« Гонщик Года PitStop 7D - гонка 36 кругов ГГ2024 » 24 Apr 2024, 22:22
+4℃,
clear sky
To finish first, you must first finish.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | |
|---|---|---|---|---|---|---|---|---|
| Driver | Антон Тетенов | крут | Shepeleff | Илья Маркин | Toretto | Number Cucumber | Postrash A | ALK |
| Kart | 29 | 21 | 28 | 26 | 32 | 24 | 3 | 33 |
| 1 | 53.894 P1 | 54.115 P2 +0.899 +0.899 | 55.865 P5 +3.766 +0.991 | 53.166 P3 +1.795 +0.896 | 54.529 P7 +4.505 +0.292 | 54.666 P6 +4.213 +0.447 | 55.093 P8 +4.610 +0.105 | 54.176 P4 +2.775 +0.980 |
| 2 | 50.458 P1 | 51.407 P2 +1.848 +1.848 | 51.584 P5 +4.892 +1.592 | 51.000 P3 +2.337 +0.489 | 52.450 P8 +6.497 +0.957 | 51.437 P6 +5.192 +0.300 | 51.388 P7 +5.540 +0.348 | 50.983 P4 +3.300 +0.963 |
| 3 | 50.136 P1 | 50.741 P2 +2.453 +2.453 | 52.051 P5 +6.807 +2.946 | 50.407 P3 +2.608 +0.155 | 51.878 P8 +8.239 +1.072 | 51.961 P6 +7.017 +0.210 | 51.763 P7 +7.167 +0.150 | 50.697 P4 +3.861 +1.253 |
| 4 | 50.155 P1 | 50.560 P2 +2.858 +2.858 | 51.275 P5 +7.927 +3.890 | 50.536 P3 +2.989 +0.131 | 51.766 P8 +9.850 +1.325 | 51.325 P6 +8.187 +0.260 | 51.513 P7 +8.525 +0.338 | 50.331 P4 +4.037 +1.048 |
| 5 | 50.127 P1 | 50.539 P2 +3.270 +3.270 | 51.253 P5 +9.053 +4.503 | 50.537 P3 +3.399 +0.129 | 51.898 P8 +11.621 +2.090 | 51.471 P7 +9.531 +0.157 | 50.976 P6 +9.374 +0.321 | 50.640 P4 +4.550 +1.151 |
| 6 | 49.967 P1 | 50.701 P3 +4.004 +0.142 | 51.320 6l P5 +10.406 +4.685 | 50.430 P2 +3.862 +3.862 | 51.311 P8 +12.965 +0.875 | 52.526 P7 +12.090 +0.649 | 52.034 P6 +11.441 +1.035 | 51.138 P4 +5.721 +1.717 |
| 7 | 49.749 P1 | 51.135 P2 +5.390 +5.390 | 1:21.038 P8 +41.695 +27.132 | 51.454 P3 +5.567 +0.177 | 51.347 P7 +14.563 +1.242 | 50.980 P6 +13.321 +0.606 | 51.023 P5 +12.715 +6.141 | 50.602 P4 +6.574 +1.007 |
| 8 | 49.833 P1 | 50.128 P2 +5.685 +5.685 | 51.441 P8 +43.303 +27.068 | 50.166 P3 +5.900 +0.215 | 51.505 P7 +16.235 +1.525 | 51.222 P6 +14.710 +1.063 | 50.765 P5 +13.647 +6.466 | 50.440 P4 +7.181 +1.281 |
| 9 | 49.982 P1 | 50.227 P2 +5.930 +5.930 | 50.921 P8 +44.242 +26.588 | 50.235 P3 +6.153 +0.223 | 51.401 P7 +17.654 +1.956 | 50.970 P6 +15.698 +1.311 | 50.722 P5 +14.387 +6.911 | 50.277 P4 +7.476 +1.323 |
| 10 | 49.761 P1 | 50.158 P2 +6.327 +6.327 | 50.786 P8 +45.267 +25.907 | 50.149 P3 +6.541 +0.214 | 51.467 P7 +19.360 +2.336 | 51.087 P6 +17.024 +1.666 | 50.732 10l P5 +15.358 +6.997 | 50.646 P4 +8.361 +1.820 |
