| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Iliya | AMG | Вик | captain | Алексей Захаров | Sergegt | Pavel86 | Sobieg | alikhanmsb | theodolite4t30p | nvr | cremaster27 | Никита Сафонов | Михаил Токов | Доктор | Povelitel Bobrov | VINCE PRO STREET | TurboYoda | Void |
| Kart | 23 | 24 | 5 | 37 | 4 | 27 | 1 | 14 | 21 | 32 | 2 | 15 | 31 | 9 | 10 | 13 | 12 | 17 | 11 |
| 1 | 52.434 P6 +12.936 +1.250 | 52.949 P4 +9.519 +1.466 | 54.232 P1 | 52.888 P8 +15.418 +0.118 | 53.513 P10 +17.024 +0.395 | 53.632 P5 +11.686 +2.167 | 54.993 P14 +21.220 +0.246 | 53.904 P2 +3.784 +3.784 | 52.955 P3 +8.053 +4.269 | 54.001 P12 +18.160 +0.434 | 53.935 P11 +17.726 +0.702 | 54.783 P16 +22.438 +0.169 | 53.553 P7 +15.300 +2.364 | 54.495 P9 +16.629 +1.211 | 55.242 P13 +20.974 +2.814 | 55.653 P19 +24.570 +0.389 | 55.244 P17 +23.220 +0.782 | 55.690 P18 +24.181 +0.961 | 57.324 P15 +22.269 +1.049 |
| 2 | 50.958 P6 +11.815 +0.678 | 50.966 P4 +8.406 +1.072 | 52.079 P1 | 51.132 P7 +14.471 +2.656 | 52.658 P8 +17.603 +3.132 | 51.530 P5 +11.137 +2.731 | 51.630 P13 +20.771 +2.161 | 51.959 P2 +3.664 +3.664 | 51.360 P3 +7.334 +3.670 | 52.529 P12 +18.610 +0.271 | 52.692 P11 +18.339 +0.272 | 54.092 P14 +24.451 +3.680 | 54.736 P9 +17.957 +0.354 | 53.517 P10 +18.067 +0.110 | 58.644 P17 +27.539 +0.354 | 55.380 P19 +27.871 +0.189 | 53.809 P15 +24.950 +0.499 | 55.580 P18 +27.682 +0.143 | 56.995 P16 +27.185 +2.235 |
| 3 | 50.753 P6 +10.872 +0.164 | 50.709 P4 +7.419 +0.853 | 51.696 P1 | 50.719 P7 +13.494 +2.622 | 1:04.380 P15 +30.287 +0.406 | 51.267 P5 +10.708 +3.289 | 51.312 P11 +20.387 +0.108 | 51.685 P2 +3.653 +3.653 | 50.928 P3 +6.566 +2.913 | 53.365 P10 +20.279 +0.512 | 52.540 P8 +19.183 +5.689 | 52.606 P12 +25.361 +4.974 | 1:13.834 P19 +40.095 +8.517 | 53.396 P9 +19.767 +0.584 | 54.038 P14 +29.881 +3.757 | 54.756 P17 +30.931 +0.245 | 52.870 P13 +26.124 +0.763 | 54.700 P16 +30.686 +0.399 | 56.089 P18 +31.578 +0.647 |
| 4 | 51.372 P6 +10.853 +0.084 | 50.824 P4 +6.852 +0.585 | 51.391 P1 | 50.467 P7 +12.570 +1.717 | 51.653 P14 +30.549 +2.288 | 51.452 P5 +10.769 +3.917 | 51.367 P10 +20.363 +0.164 | 51.948 P2 +4.210 +4.210 | 51.092 P3 +6.267 +2.057 | 52.198 P11 +21.086 +0.723 | 51.731 P8 +19.523 +6.953 | 52.170 P12 +26.140 +5.054 | 51.852 P19 +40.556 +6.286 | 51.823 P9 +20.199 +0.676 | 53.555 P15 +32.045 +1.496 | 53.183 P17 +32.723 +0.382 | 53.528 P13 +28.261 +2.121 | 53.046 P16 +32.341 +0.296 | 54.083 P18 +34.270 +1.547 |
