« Гонщик Года PitStop 9A - гонка 36 кругов ГГ2023 » 14 May 2023, 20:56
+18℃,
clear sky
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Большаков | Куксенко | ARTEMRACING | NikeXd | ZKA24 | Соколик | Aliant | Дамаскин | Васюков | AVenger |
| Kart | 26 | 18 | 28 | 13 | 24 | 27 | 5 | 23 | 29 | 22 |
| 1 | 52.896 P1 | 52.231 P2 +0.172 +0.172 | 52.216 P3 +0.727 +0.555 | 52.248 P5 +1.377 +0.123 | 51.895 P7 +2.104 +0.333 | 52.176 P9 +3.360 +0.846 | 51.927 P4 +1.254 +0.527 | 51.708 P8 +2.514 +0.410 | 51.849 P6 +1.771 +0.394 | 52.537 P10 +3.954 +0.594 |
| 2 | 49.881 P1 | 49.810 P2 +0.101 +0.101 | 49.940 P3 +0.786 +0.685 | 50.127 P5 +1.623 +0.116 | 50.283 P7 +2.506 +0.488 | 50.802 P9 +4.281 +1.145 | 50.134 P4 +1.507 +0.721 | 50.503 P8 +3.136 +0.630 | 50.128 P6 +2.018 +0.395 | 50.960 P10 +5.033 +0.752 |
| 3 | 49.566 P1 | 49.631 P2 +0.166 +0.166 | 49.995 P3 +1.215 +1.049 | 50.452 P4 +2.509 +1.294 | 50.478 P7 +3.418 +0.255 | 50.883 P9 +5.598 +1.588 | 51.074 P5 +3.015 +0.506 | 50.440 P8 +4.010 +0.592 | 50.711 P6 +3.163 +0.148 | 51.181 P10 +6.648 +1.050 |
| 4 | 49.659 P1 | 49.626 P2 +0.133 +0.133 | 49.910 P3 +1.466 +1.333 | 49.847 P4 +2.697 +1.231 | 50.159 P7 +3.918 +0.216 | 50.553 P9 +6.492 +1.922 | 50.184 P5 +3.540 +0.843 | 50.219 P8 +4.570 +0.652 | 50.198 P6 +3.702 +0.162 | 50.962 P10 +7.951 +1.459 |
| 5 | 49.524 P1 | 49.606 P2 +0.215 +0.215 | 49.795 P3 +1.737 +1.522 | 49.703 P4 +2.876 +1.139 | 49.968 P7 +4.362 +0.194 | 50.712 P9 +7.680 +2.574 | 50.023 P5 +4.039 +1.163 | 50.060 P8 +5.106 +0.744 | 49.990 P6 +4.168 +0.129 | 50.975 P10 +9.402 +1.722 |
| 6 | 49.515 P1 | 49.538 P2 +0.238 +0.238 | 49.751 P3 +1.973 +1.735 | 49.700 P4 +3.061 +1.088 | 50.524 P6 +5.371 +0.306 | 1:17.725 6l P10 +35.890 +25.144 | 51.118 P7 +5.642 +0.271 | 50.184 P8 +5.775 +0.133 | 50.412 P5 +5.065 +2.004 | 50.859 P9 +10.746 +4.971 |
| 7 | 49.418 P1 | 49.314 P2 +0.134 +0.134 | 49.920 P3 +2.475 +2.341 | 49.735 P4 +3.378 +0.903 | 49.999 P6 +5.952 +0.353 | 53.464 P10 +39.936 +6.056 | 1:17.656 7l P9 +33.880 +21.610 | 50.176 P7 +6.533 +0.581 | 49.952 P5 +5.599 +2.221 | 50.942 P8 +12.270 +5.737 |
| 8 | 49.581 P1 | 49.630 P2 +0.183 +0.183 | 49.879 P3 +2.773 +2.590 | 49.922 P4 +3.719 +0.946 | 49.978 P6 +6.349 +0.406 | 51.430 P10 +41.785 +3.553 | 53.933 P9 +38.232 +24.599 | 50.221 P7 +7.173 +0.824 | 49.925 P5 +5.943 +2.224 | 50.944 P8 +13.633 +6.460 |
