The first rule of racing is never to get bogged down by failure.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | |
|---|---|---|---|---|---|---|---|
| Driver | Volkov VS | крут | SergS8 | Сицилиец | Антон Тетенов | Shepeleff | vitalychi |
| Kart | 37 | 20 | 8 | 21 | 3 | 40 | 4 |
| 1 | 52.333 P1 | 52.797 P6 +1.992 +0.816 | 52.412 P4 +0.809 +0.290 | 53.428 P3 +0.519 +0.255 | 52.368 P5 +1.176 +0.367 | 53.822 P2 +0.264 +0.264 | 52.363 P7 +2.365 +0.373 |
| 2 | 50.127 P1 | 51.069 P6 +2.934 +1.506 | 50.476 P4 +1.158 +0.278 | 50.488 P3 +0.880 +0.144 | 50.379 P5 +1.428 +0.270 | 50.599 P2 +0.736 +0.736 | 50.950 P7 +3.188 +0.254 |
| 3 | 49.853 P1 | 51.321 P5 +4.402 +0.360 | 59.953 P7 +11.258 +6.557 | 52.549 P3 +3.576 +2.275 | 52.467 P4 +4.042 +0.466 | 50.418 P2 +1.301 +1.301 | 51.366 P6 +4.701 +0.299 |
| 4 | 49.911 P1 | 51.124 P5 +5.615 +0.176 | 50.434 P7 +11.781 +5.874 | 50.070 P3 +3.735 +1.716 | 51.308 P4 +5.439 +1.704 | 50.629 P2 +2.019 +2.019 | 51.117 P6 +5.907 +0.292 |
| 5 | 49.884 P1 | 50.348 P5 +6.079 +0.184 | 50.630 P7 +12.527 +6.041 | 49.897 P3 +3.748 +1.139 | 50.340 P4 +5.895 +2.147 | 50.474 P2 +2.609 +2.609 | 50.463 P6 +6.486 +0.407 |
| 6 | 49.832 P1 | 50.572 P5 +6.819 +0.317 | 50.414 P7 +13.109 +5.549 | 49.981 P3 +3.897 +0.671 | 50.439 P4 +6.502 +2.605 | 50.449 6l P2 +3.226 +3.226 | 50.906 P6 +7.560 +0.741 |
| 7 | 49.670 P1 | 50.553 P4 +7.702 +0.590 | 50.590 P6 +14.029 +5.473 | 50.284 P2 +4.511 +4.511 | 50.280 P3 +7.112 +2.601 | 1:18.726 P7 +32.282 +18.253 | 50.666 P5 +8.556 +0.854 |
| 8 | 49.728 P1 | 50.306 P4 +8.280 +0.292 | 50.612 P6 +14.913 +5.695 | 50.252 P2 +5.035 +5.035 | 50.604 P3 +7.988 +2.953 | 54.377 P7 +36.931 +22.018 | 50.390 P5 +9.218 +0.938 |
| 9 | 49.686 P1 | 50.609 P4 +9.203 +0.134 | 50.271 P6 +15.498 +5.494 | 50.131 P2 +5.480 +5.480 | 50.767 P3 +9.069 +3.589 | 51.701 P7 +38.946 +23.448 | 50.472 P5 +10.004 +0.801 |
| 10 | 49.754 P1 | 50.633 P4 +10.082 +0.169 | 50.266 P6 +16.010 +5.283 | 50.142 10l P2 +5.868 +5.868 | 50.598 P3 +9.913 +4.045 | 51.219 P7 +40.411 +24.401 | 50.477 P5 +10.727 +0.645 |
| 11 | 49.817 P1 | 50.533 P3 +10.798 +0.353 | 50.254 P5 +16.447 +5.264 | 1:16.869 P6 +32.920 +16.473 | 50.349 P2 +10.445 +10.445 | 51.053 P7 +41.647 +8.727 | 50.273 P4 +11.183 +0.385 |
| 12 | 49.692 P1 | 50.498 P3 +11.604 +0.699 | 50.399 P5 +17.154 +5.084 | 54.262 P6 +37.490 +20.336 | 50.152 P2 +10.905 +10.905 | 51.318 6l P7 +43.273 +5.783 | 50.579 12l P4 +12.070 +0.466 |
| 13 | 49.733 P1 | 50.330 P3 +12.201 +0.721 | 50.201 P4 +17.622 +5.421 | 51.614 P5 +39.371 +21.749 | 50.308 P2 +11.480 +11.480 | 1:18.134 P7 +1l (~71.731) +30.733 | 1:18.661 P6 +40.998 +1.627 |
