The first rule of racing is never to get bogged down by failure.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Егор Колесов | Анна Плешакова | Garin600 | Фёдор Капедрин | winter_mute | М.И.Г.29 | Виталик | Молоток | Artem Shalnov | илья вишневский |
| Kart | 5 | 10 | 8 | 9 | 16 | 11 | 4 | 15 | 12 | 6 |
| 1 | 31.326 P1 | 31.151 P2 +0.779 +0.779 | 32.124 P4 +2.617 +1.269 | 31.453 P3 +1.348 +0.569 | 32.389 P10 +6.267 +0.603 | 31.980 P7 +4.525 +0.789 | 32.217 P5 +2.953 +0.336 | 31.638 P6 +3.736 +0.783 | 33.012 P8 +5.451 +0.926 | 32.484 P9 +5.664 +0.213 |
| 2 | 31.026 P1 | 30.977 P2 +0.730 +0.730 | 31.434 P4 +3.025 +0.896 | 31.807 P3 +2.129 +1.399 | 33.215 P9 +8.456 +0.725 | 31.603 P7 +5.102 +1.543 | 31.441 P5 +3.368 +0.343 | 30.849 P6 +3.559 +0.191 | 33.306 P8 +7.731 +2.629 | 34.691 P10 +9.329 +0.873 |
| 3 | 30.623 P1 | 30.901 P2 +1.008 +1.008 | 31.240 P4 +3.642 +0.688 | 31.448 P3 +2.954 +1.946 | 31.359 P9 +9.192 +0.301 | 31.227 P7 +5.706 +1.534 | 31.188 P5 +3.933 +0.291 | 31.236 P6 +4.172 +0.239 | 31.783 P8 +8.891 +3.185 | 31.435 P10 +10.141 +0.949 |
| 4 | 30.456 P1 | 30.721 P2 +1.273 +1.273 | 31.099 P4 +4.285 +0.907 | 30.880 P3 +3.378 +2.105 | 31.764 P9 +10.500 +0.371 | 31.146 P7 +6.396 +1.365 | 31.188 P5 +4.665 +0.380 | 31.315 P6 +5.031 +0.366 | 31.694 P8 +10.129 +3.733 | 31.611 P10 +11.296 +0.796 |
| 5 | 30.533 P1 | 30.682 P2 +1.422 +1.422 | 31.160 P4 +4.912 +1.449 | 30.618 P3 +3.463 +2.041 | 31.449 P9 +11.416 +0.518 | 31.202 P7 +7.065 +1.371 | 30.976 P5 +5.108 +0.196 | 31.196 P6 +5.694 +0.586 | 31.302 P8 +10.898 +3.833 | 31.933 P10 +12.696 +1.280 |
| 6 | 30.276 P1 | 30.543 P2 +1.689 +1.689 | 31.472 P4 +6.108 +2.405 | 30.516 P3 +3.703 +2.014 | 31.321 P9 +12.461 +0.666 | 30.962 P7 +7.751 +0.883 | 32.036 P6 +6.868 +0.371 | 31.079 P5 +6.497 +0.389 | 31.173 P8 +11.795 +4.044 | 32.182 P10 +14.602 +2.141 |
| 7 | 29.903 P1 | 30.395 P2 +2.181 +2.181 | 30.884 P4 +7.089 +2.168 | 31.121 P3 +4.921 +2.740 | 31.187 P9 +13.745 +0.393 | 31.228 P7 +9.076 +1.298 | 30.813 P6 +7.778 +0.507 | 30.677 P5 +7.271 +0.182 | 31.460 P8 +13.352 +4.276 | 35.403 P10 +20.102 +6.357 |
| 8 | 30.006 P1 | 30.381 P2 +2.556 +2.556 | 32.051 P5 +9.134 +0.646 | 31.190 P3 +6.105 +3.549 | 31.516 P9 +15.255 +0.377 | 31.218 P7 +10.288 +0.695 | 31.821 P6 +9.593 +0.459 | 31.223 P4 +8.488 +2.383 | 31.532 P8 +14.878 +4.590 | 2:28.244 8l P10 +4l (~138.150) +122.895 |
