A champion is defined not by their wins, but how they can recover when they fall.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | |
|---|---|---|---|---|---|---|---|---|---|
| Driver | georgin | Михаил Собянин | KOBRA | Гидромет | AVARIYKA | Postrash A | Дмитрий Максименко | E.S.V. | Андрей Алексеев |
| Kart | 23 | 31 | 21 | 40 | 25 | 36 | 20 | 33 | 22 |
| 1 | 1:14.821 P1 | 1:13.941 P2 +0.212 +0.212 | 1:14.858 P3 +1.754 +1.542 | 1:18.827 P5 +7.536 +0.517 | 1:18.796 P4 +7.019 +5.265 | 1:19.368 P6 +8.362 +0.826 | 1:18.795 P7 +8.639 +0.277 | 1:23.067 P8 +12.627 +3.988 | 1:25.369 P9 +13.008 +0.381 |
| 2 | 1:12.117 P2 +0.484 +0.484 | 1:11.421 P1 | 1:12.968 P3 +3.089 +2.605 | 1:15.566 P5 +11.469 +0.903 | 1:15.180 P4 +10.566 +7.477 | 1:16.610 P6 +13.339 +1.870 | 1:17.999 P7 +15.005 +1.666 | 1:14.847 P8 +15.841 +0.836 | 1:17.779 P9 +19.154 +3.313 |
| 3 | 1:12.831 P2 +0.262 +0.262 | 1:13.053 P1 | 1:14.335 P3 +4.371 +4.109 | 1:15.517 P5 +13.933 +0.583 | 1:15.837 P4 +13.350 +8.979 | 1:16.485 P6 +16.771 +2.838 | 1:16.117 P7 +18.069 +1.298 | 1:16.173 P8 +18.961 +0.892 | 1:15.921 P9 +22.022 +3.061 |
| 4 | 1:12.784 P2 +0.382 +0.382 | 1:12.664 P1 | 1:14.705 P3 +6.412 +6.030 | 1:15.049 P4 +16.318 +9.906 | 1:16.199 P5 +16.885 +0.567 | 1:17.764 P7 +21.871 +0.695 | 1:15.771 P6 +21.176 +4.291 | 1:16.155 P8 +22.452 +0.581 | 1:21.030 P9 +30.388 +7.936 |
| 5 | 1:12.070 P2 +0.231 +0.231 | 1:12.221 P1 | 1:14.523 P3 +8.714 +8.483 | 1:15.005 P4 +19.102 +10.388 | 1:16.863 P5 +21.527 +2.425 | 1:17.535 P7 +27.185 +1.845 | 1:16.385 P6 +25.340 +3.813 | 1:22.273 P8 +32.504 +5.319 | 1:22.791 P9 +40.958 +8.454 |
| 6 | 1:12.804 P2 +0.332 +0.332 | 1:12.703 P1 | 1:14.797 P3 +10.808 +10.476 | 1:15.701 P4 +22.100 +11.292 | 1:16.010 P5 +24.834 +2.734 | 1:15.029 P6 +29.511 +4.677 | 1:45.084 P8 +57.721 +23.127 | 1:14.793 P7 +34.594 +5.083 | 1:42.345 P9 +60.000 +2.279 |
| 7 | 1:12.749 P2 +0.631 +0.631 | 1:12.450 P1 | 1:13.398 P3 +11.756 +11.125 | 1:16.699 P4 +26.349 +14.593 | 1:43.427 P7 +55.811 +18.000 | 1:14.870 P5 +31.931 +5.582 | 1:15.911 P8 +62.000 +6.189 | 1:15.667 P6 +37.811 +5.880 | 1:18.751 P9 +1l (~77.163) +15.163 |
| 8 | 1:40.909 P4 +28.407 +0.466 | 1:13.133 P1 | 1:16.994 P2 +15.617 +15.617 | 1:14.725 P3 +27.941 +12.324 | 1:16.067 P5 +58.745 +30.338 | 1:44.604 P7 +62.000 +1.000 | 1:14.642 P6 +61.000 +2.255 | 2:07.630 P9 +1l (~92.399) +11.733 | 1:16.750 P8 +1l (~80.666) +18.666 |
