236) +11.010 |
| 50 | 29.777 P1 | 30.126 P2 +3.984 +3.984 | 30.130 P3 +15.708 +11.724 | 30.051 P4 +21.635 +5.927 | 30.753 P5 +1l (~30.869) +9.234 | 31.616 P6 +1l (~44.081) +13.212 | 30.201 P7 +1l (~53.483) +9.402 |
| 51 | 29.649 P1 | 29.744 P2 +4.079 +4.079 | 30.138 P3 +16.197 +12.118 | 29.831 P4 +21.817 +5.620 | 30.008 P5 +1l (~31.463) +9.646 | 30.722 P6 +1l (~45.549) +14.086 | 30.134 P7 +1l (~54.472) +8.923 |
| 52 | 29.970 P1 | 30.154 P2 +4.263 +4.263 | 29.977 P3 +16.204 +11.941 | 30.262 P4 +22.109 +5.905 | 29.728 P5 +1l (~31.344) +9.235 | 30.622 P6 +1l (~46.100) +14.756 | 30.067 P7 +1l (~54.590) +8.490 |
| 53 | 29.544 P1 | 29.513 P2 +4.232 +4.232 | 30.135 P3 +16.795 +12.563 | 29.833 P4 +22.398 +5.603 | 29.697 P5 +1l (~31.121) +8.723 | 30.925 P6 +1l (~47.098) +15.977 | 30.032 P7 +1l (~54.225) +7.127 |
| 54 | 29.586 P1 | 29.586 P2 +4.232 +4.232 | 30.227 P3 +17.436 +13.204 | 29.992 P4 +22.804 +5.368 | 29.620 P5 +1l (~31.622) +8.818 | 30.160 P6 +1l (~47.880) +16.258 | 30.080 P7 +1l (~55.306) +7.426 |
| 55 | 29.526 P1 | 29.531 P2 +4.237 +4.237 | 30.137 P3 +18.047 +13.810 | 29.568 P4 +22.846 +4.799 | 29.862 P5 +1l (~31.698) +8.852 | 30.294 P6 +1l (~48.471) +16.773 | 30.032 P7 +1l (~55.231) +6.760 |
| 56 | 29.522 P1 | 29.635 P2 +4.350 +4.350 | 30.237 P3 +18.762 +14.412 | 30.631 P4 +23.955 +5.193 | 29.859 P5 +1l (~32.178) +8.223 | 30.485 P6 +1l (~49.641) +17.463 | 30.647 P7 +1l (~56.918) +7.277 |
| 57 | 29.424 P1 | 29.485 P2 +4.411 +4.411 | 30.080 P3 +19.418 +15.007 | 29.923 P4 +24.454 +5.036 | 29.751 P5 +1l (~32.640) +8.186 | 30.336 P6 +1l (~50.350) +17.710 | 30.467 P7 +1l (~57.870) +7.520 |
| 58 | 29.569 P1 | 29.387 P2 +4.229 +4.229 | 30.091 P3 +19.940 +15.711 | 29.981 P4 +24.866 +4.926 | 29.834 P5 +1l (~32.521) +7.655 | 30.475 P6 +1l (~51.287) +18.766 | 30.445 18l P7 +1l (~58.431) +7.144 |
| 59 | 29.550 P1 | 30.466 P2 +5.145 +5.145 | 29.891 P3 +20.281 +15.136 | 29.673 P4 +24.989 +4.708 | 29.577 31l P5 +1l | 30.466 10l P6 +1l | |
| 60 | 29.583 24l P1 | 29.571 13l P2 +5.133 +5.133 | 29.773 15l P3 +20.471 +15.338 | 29.586 21l P4 +24.992 +4.521 | |||
| Gap | +5.133 | +20.471 | +24.992 | +1l (~32.521) | +1l (~51.287) | +1l (~57.870) | |
| Best | 29.146 | 29.331 | 29.600 | 29.568 | 29.577 | 29.972 | 29.661 |
| Avg | 30.639 | 30.718 | 30.967 | 31.036 | 31.173 | 31.502 | 31.667 |
| Dev | 5.125 | 5.220 | 4.993 | 5.220 | 5.284 | 5.325 | 7.189 |
| S1 kart | 5 | 7 | 12 | 9 | 1 | 8 | 6 |
| S1 laps | 24 | 25 | 33 | 22 | 16 | 30 | 21 |
| S1 best | 29.146 | 29.331 | 29.600 | 29.733 | 29.829 | 29.972 | 29.661 |
| S1 avg | 29.478 | 29.662 | 29.908 | 29.983 | 30.102 | 30.376 | 30.011 |
| S1 dev | 0.205 | 0.165 | 0.169 | 0.211 | 0.176 | 0.276 | 0.237 |
| S2 kart | 6 | 9 | 101 | 1 | 101 | 7 | 102 |
| S2 laps | 12 | 22 | 12 | 17 | 12 | 19 | 19 |
| S2 best | 29.463 | 29.361 | 29.815 | 29.865 | 30.247 | 29.993 | 30.179 |
| S2 avg | 30.170 | 29.793 | 30.380 | 30.301 | 30.767 | 30.662 | 30.715 |
| S2 dev | 0.867 | 0.295 | 0.715 | 0.287 | 0.557 | 0.496 | 0.472 |
| S3 kart | 8 | 102 | 1 | 12 | 5 | 101 | 6 |
| S3 laps | 24 | 13 | 15 | 21 | 31 | 10 | 18 |
| S3 best | 29.398 | 29.387 | 29.773 | 29.568 | 29.577 | 30.160 | 29.920 |
| S3 avg | 29.678 | 29.844 | 30.083 | 29.977 | 30.025 | 30.610 | 30.246 |
| S3 dev | 0.228 | 0.395 | 0.218 | 0.326 | 0.356 | 0.394 | 0.340 |