| 14 | 49.723 P1 | 50.321 P3 +12.799 +0.900 | 50.116 P4 +18.015 +5.216 | 51.604 P5 +41.252 +23.237 | 50.142 14l P2 +11.899 +11.899 | 51.946 P7 +1l (~74.060) +30.738 | 52.047 P6 +43.322 +2.070 |
| 15 | 49.689 P1 | 50.291 15l P2 +13.401 +13.401 | 50.264 P3 +18.590 +5.189 | 51.158 P5 +42.721 +2.285 | 1:18.226 P4 +40.436 +21.846 | 50.745 P7 +1l (~74.948) +30.342 | 50.973 P6 +44.606 +1.885 |
| 16 | 49.763 P1 | 1:17.797 P3 +41.435 +22.200 | 50.408 16l P2 +19.235 +19.235 | 50.923 P5 +43.881 +1.292 | 51.916 P4 +42.589 +1.154 | 50.447 P7 +1l (~75.393) +29.717 | 50.833 P6 +45.676 +1.795 |
| 17 | 49.612 17l P1 | 52.248 P3 +44.071 +0.158 | 1:19.670 P6 +49.293 +2.528 | 50.800 P4 +45.069 +0.998 | 50.936 P2 +43.913 +43.913 | 50.663 P7 +68.000 +18.707 | 50.701 P5 +46.765 +1.696 |
| 18 | 1:18.106 P1 | 50.659 P3 +16.624 +0.202 | 51.731 P6 +22.918 +2.916 | 50.382 P4 +17.345 +0.721 | 50.615 P2 +16.422 +16.422 | 50.369 P7 +48.951 +26.033 | 51.343 P5 +20.002 +2.657 |
| 19 | 51.050 P1 | 50.825 P2 +16.399 +16.399 | 50.356 P6 +22.224 +2.141 | 50.501 P4 +16.796 +0.166 | 51.258 P3 +16.630 +0.231 | 50.557 P7 +48.458 +26.234 | 51.131 P5 +20.083 +3.287 |
| 20 | 50.148 P1 | 50.339 P2 +16.590 +16.590 | 50.282 P6 +22.358 +1.355 | 51.093 P3 +17.741 +1.151 | 51.602 P4 +18.084 +0.343 | 50.426 P7 +48.736 +26.378 | 51.068 P5 +21.003 +2.919 |
| 21 | 50.265 P1 | 50.479 P2 +16.804 +16.804 | 50.448 P6 +22.541 +0.724 | 50.518 P3 +17.994 +1.190 | 50.577 P4 +18.396 +0.402 | 50.501 P7 +48.972 +26.431 | 51.079 P5 +21.817 +3.421 |
| 22 | 50.220 P1 | 50.309 P2 +16.893 +16.893 | 50.473 P5 +22.794 +4.002 | 50.542 P3 +18.316 +1.423 | 50.616 P4 +18.792 +0.476 | 50.681 P7 +49.433 +25.936 | 51.900 P6 +23.497 +0.703 |
| 23 | 50.270 P1 | 50.251 P2 +16.874 +16.874 | 50.046 P5 +22.570 +3.697 | 50.375 P3 +18.421 +1.547 | 50.351 P4 +18.873 +0.452 | 50.489 P7 +1l (~50.164) +26.226 | 50.711 11l P6 +23.938 +1.368 |
| 24 | 50.213 P1 | 50.491 P2 +17.152 +17.152 | 50.085 P5 +22.442 +3.261 | 50.441 P3 +18.649 +1.497 | 50.521 10l P4 +19.181 +0.532 | 50.333 P6 +49.772 +27.330 | 1:19.736 P7 +1l (~53.831) +4.059 |
| 25 | 50.253 P1 | 50.409 P2 +17.308 +17.308 | 50.331 P4 +22.520 +3.852 | 50.272 P3 +18.668 +1.360 | 1:17.563 P5 +46.491 +23.971 | 50.703 P6 +1l (~50.362) +3.871 | 52.554 P7 +1l (~55.617) +5.255 |
| 26 | 50.413 9l P1 | 49.892 P2 +16.787 +16.787 | 50.195 P4 +22.302 +3.453 | 50.594 P3 +18.849 +2.062 | 52.880 P5 +48.958 +26.656 | 50.206 P6 +50.015 +1.057 | 51.141 P7 +56.490 +6.475 |
| 27 | 1:21.380 P4 +14.458 +8.852 | 50.135 12l P1 | 50.226 P3 +5.606 +2.943 | 50.736 P2 +2.663 +2.663 | 50.965 P5 +33.001 +18.543 | 50.432 P6 +33.525 +0.524 | 51.090 P7 +40.658 +7.133 |
| 28 | 51.161 P3 +12.146 +9.577 | 1:16.919 P4 +23.446 +11.300 | 50.436 P2 +2.569 +2.569 | 50.810 18l P1 | 50.997 P5 +30.525 +7.079 | 50.742 P6 +30.794 +0.269 | 50.731 P7 +37.916 +7.122 |