| 9 | 49.380 P1 | 49.430 P2 +0.233 +0.233 | 49.921 P3 +3.314 +3.081 | 49.862 P4 +4.201 +0.887 | 49.934 P6 +6.903 +0.557 | 50.919 P10 +43.324 +3.422 | 51.050 P9 +39.902 +24.690 | 50.024 P7 +7.817 +0.914 | 49.783 P5 +6.346 +2.145 | 50.959 P8 +15.212 +7.395 |
| 10 | 49.371 P1 | 49.418 P2 +0.280 +0.280 | 50.030 P3 +3.973 +3.693 | 49.825 P4 +4.655 +0.682 | 49.963 P6 +7.495 +0.664 | 50.864 P10 +44.817 +3.503 | 50.783 P9 +41.314 +24.474 | 50.095 P7 +8.541 +1.046 | 49.856 P5 +6.831 +2.176 | 50.999 P8 +16.840 +8.299 |
| 11 | 49.332 P1 | 49.232 P2 +0.180 +0.180 | 49.952 P3 +4.593 +4.413 | 49.583 P4 +4.906 +0.313 | 49.899 P6 +8.062 +0.673 | 50.811 P10 +46.296 +3.823 | 50.491 P9 +42.473 +24.085 | 50.148 P7 +9.357 +1.295 | 49.890 P5 +7.389 +2.483 | 50.880 P8 +18.388 +9.031 |
| 12 | 49.290 P1 | 49.335 P2 +0.225 +0.225 | 49.851 P3 +5.154 +4.929 | 49.725 P4 +5.341 +0.187 | 49.818 P6 +8.590 +0.519 | 50.781 P10 +47.787 +4.262 | 50.342 P9 +43.525 +23.547 | 50.101 P7 +10.168 +1.578 | 49.972 P5 +8.071 +2.730 | 50.880 P8 +19.978 +9.810 |
| 13 | 49.283 P1 | 49.317 P2 +0.259 +0.259 | 49.911 P3 +5.782 +5.523 | 49.841 P4 +5.899 +0.117 | 49.856 P6 +9.163 +0.472 | 51.391 P10 +1l (~50.415) +5.785 | 50.388 P9 +44.630 +23.045 | 50.206 P7 +11.091 +1.928 | 49.903 P5 +8.691 +2.792 | 50.890 P8 +21.585 +10.494 |
| 14 | 49.293 P1 | 49.225 P2 +0.191 +0.191 | 49.848 P3 +6.337 +6.146 | 49.921 P4 +6.527 +0.190 | 49.791 P6 +9.661 +0.364 | 50.562 P10 +1l (~51.125) +5.526 | 50.262 P9 +45.599 +22.286 | 50.241 P7 +12.039 +2.378 | 49.899 P5 +9.297 +2.770 | 51.021 P8 +23.313 +11.274 |
| 15 | 49.266 P1 | 49.198 P2 +0.123 +0.123 | 49.882 P3 +6.953 +6.830 | 49.795 P4 +7.056 +0.103 | 49.708 P6 +10.103 +0.147 | 50.606 P10 +1l (~52.652) +6.049 | 50.270 P9 +46.603 +21.710 | 50.175 P7 +12.948 +2.845 | 49.925 P5 +9.956 +2.900 | 50.846 P8 +24.893 +11.945 |
| 16 | 49.229 P1 | 49.393 P2 +0.287 +0.287 | 49.828 P3 +7.552 +7.265 | 49.834 P4 +7.661 +0.109 | 49.819 P6 +10.693 +0.345 | 50.738 P9 +1l (~53.970) +27.387 | 1:17.700 9l P10 +1l (~75.078) +21.108 | 50.183 P7 +13.902 +3.209 | 49.621 P5 +10.348 +2.687 | 50.919 P8 +26.583 +12.681 |
| 17 | 49.339 P1 | 49.318 P2 +0.266 +0.266 | 49.909 P3 +8.122 +7.856 | 49.986 P4 +8.308 +0.186 | 49.819 P6 +11.173 +0.313 | 50.726 P8 +1l (~55.380) +40.494 | 53.728 P10 +1l (~79.377) +23.969 | 50.323 P7 +14.886 +3.713 | 49.851 P5 +10.860 +2.552 | 1:18.256 17l P9 +1l (~55.408) +0.028 |