| 5 | 50.943 P5 +10.532 +4.428 | 50.516 P4 +6.104 +0.429 | 51.264 P1 | 50.364 P7 +11.670 +0.707 | 51.179 P14 +30.464 +0.714 | 51.458 P6 +10.963 +0.431 | 51.174 P9 +20.273 +0.359 | 51.752 P2 +4.698 +4.698 | 50.672 P3 +5.675 +0.977 | 51.622 P11 +21.444 +0.240 | 51.655 P8 +19.914 +8.244 | 51.999 P12 +26.875 +5.431 | 51.854 P19 +41.146 +4.166 | 52.269 P10 +21.204 +0.931 | 51.754 P15 +32.535 +2.071 | 53.046 P17 +34.505 +0.238 | 52.753 P13 +29.750 +2.875 | 53.190 P16 +34.267 +1.732 | 53.974 P18 +36.980 +2.475 |
| 6 | 50.383 P5 +9.538 +3.817 | 50.833 P3 +5.560 +0.155 | 51.377 P1 | 50.082 P7 +10.375 +0.104 | 51.062 P13 +30.149 +2.673 | 50.685 P6 +10.271 +0.733 | 51.472 P9 +20.368 +0.196 | 52.084 P2 +5.405 +5.405 | 51.423 P4 +5.721 +0.161 | 51.742 P11 +21.809 +0.378 | 51.635 P8 +20.172 +9.797 | 51.978 P12 +27.476 +5.667 | 51.230 P19 +40.999 +2.130 | 51.604 P10 +21.431 +1.063 | 52.295 P15 +33.453 +2.596 | 52.893 P17 +36.021 +0.312 | 52.484 P14 +30.857 +0.708 | 52.819 P16 +35.709 +2.256 | 53.266 P18 +38.869 +2.848 |
| 7 | 50.563 P5 +9.223 +2.422 | 50.314 P2 +4.996 +4.996 | 50.878 P1 | 50.538 P6 +10.035 +0.812 | 51.004 P13 +30.275 +1.725 | 51.620 P7 +11.013 +0.978 | 51.925 P8 +21.415 +10.402 | 52.274 P4 +6.801 +0.547 | 51.411 P3 +6.254 +1.258 | 52.168 P11 +23.099 +0.661 | 52.612 P9 +21.906 +0.491 | 51.952 P12 +28.550 +5.451 | 51.472 P19 +41.593 +0.142 | 51.885 P10 +22.438 +0.532 | 51.633 P15 +34.208 +2.341 | 52.652 P17 +37.795 +0.198 | 51.888 P14 +31.867 +1.592 | 52.766 P16 +37.597 +3.389 | 53.460 P18 +41.451 +3.656 |
| 8 | 50.256 P5 +8.804 +1.321 | 50.269 P2 +4.590 +4.590 | 50.675 P1 | 49.854 P6 +9.214 +0.410 | 51.251 P13 +30.851 +1.172 | 50.706 P7 +11.044 +1.830 | 50.502 P8 +21.242 +10.198 | 51.357 P4 +7.483 +1.336 | 50.568 P3 +6.147 +1.557 | 51.671 P11 +24.095 +1.456 | 51.159 P9 +22.390 +1.148 | 51.804 P12 +29.679 +5.584 | 51.456 P18 +42.374 +1.545 | 50.876 P10 +22.639 +0.249 | 51.548 P15 +35.081 +2.056 | 53.709 P17 +40.829 +0.218 | 51.833 P14 +33.025 +2.174 | 53.689 P16 +40.611 +5.530 | 54.560 P19 +45.336 +2.962 |