| 29 | 50.370 P2 +9.690 +9.690 | 51.778 P3 +22.398 +12.708 | 50.257 13l P1 | 1:17.516 P4 +24.690 +2.292 | 50.982 P5 +28.681 +3.991 | 51.018 P6 +28.986 +0.305 | 50.942 P7 +36.032 +7.046 |
| 30 | 50.221 P1 | 50.542 P2 +13.029 +13.029 | 1:17.330 P4 +17.419 +0.890 | 51.750 P3 +16.529 +3.500 | 50.316 P5 +19.086 +1.667 | 50.358 P6 +19.433 +0.347 | 50.855 P7 +26.976 +7.543 |
| 31 | 50.281 P1 | 50.509 P2 +13.257 +13.257 | 51.209 P4 +18.347 +1.516 | 50.583 P3 +16.831 +3.574 | 50.079 P5 +18.884 +0.537 | 50.474 P6 +19.626 +0.742 | 50.769 P7 +27.464 +7.838 |
| 32 | 50.029 P1 | 50.532 P2 +13.760 +13.760 | 50.013 P4 +18.331 +1.064 | 50.465 P3 +17.267 +3.507 | 50.055 P5 +18.910 +0.579 | 50.317 P6 +19.914 +1.004 | 50.722 P7 +28.157 +8.243 |
| 33 | 50.215 P1 | 50.481 P2 +14.026 +14.026 | 49.765 P4 +17.881 +0.389 | 50.440 P3 +17.492 +3.466 | 50.043 P5 +18.738 +0.857 | 50.174 P6 +19.873 +1.135 | 51.108 P7 +29.050 +9.177 |
| 34 | 50.158 P1 | 50.237 P2 +14.105 +14.105 | 50.109 P3 +17.832 +3.727 | 50.681 P4 +18.015 +0.183 | 50.548 P5 +19.128 +1.113 | 50.118 P6 +19.833 +0.705 | 50.920 P7 +29.812 +9.979 |
| 35 | 50.223 P1 | 50.485 P2 +14.367 +14.367 | 50.172 P3 +17.781 +3.414 | 50.537 P4 +18.329 +0.548 | 50.250 P5 +19.155 +0.826 | 50.322 P6 +19.932 +0.777 | 51.324 P7 +30.913 +10.981 |
| 36 | 50.215 10l P1 | 50.309 9l P2 +14.461 +14.461 | 50.234 7l P3 +17.800 +3.339 | 50.163 8l P4 +18.277 +0.477 | 49.825 12l P5 +18.765 +0.488 | 50.084 24l P6 +19.801 +1.036 | 51.963 13l P7 +32.661 +12.860 |
| Gap | +14.461 | +17.800 | +18.277 | +18.765 | +19.801 | +32.661 | |
| Best | 49.612 | 49.892 | 49.765 | 49.897 | 49.825 | 50.084 | 50.273 |
| Avg | 51.777 | 52.136 | 52.251 | 52.301 | 52.267 | 52.361 | 52.620 |
| Dev | 6.812 | 6.144 | 6.578 | 6.105 | 6.256 | 6.385 | 6.469 |
| S1 kart | 37 | 20 | 8 | 21 | 3 | 40 | 4 |
| S1 laps | 17 | 15 | 16 | 10 | 14 | 6 | 12 |
| S1 best | 49.612 | 50.291 | 50.116 | 49.897 | 50.142 | 50.418 | 50.273 |
| S1 avg | 49.929 | 50.753 | 51.106 | 50.722 | 50.750 | 51.065 | 50.835 |
| S1 dev | 0.612 | 0.627 | 2.341 | 1.161 | 0.738 | 1.235 | 0.557 |
| S2 kart | 20 | 101 | 3 | 102 | 4 | 101 | 40 |
| S2 laps | 9 | 12 | 13 | 18 | 10 | 6 | 11 |
| S2 best | 50.148 | 49.892 | 50.046 | 50.272 | 50.351 | 51.053 | 50.701 |
| S2 avg | 50.354 | 50.548 | 50.405 | 50.977 | 50.932 | 51.933 | 51.178 |
| S2 dev | 0.272 | 0.587 | 0.420 | 0.908 | 0.512 | 1.240 | 0.440 |
| S3 kart | 40 | 4 | 101 | 20 | 37 | 21 | 8 |
| S3 laps | 10 | 9 | 7 | 8 | 12 | 24 | 13 |
| S3 best | 50.029 | 50.237 | 49.765 | 50.163 | 49.825 | 50.084 | 50.722 |
| S3 avg | 50.319 | 50.609 | 50.250 | 50.659 | 50.630 | 50.526 | 51.176 |
| S3 dev | 0.310 | 0.454 | 0.454 | 0.470 | 0.815 | 0.374 | 0.528 |