| 18 | 49.417 P1 | 49.417 P2 +0.266 +0.266 | 1:18.919 18l P7 +37.624 +21.750 | 49.952 P3 +8.843 +8.577 | 49.770 P5 +11.526 +0.271 | 50.838 P8 +1l (~56.683) +19.059 | 51.152 P10 +1l (~81.167) +22.790 | 50.405 P6 +15.874 +4.348 | 49.812 P4 +11.255 +2.412 | 52.658 P9 +1l (~58.377) +1.694 |
| 19 | 1:16.489 19l P6 +26.857 +10.258 | 49.366 P1 | 51.089 P7 +39.081 +12.224 | 49.993 P2 +9.204 +9.204 | 49.832 P4 +11.726 +0.291 | 51.025 P8 +1l (~58.284) +19.203 | 50.699 P10 +1l (~82.500) +22.000 | 50.357 P5 +16.599 +4.873 | 49.812 P3 +11.435 +2.231 | 51.284 P9 +1l (~60.500) +2.216 |
| 20 | 51.818 P5 +29.031 +11.727 | 49.644 P1 | 49.850 P7 +39.287 +2.203 | 1:17.524 20l P6 +37.084 +8.053 | 49.728 P3 +11.810 +0.201 | 50.737 P8 +59.307 +20.020 | 50.718 P10 +1l (~83.742) +21.356 | 50.349 P4 +17.304 +5.494 | 49.818 P2 +11.609 +11.609 | 51.609 P9 +1l (~62.386) +3.079 |
| 21 | 50.164 P4 +17.533 +1.555 | 1:17.640 21l P3 +15.978 +15.745 | 49.905 P6 +27.530 +0.367 | 51.741 P5 +27.163 +9.630 | 50.085 P2 +0.233 +0.233 | 1:17.903 15l P10 +1l (~75.719) +3.919 | 50.407 P9 +1l (~71.800) +20.672 | 1:27.437 21l P7 +43.079 +15.549 | 50.053 P1 | 50.917 P8 +1l (~51.128) +8.049 |
| 22 | 52.255 P3 +19.903 +19.795 | 55.667 P4 +21.760 +1.857 | 50.319 P6 +27.964 +0.119 | 50.567 P5 +27.845 +6.085 | 49.760 P2 +0.108 +0.108 | 51.368 P10 +1l (~76.810) +4.633 | 50.469 P9 +1l (~72.177) +19.909 | 51.900 P7 +45.094 +17.130 | 49.885 P1 | 50.796 P8 +1l (~52.268) +7.174 |
| 23 | 50.311 P2 +18.433 +18.433 | 49.684 P3 +19.663 +1.230 | 49.924 P4 +26.107 +6.444 | 50.489 P5 +26.553 +0.446 | 1:18.286 23l P6 +26.613 +0.060 | 50.044 P10 +1l (~75.340) +3.876 | 50.429 P9 +1l (~71.464) +20.045 | 50.303 P7 +43.616 +17.003 | 51.781 P1 | 50.676 P8 +51.419 +7.803 |
| 24 | 50.291 P1 | 49.708 P2 +0.647 +0.647 | 49.605 P3 +6.988 +6.341 | 50.032 P4 +7.861 +0.873 | 52.395 P6 +10.284 +1.972 | 50.129 P10 +1l (~56.871) +3.792 | 50.406 P9 +1l (~53.079) +19.635 | 50.231 P7 +25.123 +14.839 | 1:17.036 24l P5 +8.312 +0.451 | 50.749 P8 +33.444 +8.321 |
| 25 | 50.418 P2 +0.185 +0.185 | 49.586 P1 | 49.612 P3 +6.367 +6.182 | 50.081 P4 +7.709 +1.342 | 50.612 P6 +10.663 +0.087 | 49.952 P10 +1l (~56.507) +3.235 | 50.242 P9 +1l (~53.272) +19.340 | 50.232 P7 +25.122 +14.459 | 52.497 P5 +10.576 +2.867 | 50.721 P8 +33.932 +8.810 |