| 9 | 1:11.217 P3 +28.046 +10.247 | 1:11.578 P1 | 1:13.760 P2 +17.799 +17.799 | 1:14.552 P4 +30.915 +2.869 | 1:15.857 P5 +64.000 +33.085 | 1:13.772 P7 +66.000 +3.000 | 1:13.750 P6 +63.000 +-1.000 | 1:22.270 P8 +1l (~102.896) +36.896 | 1:45.308 P9 +1l (~114.231) +11.335 |
| 10 | 1:11.322 P3 +25.899 +9.070 | 1:13.469 P1 | 1:12.499 P2 +16.829 +16.829 | 1:13.348 P4 +30.794 +4.895 | 1:14.547 P5 +62.000 +31.206 | 1:13.385 P7 +62.000 +1.000 | 1:13.547 P6 +61.000 +-1.000 | 1:15.401 P8 +1l (~104.945) +42.945 | 1:15.168 P9 +1l (~116.007) +11.062 |
| 11 | 1:10.982 P2 +25.148 +25.148 | 1:11.733 P1 | 1:39.714 P4 +44.810 +11.396 | 1:14.353 P3 +33.414 +8.266 | 1:15.954 P6 +63.000 +-4.000 | 1:19.924 P7 +63.000 | 1:14.749 P5 +67.000 +22.190 | 1:14.030 P8 +1l (~107.337) +44.337 | 1:15.267 P9 +1l (~119.565) +12.228 |
| 12 | 1:10.409 P1 | 1:39.096 P2 +3.539 +3.539 | 1:18.866 P4 +28.119 +15.765 | 1:14.497 P3 +12.354 +8.815 | 1:15.365 P6 +48.131 +1.516 | 1:12.872 P7 +51.018 +2.887 | 1:14.215 P5 +46.615 +18.496 | 1:20.323 P8 +1l (~91.972) +40.954 | 1:14.120 P9 +1l (~97.839) +5.867 |
| 13 | 1:11.071 P1 | 1:12.001 P2 +4.469 +4.469 | 1:11.878 P4 +28.926 +13.368 | 1:14.275 P3 +15.558 +11.089 | 1:12.622 P6 +49.682 +0.512 | 1:12.221 P7 +52.168 +2.486 | 1:13.626 P5 +49.170 +20.244 | 1:16.469 P8 +1l (~97.387) +45.219 | 1:15.159 P9 +1l (~102.101) +4.714 |
| 14 | 1:10.847 P1 | 1:11.689 P2 +5.311 +5.311 | 1:17.422 P4 +35.501 +17.240 | 1:13.550 P3 +18.261 +12.950 | 1:14.540 P6 +53.375 +1.543 | 1:12.580 P7 +53.901 +0.526 | 1:13.509 P5 +51.832 +16.331 | 1:21.816 P9 +1l (~108.494) +3.424 | 1:13.839 P8 +1l (~105.070) +51.169 |
| 15 | 1:10.541 P1 | 1:11.401 P2 +6.171 +6.171 | 1:13.440 P4 +38.400 +17.570 | 1:13.110 P3 +20.830 +14.659 | 1:13.216 P6 +56.050 +1.281 | 1:13.223 P7 +56.583 +0.533 | 1:13.478 P5 +54.769 +16.369 | 1:15.128 P9 +1l (~112.761) +3.305 | 1:14.794 P8 +1l (~109.456) +52.873 |
| 16 | 1:10.765 P1 | 1:14.840 P2 +10.246 +10.246 | 1:14.418 P4 +42.053 +18.767 | 1:13.221 P3 +23.286 +13.040 | 1:13.254 P6 +58.539 +0.655 | 1:12.940 P7 +58.758 +0.219 | 1:13.880 P5 +57.884 +15.831 | 1:14.762 P9 +1l (~116.920) +3.183 | 1:15.098 P8 +1l (~113.737) +54.979 |
