It is amazing how may drivers, even at the Formula One Level, think that the brakes are for slowing the car down.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Никифоров Кирилл | Большаков | саша | Aliant | SergS8 | GlebkPro PitStop | Volkov VS | Sergegt | vlasov0318 | OleZole | Sergey M | XoRoWmeister | Иван Сахно | Вик |
| Kart | 23 | 1 | 38 | 21 | 24 | 37 | 19 | 9 | 8 | 14 | 17 | 26 | 11 | 7 |
| 1 | 53.984 P3 +0.564 +0.127 | 55.012 P1 | 53.904 P5 +1.589 +0.078 | 54.673 P2 +0.437 +0.437 | 52.751 P8 +2.559 +0.124 | 54.380 P4 +1.511 +0.947 | 52.985 P9 +2.717 +0.158 | 53.725 P6 +1.983 +0.394 | 53.375 P12 +3.866 +0.271 | 53.811 P7 +2.435 +0.452 | 53.870 P11 +3.595 +0.184 | 54.535 P10 +3.411 +0.694 | 57.300 P13 +9.010 +5.144 | 1:02.476 P14 +13.737 +4.727 |
| 2 | 51.182 P3 +0.556 +0.168 | 51.190 P1 | 51.167 P4 +1.566 +1.010 | 51.141 P2 +0.388 +0.388 | 51.857 P7 +3.226 +0.193 | 51.962 P5 +2.283 +0.717 | 58.757 P11 +10.284 +4.328 | 52.240 P6 +3.033 +0.750 | 58.243 P13 +10.919 +0.625 | 53.803 P9 +5.048 +0.330 | 53.551 P10 +5.956 +0.908 | 52.497 P8 +4.718 +1.492 | 52.474 P12 +10.294 +0.010 | 52.401 P14 +14.948 +4.029 |
| 3 | 51.446 P2 +1.188 +1.188 | 50.814 P1 | 50.983 P4 +1.735 +0.177 | 51.984 P3 +1.558 +0.370 | 50.969 P6 +3.381 +0.459 | 51.453 P5 +2.922 +1.187 | 51.924 P11 +11.394 +4.242 | 52.030 P7 +4.249 +0.868 | 52.431 P13 +12.536 +0.259 | 52.279 P9 +6.513 +0.922 | 52.010 P10 +7.152 +0.639 | 51.687 P8 +5.591 +1.342 | 52.797 P12 +12.277 +0.883 | 52.052 P14 +16.186 +3.650 |
| 4 | 50.380 P2 +0.755 +0.755 | 50.813 P1 | 50.564 P4 +1.486 +0.204 | 50.537 P3 +1.282 +0.527 | 50.826 P5 +3.394 +1.908 | 51.703 P6 +3.812 +0.418 | 50.899 P11 +11.480 +3.577 | 51.737 P7 +5.173 +1.361 | 51.690 P12 +13.413 +1.933 | 51.569 P9 +7.269 +0.692 | 51.564 P10 +7.903 +0.634 | 51.799 P8 +6.577 +1.404 | 53.563 P13 +15.027 +1.614 | 51.731 P14 +17.104 +2.077 |
| 5 | 50.204 P2 +0.247 +0.247 | 50.712 P1 | 50.582 P4 +1.356 +0.233 | 50.553 P3 +1.123 +0.876 | 50.587 P5 +3.269 +1.913 | 51.118 P6 +4.218 +0.949 | 50.771 P11 +11.539 +2.959 | 51.250 P7 +5.711 +1.493 | 51.355 P12 +14.056 +2.517 | 51.637 P9 +8.194 +0.398 | 51.389 P10 +8.580 +0.386 | 51.931 P8 +7.796 +2.085 | 52.228 P13 +16.543 +2.487 | 51.381 P14 +17.773 +1.230 |
| 6 | 50.786 P1 | 51.321 P2 +0.288 +0.288 | 50.651 P4 +0.974 +0.251 | 50.633 P3 +0.723 +0.435 | 50.432 P5 +2.668 +1.694 | 51.175 P6 +4.360 +1.692 | 50.707 P11 +11.213 +1.496 | 51.137 P7 +5.815 +1.455 | 51.293 P12 +14.316 +3.103 | 52.126 P9 +9.287 +0.633 | 52.170 P10 +9.717 +0.430 | 51.891 P8 +8.654 +2.839 | 52.323 P13 +17.833 +3.517 | 57.507 P14 +24.247 +6.414 |
