The road to success is always under construction.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | |
|---|---|---|---|---|---|---|---|---|
| Driver | Куксенко | fgb | Михаил Собянин | EGOR | FIRE | Artem Lysak | Milana | Fedorov Iurii |
| Kart | 21 | 4 | 22 | 23 | 10 | 16 | 18 | 5 |
| 1 | 54.460 P3 +1.036 +0.468 | 56.414 P1 | 55.122 P4 +2.335 +1.299 | 54.907 P6 +2.855 +0.486 | 55.548 P2 +0.568 +0.568 | 56.428 P4 +2.369 +0.034 | 57.294 P8 +3.449 +0.290 | 58.179 P7 +3.159 +0.304 |
| 2 | 51.566 P2 +0.539 +0.539 | 52.063 P1 | 51.602 P4 +1.874 +1.313 | 52.876 P6 +3.668 +0.461 | 52.056 P3 +0.561 +0.022 | 52.901 P5 +3.207 +1.333 | 53.193 P8 +4.579 +0.211 | 53.272 P7 +4.368 +0.700 |
| 3 | 51.051 P1 | 51.863 P2 +0.273 +0.273 | 51.063 P4 +1.347 +0.405 | 52.612 P6 +4.690 +0.380 | 51.971 P3 +0.942 +0.669 | 52.693 P5 +4.310 +2.963 | 52.970 P7 +5.959 +1.269 | 53.481 P8 +6.259 +0.300 |
| 4 | 50.876 P1 | 51.102 P2 +0.499 +0.499 | 51.045 P3 +1.516 +1.017 | 52.079 P4 +5.893 +4.377 | 58.674 P8 +8.740 +0.553 | 52.912 P5 +6.346 +0.453 | 52.538 P6 +7.621 +1.275 | 52.804 P7 +8.187 +0.566 |
| 5 | 50.644 P1 | 51.149 P2 +1.004 +1.004 | 50.342 P3 +1.214 +0.210 | 51.786 P4 +7.035 +5.821 | 51.948 P7 +10.044 +0.769 | 51.883 P5 +7.585 +0.550 | 52.298 P6 +9.275 +1.690 | 52.471 P7 +10.014 +-0.030 |
| 6 | 50.427 P1 | 51.668 P3 +2.245 +0.689 | 50.769 P2 +1.556 +1.556 | 51.385 P4 +7.993 +5.748 | 51.430 P7 +11.047 +0.236 | 51.655 P5 +8.813 +0.820 | 51.963 P6 +10.811 +1.998 | 52.172 P8 +11.759 +0.712 |
| 7 | 50.521 P1 | 50.712 P3 +2.436 +0.613 | 50.788 P2 +1.823 +1.823 | 51.372 P4 +8.844 +6.408 | 51.422 P7 +11.948 +0.143 | 51.664 P5 +9.956 +1.112 | 51.515 P6 +11.805 +1.849 | 52.352 P8 +13.590 +1.642 |
| 8 | 50.486 P1 | 50.583 P3 +2.533 +0.730 | 50.466 P2 +1.803 +1.803 | 51.051 P4 +9.409 +6.876 | 51.731 P6 +13.193 +1.790 | 51.933 P5 +11.403 +1.994 | 52.668 P7 +13.987 +0.794 | 52.168 P8 +15.272 +1.285 |
| 9 | 50.257 P1 | 50.287 P3 +2.563 +0.695 | 50.322 P2 +1.868 +1.868 | 50.741 P4 +9.893 +7.330 | 51.882 P6 +14.818 +2.070 | 51.602 P5 +12.748 +2.855 | 51.729 P7 +15.459 +0.641 | 51.772 P8 +16.787 +1.328 |
| 10 | 50.204 P1 | 50.130 P3 +2.489 +0.191 | 50.634 P2 +2.298 +2.298 | 50.878 P4 +10.567 +8.078 | 51.447 P6 +16.061 +1.710 | 51.807 P5 +14.351 +3.784 | 51.453 P7 +16.708 +0.647 | 51.832 P8 +18.415 +1.707 |
| 11 | 50.100 P1 | 50.328 P3 +2.717 +0.288 | 50.231 P2 +2.429 +2.429 | 51.288 P4 +11.755 +9.038 | 51.729 P6 +17.690 +1.483 | 51.956 P5 +16.207 +4.452 | 51.593 P7 +18.201 +0.511 | 52.567 P8 +20.882 +2.681 |
| 12 | 50.362 P1 | 50.442 P3 +2.797 +0.526 | 50.204 P2 +2.271 +2.271 | 50.741 P4 +12.134 +9.337 | 51.741 P6 +19.069 +1.467 | 51.757 P5 +17.602 +5.468 | 51.805 P7 +19.644 +0.575 | 52.218 P8 +22.738 +3.094 |