| 9 | 29.927 P1 | 30.454 P2 +3.083 +3.083 | 30.966 P5 +10.173 +0.927 | 30.755 P3 +6.933 +3.850 | 31.325 P9 +16.653 +0.329 | 31.135 P7 +11.496 +0.883 | 30.947 P6 +10.613 +0.440 | 30.685 P4 +9.246 +2.313 | 31.373 P8 +16.324 +4.828 | 38.139 P10 +4l (~146.389) +129.736 |
| 10 | 29.931 P1 | 30.450 P2 +3.602 +3.602 | 31.028 P5 +11.270 +1.407 | 31.065 P3 +8.067 +4.465 | 31.394 P9 +18.116 +0.513 | 30.750 P7 +12.315 +0.790 | 30.843 P6 +11.525 +0.255 | 30.548 P4 +9.863 +1.796 | 31.210 P8 +17.603 +5.288 | 36.799 P10 +5l (~153.102) +134.986 |
| 11 | 30.017 P1 | 30.439 P2 +4.024 +4.024 | 30.619 P5 +11.872 +1.689 | 31.190 P3 +9.240 +5.216 | 31.077 P9 +19.176 +0.293 | 30.437 P7 +12.735 +0.247 | 30.980 P6 +12.488 +0.616 | 30.337 P4 +10.183 +0.943 | 31.297 P8 +18.883 +6.148 | 31.898 P10 +5l (~155.212) +136.036 |
| 12 | 29.932 P1 | 30.505 P2 +4.597 +4.597 | 30.939 P5 +12.879 +2.248 | 31.136 P3 +10.444 +5.847 | 31.481 P9 +20.725 +0.929 | 30.585 P6 +13.388 +0.509 | 31.288 P7 +13.844 +0.456 | 30.380 P4 +10.631 +0.187 | 30.845 P8 +19.796 +5.952 | 33.850 P10 +5l (~158.812) +138.087 |
| 13 | 29.853 P1 | 30.582 P2 +5.326 +5.326 | 30.400 P5 +13.426 +1.697 | 30.785 P3 +11.376 +6.050 | 31.282 P9 +22.154 +1.213 | 31.379 P6 +14.914 +1.488 | 31.236 P7 +15.227 +0.313 | 30.951 P4 +11.729 +0.353 | 30.998 P8 +20.941 +5.714 | 33.193 P10 +5l (~162.352) +140.198 |
| 14 | 29.831 P1 | 30.404 P2 +5.899 +5.899 | 30.894 P5 +14.489 +1.947 | 30.759 P3 +12.304 +6.405 | 31.287 P9 +23.610 +1.534 | 31.041 P6 +16.124 +1.635 | 31.057 P7 +16.453 +0.329 | 30.644 P4 +12.542 +0.238 | 30.966 P8 +22.076 +5.623 | 32.073 P10 +5l (~164.915) +141.305 |
| 15 | 30.135 P1 | 30.870 P2 +6.634 +6.634 | 30.752 P5 +15.106 +1.415 | 31.522 P4 +13.691 +0.417 | 31.314 P9 +24.789 +1.862 | 30.918 P6 +16.907 +1.801 | 31.047 P7 +17.365 +0.458 | 30.867 P3 +13.274 +6.640 | 30.986 P8 +22.927 +5.562 | 31.950 P10 +5l (~166.311) +141.522 |
| 16 | 29.708 P1 | 30.443 P2 +7.369 +7.369 | 30.452 P5 +15.850 +1.097 | 30.770 P4 +14.753 +0.928 | 31.091 P9 +26.172 +1.928 | 31.221 P6 +18.420 +2.570 | 31.105 P7 +18.762 +0.342 | 30.259 P3 +13.825 +6.456 | 31.025 P8 +24.244 +5.482 | 31.412 P10 +5l (~168.424) +142.252 |
| 17 | 29.729 P1 | 31.016 P2 +8.656 +8.656 | 30.558 P5 +16.679 +0.993 | 30.662 P4 +15.686 +1.246 | 31.067 P9 +27.510 +2.158 | 30.989 P6 +19.680 +3.001 | 30.963 P7 +19.996 +0.316 | 30.344 P3 +14.440 +5.784 | 30.837 P8 +25.352 +5.356 | 31.615 P10 +5l (~170.309) +142.799 |