| 9 | 50.163 P5 +7.927 +0.562 | 50.153 P2 +3.703 +3.703 | 51.040 P1 | 49.999 P6 +8.173 +0.246 | 50.679 P13 +30.490 +0.363 | 50.907 P7 +10.911 +2.738 | 50.282 P8 +20.484 +9.573 | 50.922 P4 +7.365 +1.903 | 50.355 P3 +5.462 +1.759 | 52.161 P10 +25.216 +2.035 | 55.485 P11 +26.835 +1.619 | 51.488 P12 +30.127 +3.292 | 51.722 P17 +43.056 +0.424 | 51.582 P9 +23.181 +2.697 | 50.887 P15 +34.928 +0.466 | 52.843 P16 +42.632 +7.704 | 52.477 P14 +34.462 +3.972 | 53.898 P18 +43.469 +0.413 | 1:01.671 P19 +1l (~55.735) +12.266 |
| 10 | 50.447 P4 +7.474 +2.255 | 50.222 P2 +3.025 +3.025 | 50.900 P1 | 50.320 P5 +7.593 +0.119 | 50.883 P12 +30.473 +2.588 | 50.724 P7 +10.735 +2.472 | 50.418 P8 +20.002 +9.267 | 51.798 P6 +8.263 +0.670 | 50.657 P3 +5.219 +2.194 | 51.844 P10 +26.160 +2.266 | 51.950 P11 +27.885 +1.725 | 51.798 P13 +31.025 +0.552 | 51.140 P16 +43.296 +7.624 | 51.613 P9 +23.894 +3.892 | 51.644 P15 +35.672 +0.220 | 52.017 P17 +43.749 +0.453 | 51.890 P14 +35.452 +4.427 | 53.007 P18 +45.576 +1.827 | 57.458 P19 +1l (~62.479) +16.903 |
| 11 | 51.200 P5 +7.311 +0.605 | 50.073 P2 +1.735 +1.735 | 51.363 P1 | 50.476 P4 +6.706 +2.226 | 51.089 P11 +30.199 +1.580 | 51.275 P7 +10.647 +2.556 | 50.710 P8 +19.349 +8.702 | 51.191 P6 +8.091 +0.780 | 50.624 P3 +4.480 +2.745 | 1:30.699 11l P18 +1l (~65.734) +19.073 | 52.097 P10 +28.619 +4.762 | 51.246 P12 +30.908 +0.709 | 50.987 P15 +42.920 +6.421 | 51.326 P9 +23.857 +4.508 | 52.190 P14 +36.499 +0.162 | 51.362 P16 +43.748 +0.828 | 52.248 P13 +36.337 +5.429 | 52.448 P17 +46.661 +2.913 | 55.086 P19 +1l (~66.386) +0.652 |
| 12 | 50.095 P5 +6.684 +0.735 | 49.820 P2 +0.833 +0.833 | 50.722 P1 | 49.965 P4 +5.949 +1.738 | 50.956 P10 +30.433 +0.644 | 51.091 P7 +11.016 +2.390 | 50.659 P8 +19.286 +8.270 | 51.257 P6 +8.626 +1.942 | 50.453 P3 +4.211 +3.378 | 55.620 P18 +1l (~69.811) +21.263 | 51.892 P9 +29.789 +10.503 | 51.212 P12 +31.398 +0.538 | 51.127 P15 +43.325 +4.798 | 57.725 P11 +30.860 +0.427 | 52.750 P14 +38.527 +0.150 | 52.244 P16 +45.270 +1.945 | 52.762 P13 +38.377 +6.979 | 52.609 P17 +48.548 +3.278 | 56.634 P19 +1l (~71.579) +1.768 |