| 11 | 49.668 P1 | 50.496 P2 +7.155 +7.155 | 50.822 P7 +46.421 +25.138 | 50.321 P3 +7.194 +0.039 | 51.591 11l P6 +21.283 +2.560 | 51.367 P5 +18.723 +9.199 | 1:24.898 P8 +1l (~50.455) +4.034 | 50.831 P4 +9.524 +2.330 |
| 12 | 49.803 P1 | 50.881 P3 +8.233 +0.280 | 50.441 P6 +47.059 +26.292 | 50.562 P2 +7.953 +7.953 | 1:19.889 P7 +1l (~51.370) +4.311 | 51.847 P5 +20.767 +10.346 | 52.359 P8 +1l (~53.265) +1.895 | 50.700 P4 +10.421 +2.188 |
| 13 | 50.248 P1 | 50.409 P2 +8.394 +8.394 | 50.693 P6 +47.504 +25.357 | 50.964 P3 +8.669 +0.275 | 51.321 P7 +1l (~52.802) +5.298 | 51.628 P5 +22.147 +11.373 | 51.779 P8 +1l (~54.340) +1.538 | 50.601 P4 +10.774 +2.105 |
| 14 | 49.681 P1 | 50.353 P2 +9.066 +9.066 | 50.092 P6 +47.915 +24.493 | 50.258 P3 +9.246 +0.180 | 51.489 P7 +1l (~54.169) +6.254 | 50.956 P5 +23.422 +11.605 | 51.465 P8 +1l (~56.304) +2.135 | 50.724 P4 +11.817 +2.571 |
| 15 | 49.799 P1 | 50.296 P2 +9.563 +9.563 | 50.137 P6 +48.253 +23.556 | 50.376 P3 +9.823 +0.260 | 51.241 P7 +1l (~56.015) +7.762 | 51.074 P5 +24.697 +11.782 | 51.442 P8 +1l (~58.263) +2.248 | 50.897 P4 +12.915 +3.092 |
| 16 | 49.692 P1 | 50.071 P2 +9.942 +9.942 | 49.811 P6 +48.372 +21.888 | 50.267 16l P3 +10.398 +0.456 | 51.245 P7 +1l (~57.463) +9.091 | 51.479 P5 +26.484 +12.679 | 51.359 P8 +1l (~60.016) +2.553 | 50.582 P4 +13.805 +3.407 |
| 17 | 49.858 P1 | 50.118 P2 +10.202 +10.202 | 50.069 P6 +48.583 +8.162 | 1:19.881 P5 +40.421 +12.636 | 51.216 P7 +1l (~58.616) +10.033 | 51.159 P4 +27.785 +13.463 | 51.282 P8 +1l (~61.361) +2.745 | 50.375 P3 +14.322 +4.120 |
| 18 | 49.814 P1 | 50.333 18l P2 +10.721 +10.721 | 50.462 P6 +49.231 +7.797 | 50.827 P5 +41.434 +12.418 | 51.231 P7 +1l (~60.406) +11.175 | 51.045 P4 +29.016 +13.851 | 51.191 P8 +1l (~62.925) +2.519 | 50.657 P3 +15.165 +4.444 |
| 19 | 49.750 P1 | 1:20.492 P4 +41.463 +11.149 | 50.037 P6 +49.518 +6.947 | 50.887 P5 +42.571 +1.108 | 51.215 P7 +1l (~61.559) +12.041 | 51.048 P3 +30.314 +14.058 | 51.391 P8 +1l (~64.286) +2.727 | 50.841 19l P2 +16.256 +16.256 |
| 20 | 49.995 20l P1 | 51.721 P3 +43.189 +11.944 | 50.056 P6 +49.579 +2.795 | 50.761 P4 +43.337 +0.148 | 51.184 P7 +64.000 +14.421 | 50.926 20l P2 +31.245 +31.245 | 51.674 P8 +60.000 +-4.000 | 1:20.523 P5 +46.784 +3.447 |