| 26 | 49.928 P2 +0.407 +0.407 | 49.706 P1 | 49.777 P3 +6.438 +6.031 | 50.142 P4 +8.145 +1.707 | 51.308 P5 +12.265 +4.120 | 49.802 P10 +1l (~56.212) +2.746 | 50.279 P9 +1l (~53.466) +18.296 | 50.316 P7 +25.732 +12.581 | 52.281 P6 +13.151 +0.886 | 50.944 P8 +35.170 +9.438 |
| 27 | 49.995 P1 | 1:16.444 6l P6 +26.042 +12.611 | 49.487 P2 +5.523 +5.523 | 50.130 P3 +7.873 +2.350 | 50.216 P4 +12.079 +4.206 | 49.628 P10 +1l (~55.607) +0.715 | 50.397 P8 +1l (~53.581) +17.709 | 1:19.503 6l P9 +1l (~54.892) +1.311 | 50.682 P5 +13.431 +1.352 | 51.104 P7 +35.872 +9.830 |
| 28 | 50.160 P1 | 51.766 P5 +27.648 +13.493 | 1:16.421 10l P6 +31.784 +4.136 | 50.073 P2 +7.786 +7.786 | 50.165 P3 +12.084 +4.298 | 49.832 P8 +1l (~55.132) +1.527 | 50.245 P7 +1l (~53.605) +21.821 | 52.028 P9 +1l (~56.427) +1.295 | 50.884 P4 +14.155 +2.071 | 1:18.746 11l P10 +1l (~64.578) +8.151 |
| 29 | 50.128 P1 | 50.531 P5 +28.051 +13.277 | 51.498 P6 +33.154 +5.103 | 50.241 P2 +7.899 +7.899 | 50.073 P3 +12.029 +4.130 | 49.748 P8 +55.032 +1.174 | 50.326 P7 +53.858 +20.704 | 50.121 P9 +56.694 +1.662 | 50.747 P4 +14.774 +2.745 | 51.718 P10 +1l (~66.062) +9.368 |
| 30 | 1:17.193 11l P3 +19.095 +15.180 | 50.470 P4 +20.423 +1.328 | 49.829 P5 +24.885 +4.462 | 50.199 P1 | 49.984 P2 +3.915 +3.915 | 49.645 P8 +46.579 +0.520 | 50.299 P7 +46.059 +0.934 | 50.182 P9 +48.778 +2.199 | 1:28.449 6l P6 +45.125 +20.240 | 50.540 P10 +1l (~58.718) +9.940 |
| 31 | 52.038 P2 +17.086 +17.086 | 51.059 P3 +17.435 +0.349 | 49.907 P4 +20.745 +3.310 | 1:16.960 11l P5 +22.913 +2.168 | 50.132 P1 | 49.995 P7 +42.527 +0.151 | 50.364 P6 +42.376 +19.463 | 50.130 P9 +44.861 +1.434 | 52.349 P8 +43.427 +0.900 | 50.387 P10 +54.830 +9.969 |
| 32 | 49.993 P1 | 50.136 P2 +0.492 +0.492 | 49.697 P3 +3.363 +2.871 | 52.022 P4 +7.856 +4.493 | 1:17.097 9l P5 +10.018 +2.162 | 51.298 P7 +26.746 +0.182 | 51.267 P6 +26.564 +16.546 | 50.302 P9 +28.084 +1.003 | 50.733 P8 +27.081 +0.335 | 50.498 P10 +38.249 +10.165 |
| 33 | 49.945 P1 | 50.040 P2 +0.587 +0.587 | 49.526 P3 +2.944 +2.357 | 50.846 P4 +8.757 +5.813 | 52.023 P5 +12.096 +3.339 | 50.472 P7 +27.273 +0.155 | 50.499 P6 +27.118 +15.022 | 50.055 P9 +28.194 +0.581 | 50.477 P8 +27.613 +0.340 | 50.359 P10 +38.663 +10.469 |