| 18 | 29.924 P1 | 30.423 P2 +9.155 +9.155 | 30.758 P5 +17.513 +0.254 | 31.497 P4 +17.259 +2.309 | 30.995 P9 +28.581 +2.340 | 31.065 P6 +20.821 +3.308 | 31.257 P7 +21.329 +0.508 | 30.434 P3 +14.950 +5.795 | 30.813 P8 +26.241 +4.912 | 33.857 P10 +5l (~174.150) +145.569 |
| 19 | 29.787 P1 | 30.453 P2 +9.821 +9.821 | 30.848 P4 +18.574 +3.189 | 31.642 P5 +19.114 +0.540 | 32.539 P9 +1l (~31.184) +3.540 | 31.044 P6 +22.078 +2.964 | 30.878 P7 +22.420 +0.342 | 30.222 P3 +15.385 +5.564 | 31.190 P8 +27.644 +5.224 | 33.771 P10 +5l (~178.089) +146.905 |
| 20 | 29.614 P1 | 30.226 P2 +10.433 +10.433 | 30.922 P4 +19.882 +3.610 | 30.616 P5 +20.116 +0.234 | 31.338 P9 +1l (~33.174) +4.157 | 30.859 P6 +23.323 +3.207 | 30.889 P7 +23.695 +0.372 | 30.501 P3 +16.272 +5.839 | 30.987 P8 +29.017 +5.322 | 32.407 P10 +6l (~180.913) +147.739 |
| 21 | 29.691 P1 | 30.786 P2 +11.528 +11.528 | 30.694 P4 +20.885 +3.836 | 30.794 P5 +21.219 +0.334 | 31.037 P9 +1l (~34.555) +4.387 | 30.997 P6 +24.629 +3.410 | 31.095 P7 +25.099 +0.470 | 30.468 P3 +17.049 +5.521 | 30.868 P8 +1l (~30.168) +5.069 | 31.516 P10 +6l (~182.938) +148.383 |
| 22 | 30.225 P1 | 30.044 P2 +11.347 +11.347 | 30.415 P4 +21.075 +4.014 | 30.372 P5 +21.366 +0.291 | 31.045 P9 +1l (~35.324) +3.712 | 30.819 P6 +25.223 +3.857 | 31.136 P7 +26.010 +0.787 | 30.237 P3 +17.061 +5.714 | 31.638 P8 +1l (~31.612) +5.602 | 31.509 P10 +6l (~184.276) +148.952 |
| 23 | 29.977 P1 | 30.112 P2 +11.482 +11.482 | 30.546 P4 +21.644 +4.446 | 30.488 P5 +21.877 +0.233 | 31.234 P9 +1l (~36.519) +3.789 | 30.743 P6 +25.989 +4.112 | 30.329 P7 +26.362 +0.373 | 30.114 P3 +17.198 +5.716 | 31.002 P8 +1l (~32.730) +6.368 | 31.369 P10 +6l (~185.660) +149.141 |
| 24 | 29.594 P1 | 30.411 P2 +12.299 +12.299 | 30.673 P4 +22.723 +4.497 | 30.685 P5 +22.968 +0.245 | 31.481 P9 +1l (~37.968) +4.058 | 30.774 P6 +27.169 +4.201 | 30.654 P7 +27.422 +0.253 | 30.622 P3 +18.226 +5.927 | 31.257 P8 +1l (~33.910) +6.488 | 3:09.895 16l P10 +6l (~345.280) +307.312 |
| 25 | 29.558 P1 | 30.183 P2 +12.924 +12.924 | 30.402 P4 +23.567 +4.836 | 30.379 P5 +23.789 +0.222 | 32.439 P9 +1l (~41.273) +5.577 | 31.084 P6 +28.695 +4.906 | 31.161 P7 +29.025 +0.330 | 30.063 P3 +18.731 +5.807 | 30.935 P8 +1l (~35.696) +6.671 | 31.193 P10 +6l (~347.222) +305.949 |