| 21 | 1:19.240 P1 | 51.420 P3 +15.369 +0.426 | 50.487 15l P5 +20.826 +2.049 | 50.846 P2 +14.943 +14.943 | 51.052 P6 +34.486 +13.660 | 1:25.804 P7 +37.809 +3.323 | 51.252 P8 +37.902 +0.093 | 51.233 P4 +18.777 +3.408 |
| 22 | 50.359 P1 | 50.819 P3 +15.829 +0.793 | 1:18.970 P8 +49.437 +10.041 | 50.452 P2 +15.036 +15.036 | 51.377 P5 +35.504 +15.882 | 51.946 P7 +39.396 +0.476 | 51.377 12l P6 +38.920 +3.416 | 51.204 P4 +19.622 +3.793 |
| 23 | 50.127 P1 | 50.404 P3 +16.106 +0.552 | 50.549 P7 +49.859 +9.775 | 50.645 P2 +15.554 +15.554 | 51.346 P5 +36.723 +16.464 | 50.815 P6 +40.084 +3.361 | 1:21.704 P8 +1l (~70.874) +21.015 | 50.764 P4 +20.259 +4.153 |
| 24 | 50.452 P1 | 50.920 P3 +16.574 +0.787 | 50.570 P7 +49.977 +9.397 | 50.685 P2 +15.787 +15.787 | 51.253 P5 +37.524 +16.701 | 50.948 P6 +40.580 +3.056 | 51.466 P8 +1l (~71.855) +21.878 | 51.016 P4 +20.823 +4.249 |
| 25 | 50.305 P1 | 50.654 P3 +16.923 +1.094 | 50.436 P7 +50.108 +9.076 | 50.347 P2 +15.829 +15.829 | 51.279 P5 +38.498 +16.803 | 50.757 P6 +41.032 +2.534 | 51.336 P8 +1l (~72.307) +22.199 | 51.177 P4 +21.695 +4.772 |
| 26 | 50.450 P1 | 50.699 P3 +17.172 +1.383 | 50.464 P7 +50.122 +8.596 | 50.410 P2 +15.789 +15.789 | 51.204 P5 +39.252 +16.902 | 50.944 P6 +41.526 +2.274 | 51.064 P8 +1l (~72.921) +22.799 | 51.105 P4 +22.350 +5.178 |
| 27 | 50.441 7l P1 | 50.507 P3 +17.238 +1.537 | 50.574 P7 +50.255 +8.563 | 50.353 P2 +15.701 +15.701 | 51.364 P5 +40.175 +17.224 | 50.607 P6 +41.692 +1.517 | 51.184 P8 +1l (~73.738) +23.483 | 51.042 P4 +22.951 +5.713 |
| 28 | 1:19.208 P4 +12.988 +5.069 | 50.415 10l P2 +1.433 +1.433 | 50.248 P7 +34.283 +8.367 | 50.519 P1 | 51.090 P5 +25.045 +12.057 | 50.444 P6 +25.916 +0.871 | 51.172 P8 +1l (~58.904) +24.621 | 51.188 P3 +7.919 +6.486 |
| 29 | 50.557 P3 +12.640 +4.529 | 1:19.423 P6 +29.951 +3.955 | 50.290 P7 +33.668 +3.717 | 50.905 13l P1 | 51.448 P4 +25.588 +12.948 | 50.985 P5 +25.996 +0.408 | 51.355 P8 +59.301 +25.633 | 51.097 P2 +8.111 +8.111 |
| 30 | 50.031 P2 +3.063 +3.063 | 50.622 P6 +20.965 +1.291 | 50.251 P7 +24.311 +3.346 | 1:19.282 P5 +19.674 +2.123 | 51.414 P3 +17.394 +14.331 | 51.163 P4 +17.551 +0.157 | 51.401 P8 +51.094 +26.783 | 51.497 11l P1 |
| 31 | 50.091 P1 | 50.265 P4 +18.076 +1.857 | 50.164 P6 +21.321 +3.230 | 51.571 P5 +18.091 +0.015 | 51.074 20l P2 +15.314 +15.314 | 51.822 P3 +16.219 +0.905 | 51.352 P8 +49.292 +14.925 | 1:27.521 P7 +34.367 +13.046 |