| 34 | 49.941 P1 | 50.183 P2 +0.829 +0.829 | 49.616 P3 +2.619 +1.790 | 50.502 P4 +9.318 +6.699 | 50.659 P5 +12.814 +3.496 | 50.754 P7 +28.086 +0.201 | 50.708 P6 +27.885 +15.071 | 50.160 P9 +28.413 +0.104 | 50.637 P8 +28.309 +0.223 | 50.576 P10 +39.298 +10.885 |
| 35 | 49.940 P1 | 50.282 P2 +1.171 +1.171 | 49.535 P3 +2.214 +1.043 | 50.595 P4 +9.973 +7.759 | 50.506 P5 +13.380 +3.407 | 50.624 P6 +28.770 +15.390 | 51.334 P7 +29.279 +0.509 | 50.947 P8 +29.420 +0.141 | 51.430 P9 +29.799 +0.379 | 50.808 P10 +40.166 +10.367 |
| 36 | 49.870 6l P1 | 50.211 9l P2 +1.512 +1.512 | 49.467 8l P3 +1.811 +0.299 | 50.518 5l P4 +10.621 +8.810 | 50.590 4l P5 +14.100 +3.479 | 50.120 15l P6 +29.020 +14.920 | 50.481 20l P7 +29.890 +0.870 | 50.561 9l P8 +30.111 +0.221 | 50.575 6l P9 +30.504 +0.393 | 50.526 8l P10 +40.822 +10.318 |
| Gap | +1.512 | +1.811 | +10.621 | +14.100 | +29.020 | +29.890 | +30.111 | +30.504 | +40.822 | |
| Best | 49.229 | 49.198 | 49.467 | 49.583 | 49.708 | 49.628 | 50.023 | 50.024 | 49.621 | 50.359 |
| Avg | 51.503 | 51.522 | 51.514 | 51.742 | 51.808 | 52.196 | 52.271 | 52.236 | 52.272 | 52.517 |
| Dev | 6.207 | 6.300 | 6.373 | 6.215 | 6.312 | 6.255 | 6.219 | 7.648 | 7.552 | 6.320 |
| S1 kart | 26 | 18 | 28 | 13 | 24 | 27 | 5 | 23 | 29 | 22 |
| S1 laps | 19 | 21 | 18 | 20 | 23 | 6 | 7 | 21 | 24 | 17 |
| S1 best | 49.229 | 49.198 | 49.751 | 49.583 | 49.708 | 50.553 | 50.023 | 50.024 | 49.621 | 50.846 |
| S1 avg | 49.624 | 49.583 | 50.031 | 50.002 | 50.048 | 51.025 | 50.743 | 50.305 | 50.131 | 51.047 |
| S1 dev | 0.810 | 0.629 | 0.550 | 0.560 | 0.459 | 0.586 | 0.690 | 0.345 | 0.564 | 0.392 |
| S2 kart | 22 | 26 | 102 | 28 | 23 | 101 | 102 | 13 | 101 | 5 |
| S2 laps | 11 | 6 | 10 | 11 | 9 | 15 | 9 | 6 | 6 | 11 |
| S2 best | 49.928 | 49.586 | 49.487 | 50.032 | 49.984 | 50.562 | 50.262 | 50.231 | 50.682 | 50.676 |
| S2 avg | 50.546 | 50.870 | 49.952 | 50.369 | 50.610 | 51.063 | 50.939 | 50.596 | 51.418 | 51.145 |
| S2 dev | 0.764 | 2.399 | 0.462 | 0.487 | 0.785 | 0.710 | 1.160 | 0.653 | 0.798 | 0.574 |
| S3 kart | 102 | 24 | 26 | 22 | 101 | 18 | 27 | 29 | 5 | 13 |
| S3 laps | 6 | 9 | 8 | 5 | 4 | 15 | 20 | 9 | 6 | 8 |
| S3 best | 49.870 | 50.040 | 49.467 | 50.502 | 50.506 | 49.628 | 50.242 | 50.055 | 50.477 | 50.359 |
| S3 avg | 50.287 | 50.519 | 49.884 | 50.896 | 50.944 | 50.227 | 50.722 | 50.498 | 51.033 | 50.676 |
| S3 dev | 0.784 | 0.526 | 0.626 | 0.576 | 0.625 | 0.541 | 0.761 | 0.603 | 0.665 | 0.414 |