| 7 | 50.189 P1 | 50.323 P2 +0.422 +0.422 | 50.235 P4 +1.020 +0.160 | 50.326 P3 +0.860 +0.438 | 50.558 P5 +3.037 +2.017 | 51.123 P6 +5.294 +2.257 | 50.445 P11 +11.469 +0.345 | 51.100 P7 +6.726 +1.432 | 50.838 P12 +14.965 +3.496 | 51.866 P9 +10.964 +0.563 | 51.596 P10 +11.124 +0.160 | 51.936 P8 +10.401 +3.675 | 51.869 P13 +19.513 +4.548 | 52.021 P14 +26.079 +6.566 |
| 8 | 50.101 P1 | 50.314 P2 +0.635 +0.635 | 50.121 P4 +1.040 +0.205 | 50.076 P3 +0.835 +0.200 | 50.485 P5 +3.421 +2.381 | 51.067 P6 +6.260 +2.839 | 51.228 P10 +12.596 +0.133 | 51.388 P7 +8.013 +1.753 | 51.153 P12 +16.017 +3.103 | 52.051 P11 +12.914 +0.318 | 51.440 P9 +12.463 +0.592 | 51.571 P8 +11.871 +3.858 | 52.593 P13 +22.005 +5.988 | 51.242 P14 +27.220 +5.215 |
| 9 | 50.019 P1 | 50.016 P2 +0.632 +0.632 | 50.119 P4 +1.140 +0.230 | 50.094 P3 +0.910 +0.278 | 50.336 P5 +3.738 +2.598 | 51.059 P6 +7.300 +3.562 | 51.186 P9 +13.763 +0.410 | 51.092 P7 +9.086 +1.786 | 50.886 P12 +16.884 +2.075 | 51.914 P11 +14.809 +0.237 | 52.128 P10 +14.572 +0.809 | 51.501 P8 +13.353 +4.267 | 52.212 P13 +24.198 +7.314 | 51.782 P14 +28.983 +4.785 |
| 10 | 50.023 P1 | 50.232 P2 +0.841 +0.841 | 50.214 P4 +1.331 +0.361 | 50.083 P3 +0.970 +0.129 | 50.445 P5 +4.160 +2.829 | 51.049 P6 +8.326 +4.166 | 50.746 P8 +14.486 +4.340 | 51.083 P7 +10.146 +1.820 | 50.985 P12 +17.846 +1.320 | 51.740 P11 +16.526 +0.284 | 51.693 P10 +16.242 +0.763 | 52.149 P9 +15.479 +0.993 | 52.437 P13 +26.612 +8.766 | 51.377 P14 +30.337 +3.725 |
| 11 | 50.070 P1 | 50.217 P2 +0.988 +0.988 | 50.403 P4 +1.664 +0.448 | 50.316 P3 +1.216 +0.228 | 50.451 P5 +4.541 +2.877 | 50.911 P6 +9.167 +4.626 | 50.559 P8 +14.975 +3.670 | 51.229 P7 +11.305 +2.138 | 50.920 P12 +18.696 +0.737 | 51.503 P11 +17.959 +0.406 | 51.381 P10 +17.553 +0.471 | 51.673 P9 +17.082 +2.107 | 52.338 P13 +28.880 +10.184 | 51.944 P14 +32.211 +3.331 |
| 12 | 50.021 P1 | 50.235 P2 +1.202 +1.202 | 50.587 P4 +2.230 +0.745 | 50.290 P3 +1.485 +0.283 | 50.462 P5 +4.982 +2.752 | 51.031 P6 +10.177 +5.195 | 50.483 P8 +15.437 +2.741 | 51.412 P7 +12.696 +2.519 | 50.878 P12 +19.553 +0.311 | 51.304 P11 +19.242 +0.393 | 51.317 P10 +18.849 +0.374 | 51.414 P9 +18.475 +3.038 | 52.115 P13 +30.974 +11.421 | 51.720 P14 +33.910 +2.936 |
| 13 | 50.217 P1 | 51.182 P3 +2.167 +0.248 | 50.432 P4 +2.445 +0.278 | 50.651 P2 +1.919 +1.919 | 50.747 P5 +5.512 +3.067 | 51.066 P6 +11.026 +5.514 | 50.398 P8 +15.618 +1.841 | 51.298 P7 +13.777 +2.751 | 51.901 P12 +21.237 +0.231 | 51.981 P11 +21.006 +0.740 | 51.634 P10 +20.266 +0.152 | 51.856 P9 +20.114 +4.496 | 52.405 P13 +33.162 +11.925 | 51.727 P14 +35.420 +2.258 |