| 26 | 30.054 P1 | 30.126 P2 +12.996 +12.996 | 32.326 P5 +25.839 +0.448 | 31.656 P4 +25.391 +6.117 | 30.850 P9 +1l (~42.392) +5.516 | 31.009 P6 +29.650 +3.811 | 31.723 P7 +1l (~30.705) +1.055 | 30.597 P3 +19.274 +6.278 | 30.968 P8 +1l (~36.876) +6.171 | 31.598 P10 +6l (~348.953) +306.561 |
| 27 | 29.989 P1 | 30.114 P2 +13.121 +13.121 | 31.116 P4 +26.966 +7.298 | 31.806 P5 +27.208 +0.242 | 32.490 P9 +1l (~44.552) +7.126 | 31.617 P6 +1l (~31.296) +4.088 | 30.879 P7 +1l (~31.902) +0.606 | 30.383 P3 +19.668 +6.547 | 30.719 P8 +1l (~37.426) +5.524 | 30.658 P10 +6l (~349.603) +305.051 |
| 28 | 29.660 P1 | 30.412 P2 +13.873 +13.873 | 30.365 P4 +27.671 +7.573 | 30.674 P5 +28.222 +0.551 | 31.350 P9 +1l (~46.181) +7.807 | 31.057 P6 +1l (~32.665) +4.443 | 31.416 P7 +1l (~33.205) +0.540 | 30.090 P3 +20.098 +6.225 | 30.895 P8 +1l (~38.374) +5.169 | 31.913 P10 +6l (~351.646) +305.465 |
| 29 | 29.578 P1 | 30.244 P2 +14.539 +14.539 | 3:08.006 29l P5 +1l (~186.390) +0.801 | 3:06.953 29l P4 +1l (~185.589) +59.589 | 2:39.349 29l P3 +126.000 +111.461 | 3:05.343 29l P6 +1l (~188.739) +2.349 | 3:04.946 29l P7 +1l (~188.739) | 3:31.611 29l P9 +1l (~202.300) +6.182 | 3:07.108 29l P8 +1l (~196.118) +7.379 | 31.880 P10 +6l (~354.085) +151.785 |
| 30 | 2:58.095 30l P1 | 3:01.186 30l P2 +17.630 +17.630 | 30.906 P5 +1l (~38.952) +0.670 | 30.806 P4 +1l (~38.282) +5.522 | 34.949 P3 +1l (~32.760) +15.130 | 30.687 P6 +1l (~40.947) +1.995 | 30.786 P7 +1l (~41.275) +0.328 | 29.896 P9 +1l (~54.271) +5.221 | 31.204 P8 +1l (~49.050) +7.775 | 32.310 P10 +7l (~208.218) +153.947 |
| 31 | 29.569 P1 | 30.218 P2 +18.279 +18.279 | 30.449 P5 +1l (~39.820) | 30.728 P4 +1l (~39.820) +4.651 | 31.781 P3 +1l (~35.169) +16.890 | 31.163 P6 +1l (~42.787) +2.967 | 31.037 P7 +1l (~42.787) | 30.385 P9 +1l (~54.877) +3.796 | 31.392 P8 +1l (~51.081) +8.294 | 31.163 7l P10 +7l |
| 32 | 29.591 P1 | 30.452 P2 +19.140 +19.140 | 30.758 P4 +1l (~41.155) +4.338 | 32.272 P5 +1l (~41.922) +0.767 | 31.312 P3 +1l (~36.817) +17.677 | 32.408 P6 +1l (~45.454) +3.532 | 32.581 P7 +1l (~45.740) +0.286 | 30.308 P9 +1l (~55.743) +3.758 | 30.800 P8 +1l (~51.985) +6.245 | |
| 33 | 29.431 P1 | 30.132 P2 +19.841 +19.841 | 30.533 P4 +1l (~42.099) +3.090 | 31.097 P5 +1l (~43.768) +1.669 | 31.510 P3 +1l (~39.009) +19.168 | 31.583 P6 +1l (~47.772) +4.004 | 31.422 P7 +1l (~47.772) | 30.162 P9 +1l (~56.158) +1.530 | 31.474 P8 +1l (~54.628) +6.856 | |