| 32 | 49.997 P1 | 52.087 P4 +20.166 +0.140 | 50.170 P5 +21.494 +1.328 | 51.932 P3 +20.026 +3.159 | 1:20.101 P7 +45.418 +5.496 | 50.645 12l P2 +16.867 +16.867 | 51.517 P8 +1l (~50.919) +5.501 | 55.552 P6 +39.922 +18.428 |
| 33 | 50.318 P1 | 50.466 P2 +20.314 +20.314 | 50.291 P4 +21.467 +0.220 | 51.539 P3 +21.247 +0.933 | 50.603 P6 +45.703 +0.454 | 1:20.741 P7 +47.290 +1.587 | 51.080 P8 +1l (~51.415) +4.125 | 55.645 P5 +45.249 +23.782 |
| 34 | 50.099 P1 | 49.956 P2 +20.171 +20.171 | 50.755 P3 +22.123 +1.952 | 51.181 P4 +22.329 +0.206 | 50.854 P5 +46.458 +24.129 | 52.381 P6 +49.572 +3.114 | 51.660 P7 +1l (~52.758) +3.186 | 58.263 P8 +1l (~53.071) +0.313 |
| 35 | 50.455 P1 | 50.232 P2 +19.948 +19.948 | 50.481 P3 +22.149 +2.201 | 50.687 P4 +22.561 +0.412 | 50.637 P5 +46.640 +24.079 | 51.360 3l P6 +1l | 51.538 13l P7 +1l | 56.035 5l P8 +1l |
| 36 | 50.227 9l P1 | 50.607 8l P2 +20.328 +20.328 | 50.247 15l P3 +22.169 +1.841 | 50.764 7l P4 +23.098 +0.929 | 50.648 5l P5 +47.061 +23.963 | |||
| Gap | +20.328 | +22.169 | +23.098 | +47.061 | +1l | +1l (~52.758) | +1l (~53.071) | |
| Best | 49.668 | 49.956 | 49.811 | 50.149 | 50.603 | 50.444 | 50.722 | 50.277 |
| Avg | 51.797 | 52.343 | 52.363 | 52.369 | 52.997 | 53.186 | 53.294 | 53.457 |
| Dev | 6.686 | 6.738 | 6.781 | 6.626 | 6.578 | 7.467 | 7.430 | 7.797 |
| S1 kart | 29 | 21 | 28 | 26 | 32 | 24 | 3 | 33 |
| S1 laps | 20 | 18 | 6 | 16 | 11 | 20 | 10 | 19 |
| S1 best | 49.668 | 50.071 | 51.253 | 50.149 | 51.311 | 50.926 | 50.722 | 50.277 |
| S1 avg | 50.118 | 50.703 | 52.224 | 50.676 | 51.922 | 51.508 | 51.600 | 50.849 |
| S1 dev | 0.891 | 0.899 | 1.651 | 0.728 | 0.883 | 0.825 | 1.241 | 0.812 |
| S2 kart | 21 | 32 | 101 | 3 | 28 | 33 | 102 | 26 |
| S2 laps | 7 | 10 | 15 | 13 | 20 | 12 | 12 | 11 |
| S2 best | 50.127 | 50.404 | 49.811 | 50.347 | 51.052 | 50.444 | 51.191 | 50.764 |
| S2 avg | 50.355 | 50.839 | 50.446 | 50.636 | 51.265 | 51.006 | 51.506 | 51.132 |
| S2 dev | 0.116 | 0.429 | 0.433 | 0.203 | 0.119 | 0.456 | 0.316 | 0.177 |
| S3 kart | 101 | 102 | 29 | 21 | 3 | 26 | 24 | 32 |
| S3 laps | 9 | 8 | 15 | 7 | 5 | 3 | 13 | 5 |
| S3 best | 49.997 | 49.956 | 50.164 | 50.687 | 50.603 | 51.360 | 51.064 | 55.552 |
| S3 avg | 50.221 | 50.605 | 50.392 | 51.279 | 50.685 | 51.870 | 51.343 | 56.373 |
| S3 dev | 0.192 | 0.643 | 0.173 | 0.448 | 0.099 | 0.511 | 0.180 | 1.106 |