| 14 | 50.014 P1 | 50.311 P3 +2.464 +0.154 | 50.356 P4 +2.787 +0.323 | 50.405 P2 +2.310 +2.310 | 50.581 P5 +6.079 +3.292 | 51.006 P6 +12.018 +5.939 | 50.443 P8 +16.047 +1.085 | 51.199 P7 +14.962 +2.944 | 51.062 P12 +22.285 +0.326 | 50.967 P11 +21.959 +0.344 | 51.342 P9 +21.594 +5.547 | 51.515 P10 +21.615 +0.021 | 53.343 P13 +36.491 +14.206 | 51.457 P14 +36.863 +0.372 |
| 15 | 50.048 P1 | 50.462 P3 +2.878 +0.271 | 50.281 P4 +3.020 +0.142 | 50.345 P2 +2.607 +2.607 | 50.454 P5 +6.485 +3.465 | 50.966 P6 +12.936 +6.451 | 50.703 P8 +16.702 +0.269 | 51.519 P7 +16.433 +3.497 | 52.041 P10 +24.278 +0.076 | 52.433 P12 +24.344 +0.026 | 52.656 P9 +24.202 +7.500 | 52.751 P11 +24.318 +0.040 | 52.393 P13 +38.836 +14.492 | 52.192 P14 +39.007 +0.171 |
| 16 | 50.075 P1 | 50.200 P3 +3.003 +0.174 | 50.285 P4 +3.230 +0.227 | 50.297 P2 +2.829 +2.829 | 50.501 P5 +6.911 +3.681 | 50.846 P6 +13.707 +6.796 | 51.568 P8 +18.195 +0.362 | 51.475 P7 +17.833 +4.126 | 51.242 P9 +25.445 +7.250 | 52.394 P10 +26.663 +1.218 | 52.835 P11 +26.962 +0.299 | 53.187 P12 +27.430 +0.468 | 52.031 P13 +40.792 +13.362 | 52.135 P14 +41.067 +0.275 |
| 17 | 50.093 P1 | 50.362 P3 +3.272 +0.167 | 50.281 P4 +3.418 +0.146 | 50.369 P2 +3.105 +3.105 | 50.440 P5 +7.258 +3.840 | 50.829 P6 +14.443 +7.185 | 51.156 P8 +19.258 +0.086 | 51.432 P7 +19.172 +4.729 | 51.219 P9 +26.571 +7.313 | 51.478 P10 +28.048 +1.477 | 51.403 P11 +28.272 +0.224 | 51.453 P12 +28.790 +0.518 | 51.790 P13 +42.489 +13.699 | 52.234 P14 +43.208 +0.719 |
| 18 | 50.183 P1 | 50.773 P2 +3.862 +3.862 | 50.867 P3 +4.102 +0.240 | 51.310 P4 +4.232 +0.130 | 50.461 P5 +7.536 +3.304 | 51.080 P6 +15.340 +7.804 | 51.233 P7 +20.308 +4.968 | 52.130 P8 +21.119 +0.811 | 51.419 P9 +27.807 +6.688 | 51.122 P10 +28.987 +1.180 | 51.248 P11 +29.337 +0.350 | 52.161 P12 +30.768 +1.431 | 51.948 P13 +44.254 +13.486 | 51.603 P14 +44.628 +0.374 |
| Gap | +3.862 | +4.102 | +4.232 | +7.536 | +15.340 | +20.308 | +21.119 | +27.807 | +28.987 | +29.337 | +30.768 | +44.254 | +44.628 | |
| Best | 50.014 | 50.016 | 50.119 | 50.076 | 50.336 | 50.829 | 50.398 | 51.083 | 50.838 | 50.967 | 51.248 | 51.414 | 51.790 | 51.242 |
| Avg | 50.501 | 50.804 | 50.668 | 50.782 | 50.741 | 51.323 | 51.455 | 51.582 | 51.829 | 51.998 | 51.957 | 52.083 | 52.675 | 52.721 |
| Dev | 0.936 | 1.087 | 0.835 | 1.054 | 0.592 | 0.793 | 1.878 | 0.625 | 1.679 | 0.754 | 0.764 | 0.752 | 1.207 | 2.719 |