| 34 | 29.506 P1 | 30.046 P2 +20.381 +20.381 | 30.541 P4 +1l (~43.180) +2.388 | 31.297 P5 +1l (~45.791) +2.611 | 31.310 P3 +1l (~40.792) +20.411 | 31.053 P6 +1l (~49.202) +3.411 | 31.188 P7 +1l (~49.350) +0.148 | 30.339 P9 +1l (~56.806) +0.943 | 31.057 P8 +1l (~55.863) +6.513 | |
| 35 | 29.529 P1 | 30.175 P2 +21.027 +21.027 | 30.355 P4 +1l (~43.568) +1.021 | 30.521 P5 +1l (~46.494) +2.926 | 31.624 P3 +1l (~42.547) +21.520 | 31.133 P6 +1l (~50.749) +4.255 | 31.204 P7 +1l (~50.864) +0.115 | 30.144 P9 +1l (~57.252) | 31.067 P8 +1l (~57.252) +6.388 | |
| 36 | 29.404 P1 | 30.352 P2 +21.975 +21.975 | 30.267 P3 +1l (~44.770) +22.795 | 30.660 P5 +1l (~47.809) +0.754 | 33.691 P4 +1l (~47.055) +2.285 | 32.268 P6 +1l (~53.597) +5.788 | 32.127 P7 +1l (~53.927) +0.330 | 30.590 7l P8 +1l (~58.844) +4.917 | 36.799 7l P9 +2l | |
| 37 | 30.187 P1 | 30.976 P2 +22.764 +22.764 | 30.777 8l P3 +1l | 30.749 8l P4 +1l | 32.948 8l P5 +1l | 30.956 8l P6 +1l | 31.060 8l P7 +1l | |||
| 38 | 29.489 8l P1 | 30.202 8l P2 +23.477 +23.477 | ||||||||
| Gap | +23.477 | +1l (~44.770) | +1l (~47.809) | +1l (~47.055) | +1l (~53.597) | +1l (~53.927) | +1l (~57.252) | +2l (~57.252) | +7l (~208.218) | |
| Best | 29.404 | 30.044 | 30.267 | 30.372 | 30.850 | 30.437 | 30.329 | 29.896 | 30.719 | 30.658 |
| Avg | 33.833 | 34.425 | 35.127 | 35.226 | 35.156 | 35.315 | 35.376 | 35.594 | 35.749 | 41.417 |
| Dev | 23.720 | 24.129 | 25.484 | 25.292 | 20.716 | 25.008 | 24.932 | 29.755 | 25.606 | 33.978 |
| S1 kart | 5 | 10 | 8 | 9 | 16 | 11 | 4 | 15 | 12 | 6 |
| S1 laps | 30 | 30 | 29 | 29 | 29 | 29 | 29 | 29 | 29 | 8 |
| S1 best | 29.558 | 30.044 | 30.365 | 30.372 | 30.850 | 30.437 | 30.329 | 30.063 | 30.719 | 31.435 |
| S1 avg | 30.029 | 30.498 | 30.969 | 31.010 | 31.511 | 31.074 | 31.162 | 30.641 | 31.288 | 32.819 |
| S1 dev | 0.415 | 0.284 | 0.511 | 0.437 | 0.561 | 0.312 | 0.396 | 0.408 | 0.590 | 1.457 |
| S2 kart | 6 | 11 | 5 | 16 | 102 | 9 | 8 | 12 | 4 | 101 |
| S2 laps | 8 | 8 | 8 | 8 | 8 | 8 | 8 | 7 | 7 | 16 |
| S2 best | 29.404 | 30.046 | 30.267 | 30.521 | 31.310 | 30.687 | 30.786 | 29.896 | 30.800 | 31.369 |
| S2 avg | 29.588 | 30.319 | 30.573 | 31.016 | 32.390 | 31.406 | 31.425 | 30.260 | 31.970 | 33.023 |
| S2 dev | 0.234 | 0.275 | 0.208 | 0.528 | 1.256 | 0.587 | 0.573 | 0.203 | 1.982 | 1.966 |
| S3 kart | 10 | |||||||||
| S3 laps | 7 | |||||||||
| S3 best | 30.658 | |||||||||
| S3 avg | 31.530 | |||||||||
| S3 dev | 0.520 |