| 13 | 50.013 P5 +5.859 +0.659 | 50.174 P2 +0.169 +0.169 | 50.838 P1 | 50.089 P4 +5.200 +1.217 | 51.540 P9 +31.135 +10.779 | 50.723 P7 +10.901 +2.107 | 51.908 P8 +20.356 +9.455 | 51.006 P6 +8.794 +2.935 | 50.610 P3 +3.983 +3.814 | 52.987 P18 +1l (~72.126) +7.094 | 1:26.394 13l P17 +1l (~65.032) +13.586 | 51.539 P11 +32.099 +0.485 | 51.091 P14 +43.578 +3.836 | 51.592 P10 +31.614 +0.479 | 52.053 P13 +39.742 +0.601 | 51.946 P15 +46.378 +2.800 | 51.602 P12 +39.141 +7.042 | 53.982 P16 +1l (~51.446) +5.068 | 55.360 P19 +1l (~76.903) +4.777 |
| 14 | 50.146 P5 +5.318 +0.516 | 50.518 P1 | 51.328 P2 +0.641 +0.641 | 50.289 P4 +4.802 +1.179 | 1:25.853 14l P16 +1l (~66.127) +12.659 | 50.930 P7 +11.144 +2.020 | 51.099 P8 +20.768 +9.624 | 51.017 P6 +9.124 +3.806 | 50.327 P3 +3.623 +2.982 | 52.119 P18 +1l (~73.680) +1.929 | 57.515 P17 +1l (~71.751) +5.624 | 51.072 P10 +32.484 +0.915 | 50.974 P13 +43.865 +3.354 | 50.642 P9 +31.569 +10.801 | 51.456 P12 +40.511 +0.629 | 51.935 P14 +47.626 +3.761 | 51.428 P11 +39.882 +7.398 | 52.828 P15 +1l (~53.468) +5.842 | 54.676 P19 +1l (~80.938) +7.258 |
| 15 | 50.106 P5 +5.573 +0.527 | 49.851 P1 | 50.454 P2 +1.244 +1.244 | 50.095 P4 +5.046 +0.977 | 52.406 P15 +1l (~68.936) +10.639 | 50.775 P7 +12.068 +1.383 | 50.387 P8 +21.304 +9.236 | 51.412 P6 +10.685 +5.112 | 50.297 P3 +4.069 +2.825 | 52.113 P18 +1l (~76.567) +0.598 | 53.262 P17 +1l (~75.969) +5.755 | 1:27.527 15l P16 +1l (~70.214) +1.278 | 50.704 P12 +44.718 +2.588 | 51.227 P9 +32.945 +11.641 | 51.470 P11 +42.130 +0.240 | 52.148 P13 +1l (~50.549) +5.831 | 51.859 P10 +41.890 +8.945 | 54.009 P14 +1l (~58.297) +7.748 | 55.104 P19 +1l (~85.945) +9.378 |
| 16 | 50.584 P5 +6.049 +1.199 | 50.108 P1 | 50.602 P2 +1.738 +1.738 | 49.912 P4 +4.850 +0.290 | 50.959 P15 +1l (~69.246) +1.314 | 50.584 P7 +12.544 +0.862 | 50.818 P8 +22.014 +9.470 | 51.105 P6 +11.682 +5.633 | 50.599 P3 +4.560 +2.822 | 52.480 P18 +1l (~78.274) | 52.848 P17 +1l (~78.274) +4.934 | 53.663 P16 +1l (~73.340) +4.094 | 51.169 P11 +45.779 +1.322 | 51.241 P9 +34.078 +12.064 | 52.435 P10 +44.457 +10.379 | 52.937 P12 +1l (~52.372) +6.593 | 1:16.308 P14 +1l (~67.932) +7.533 | 52.473 P13 +1l (~60.399) +8.027 | 1:01.824 P19 +1l (~97.209) +18.935 |