| 13 | 50.404 P1 | 50.301 P3 +2.694 +0.421 | 50.406 P2 +2.273 +2.273 | 50.753 P4 +12.483 +9.789 | 52.255 P6 +20.920 +2.378 | 51.344 P5 +18.542 +6.059 | 52.059 P7 +21.299 +0.379 | 51.844 P8 +24.178 +2.879 |
| 14 | 50.239 P1 | 50.445 P3 +2.900 +0.443 | 50.423 P2 +2.457 +2.457 | 51.151 P4 +13.395 +10.495 | 51.191 P6 +21.872 +1.855 | 51.714 P5 +20.017 +6.622 | 52.057 P7 +23.117 +1.245 | 51.914 P8 +25.853 +2.736 |
| 15 | 50.142 P1 | 50.265 P3 +3.023 +0.072 | 50.636 P2 +2.951 +2.951 | 50.867 P4 +14.120 +11.097 | 50.522 P6 +22.252 +0.991 | 51.386 P5 +21.261 +7.141 | 51.207 P7 +24.182 +1.930 | 51.984 P8 +27.695 +3.513 |
| 16 | 50.350 P1 | 50.586 P2 +3.259 +3.259 | 51.144 P3 +3.745 +0.486 | 51.250 P4 +15.020 +11.275 | 51.162 P6 +23.064 +0.482 | 51.671 P5 +22.582 +7.562 | 51.605 P7 +25.437 +2.373 | 51.693 P8 +29.038 +3.601 |
| 17 | 50.285 P1 | 50.444 P2 +3.418 +3.418 | 50.287 P3 +3.747 +0.329 | 51.029 P4 +15.764 +12.017 | 51.919 P6 +24.698 +0.141 | 52.260 P5 +24.557 +8.793 | 51.767 P7 +26.919 +2.221 | 51.782 P8 +30.535 +3.616 |
| 18 | 50.211 P1 | 50.368 P2 +3.575 +3.575 | 50.314 P3 +3.850 +0.275 | 51.149 P4 +16.702 +12.852 | 51.241 P5 +25.728 +9.026 | 51.840 P6 +26.186 +0.458 | 52.435 P7 +29.143 +2.957 | 52.155 P8 +32.479 +3.336 |
| 19 | 50.207 P1 | 50.222 P2 +3.590 +3.590 | 50.358 P3 +4.001 +0.411 | 51.456 P4 +17.951 +13.950 | 51.059 P5 +26.580 +8.629 | 51.663 P6 +27.642 +1.062 | 51.924 P7 +30.860 +3.218 | 51.782 P8 +34.054 +3.194 |
| 20 | 50.412 P1 | 50.329 P2 +3.507 +3.507 | 50.086 P3 +3.675 +0.168 | 50.769 P4 +18.308 +14.633 | 50.649 P5 +26.817 +8.509 | 51.836 P6 +29.066 +2.249 | 52.742 P7 +33.190 +4.124 | 52.196 P8 +35.838 +2.648 |
| 21 | 50.080 P1 | 50.374 P2 +3.801 +3.801 | 50.397 P3 +3.992 +0.191 | 51.058 P4 +19.286 +15.294 | 51.210 P5 +27.947 +8.661 | 51.010 P6 +29.996 +2.049 | 52.081 P7 +35.191 +5.195 | 51.637 P8 +37.395 +2.204 |
| 22 | 50.128 P1 | 50.497 P2 +4.170 +4.170 | 50.457 P3 +4.321 +0.151 | 50.623 P4 +19.781 +15.460 | 50.990 P5 +28.809 +9.028 | 51.112 P6 +30.980 +2.171 | 52.106 P7 +37.169 +6.189 | 51.772 P8 +39.039 +1.870 |
| 23 | 50.154 P1 | 50.465 P2 +4.481 +4.481 | 50.486 P3 +4.653 +0.172 | 51.006 P4 +20.633 +15.980 | 50.908 P5 +29.563 +8.930 | 51.611 P6 +32.437 +2.874 | 52.359 P7 +39.374 +6.937 | 51.513 P8 +40.398 +1.024 |
| 24 | 50.038 P1 | 50.404 P2 +4.847 +4.847 | 50.437 P3 +5.052 +0.205 | 50.871 P4 +21.466 +16.414 | 50.758 P5 +30.283 +8.817 | 51.362 P6 +33.761 +3.478 | 52.122 P7 +41.458 +7.697 | 51.727 P8 +42.087 +0.629 |
| Gap | +4.847 | +5.052 | +21.466 | +30.283 | +33.761 | +41.458 | +42.087 | |
| Best | 50.038 | 50.130 | 50.086 | 50.623 | 50.522 | 51.010 | 51.207 | 51.513 |
| Avg | 50.566 | 50.893 | 50.750 | 51.404 | 51.893 | 52.000 | 52.311 | 52.386 |
| Dev | 0.881 | 1.262 | 0.975 | 0.921 | 1.700 | 1.037 | 1.145 | 1.302 |