| 17 | 1:10.889 P1 | 1:11.703 P2 +11.060 +11.060 | 1:13.256 P4 +44.420 +17.860 | 1:14.163 P3 +26.560 +15.500 | 1:14.408 P6 +68.000 | 1:14.537 P7 +66.000 +-2.000 | 1:14.283 P5 +68.000 +23.580 | 1:14.024 P8 +1l (~120.207) +54.207 | 1:21.233 P9 +1l (~124.314) +4.107 |
| 18 | 1:11.190 P1 | 1:13.316 P2 +13.186 +13.186 | 1:13.321 P3 +46.551 +33.365 | 1:41.581 P4 +56.951 +10.400 | 1:14.057 P6 +65.000 +-1.000 | 1:14.414 P7 +60.000 +-5.000 | 1:13.678 P5 +66.000 +9.049 | 1:14.324 P8 +1l (~123.185) +63.185 | 1:15.984 P9 +1l (~128.518) +5.333 |
| 19 | 1:10.595 P1 | 1:12.208 P2 +14.799 +14.799 | 1:14.445 P3 +50.401 +35.602 | 1:13.268 P4 +59.624 +9.223 | 1:12.837 P6 +67.000 +2.000 | 1:12.874 P7 +69.000 +2.000 | 1:13.584 P5 +65.000 +5.376 | 1:14.734 P8 +1l (~127.395) +58.395 | 1:17.131 P9 +1l (~135.152) +7.757 |
| 20 | 1:11.036 P1 | 1:12.604 P2 +16.367 +16.367 | 1:13.378 P3 +52.743 +36.376 | 1:12.761 P4 +69.000 +16.257 | 1:12.530 P5 +61.000 +-8.000 | 1:13.118 P7 +61.000 +-6.000 | 1:13.968 P6 +67.000 +6.000 | 1:16.909 P8 +1l (~133.149) +72.149 | 1:34.051 P9 +2l (~158.423) +25.274 |
| 21 | 1:10.292 P1 | 1:12.280 P2 +18.355 +18.355 | 1:13.455 P3 +55.906 +37.551 | 1:12.991 P4 +68.000 +12.094 | 1:13.857 P5 +66.000 +-2.000 | 1:13.597 P7 +1l (~73.295) +12.295 | 1:12.986 P6 +61.000 +-5.000 | 1:15.677 P8 +1l (~138.733) +65.438 | 1:39.428 P9 +2l (~187.550) +48.817 |
| 22 | 1:12.702 P1 | 1:11.884 P2 +17.537 +17.537 | 1:13.906 P3 +57.110 +39.573 | 1:13.939 P4 +65.000 +7.890 | 1:16.466 P5 +1l (~75.746) +10.746 | 1:15.679 P6 +1l (~76.036) +0.290 | 1:31.697 P7 +1l (~91.144) +15.108 | 1:14.114 P8 +1l (~139.800) +48.656 | 1:15.542 P9 +2l |
| 23 | 1:12.862 P1 | 1:12.281 P2 +16.956 +16.956 | 1:19.396 P3 +64.000 +47.044 | 1:12.528 P4 +61.000 +-3.000 | 1:14.376 P5 +1l | 1:15.369 P6 +1l | 1:16.454 P7 +1l | ||
| 24 | 1:11.003 P1 | 1:13.116 P2 +19.069 +19.069 | |||||||
| Gap | +19.069 | +64.000 | +61.000 | +1l (~75.746) | +1l (~76.036) | +1l (~91.144) | +1l (~138.733) | +2l (~187.550) | |
| Best | 70.292 | 71.401 | 71.878 | 72.528 | 72.530 | 72.221 | 72.986 | 74.024 | 73.839 |
| Avg | 72.867 | 73.616 | 75.640 | 75.618 | 76.185 | 76.207 | 76.874 | 79.117 | 81.493 |
| Dev | 5.946 | 5.377 | 5.460 | 5.708 | 6.000 | 6.413 | 7.085 | 10.986 | 9.476 |