| 17 | 50.129 P5 +4.867 +0.763 | 51.311 P1 | 50.743 P2 +1.170 +1.170 | 50.565 P4 +4.104 +0.538 | 50.740 P14 +1l (~68.836) +0.501 | 50.448 P7 +11.681 +0.245 | 1:03.197 P8 +33.900 +22.219 | 51.065 P6 +11.436 +6.569 | 50.317 P3 +3.566 +2.396 | 52.322 P17 +1l (~79.283) +0.113 | 52.295 P16 +1l (~79.170) +5.149 | 51.625 P15 +1l (~74.021) +5.185 | 51.019 P11 +45.487 +0.239 | 51.577 P9 +34.344 +0.444 | 52.102 P10 +45.248 +10.904 | 51.174 P12 +1l (~52.217) +6.730 | 51.769 P13 +1l (~68.335) +16.118 | 1:28.993 17l P18 +1l (~97.829) +18.546 | 54.828 P19 +2l (~100.805) +2.976 |
| 18 | 50.036 P5 +4.727 +0.655 | 50.176 P1 | 50.546 P2 +1.540 +1.540 | 50.144 P4 +4.072 +0.263 | 51.529 P13 +1l (~70.512) +16.992 | 50.569 P6 +12.074 +7.347 | 50.649 P8 +34.373 +21.748 | 51.365 P7 +12.625 +0.551 | 50.419 P3 +3.809 +2.269 | 52.232 P17 +1l (~81.246) | 52.359 P16 +1l (~81.246) +6.240 | 51.425 P15 +1l (~75.006) +4.494 | 51.429 P10 +46.740 +11.605 | 50.967 P9 +35.135 +0.762 | 52.631 P11 +47.703 +0.963 | 51.450 P12 +1l (~53.520) +5.817 | 52.120 P14 +1l (~70.512) | 53.248 P18 +2l (~101.052) +19.806 | 54.191 P19 +2l (~104.837) +3.785 |
| 19 | 50.113 P4 +4.408 +0.201 | 50.432 P1 | 50.958 P2 +2.066 +2.066 | 1:24.721 19l P9 +38.361 +2.435 | 50.874 P12 +1l (~70.588) +16.086 | 50.860 P5 +12.502 +8.094 | 50.624 P7 +34.565 +20.576 | 51.796 P6 +13.989 +1.487 | 50.830 P3 +4.207 +2.141 | 52.180 P15 +1l (~82.984) +7.035 | 53.879 P17 +1l (~84.323) +1.104 | 51.357 P14 +1l (~75.949) +4.429 | 51.166 P10 +47.474 +9.113 | 51.223 P8 +35.926 +1.361 | 1:26.477 19l P16 +1l (~83.219) +0.235 | 51.502 P11 +1l (~54.502) +7.028 | 52.016 P13 +1l (~71.520) +0.932 | 52.131 P18 +2l (~102.434) +18.111 | 1:03.355 P19 +2l (~117.510) +15.076 |
| 20 | 50.675 P3 +5.070 +0.571 | 50.013 P1 | 52.446 P2 +4.499 +4.499 | 52.421 P9 +40.769 +2.868 | 50.889 P11 +1l (~71.826) +14.055 | 50.985 P5 +13.474 +8.044 | 50.518 P7 +35.070 +19.593 | 51.501 P6 +15.477 +2.003 | 51.236 P4 +5.430 +0.360 | 51.796 P15 +1l (~85.182) +2.152 | 52.310 P16 +1l (~87.394) +2.212 | 51.774 P13 +1l (~77.990) +4.246 | 1:25.221 20l P14 +1l (~83.030) +5.040 | 51.988 P8 +37.901 +2.831 | 54.616 P17 +1l (~88.077) +0.683 | 53.076 P10 +1l (~57.771) +17.002 | 51.706 P12 +1l (~73.744) +1.918 | 51.989 P18 +2l (~104.792) +16.715 | 1:32.791 20l P19 +3l (~160.725) +55.933 |
| 21 | 51.810 P4 +6.778 +0.524 | 50.102 P1 | 51.421 P2 +5.818 +5.818 | 50.615 P8 +41.282 +1.975 | 51.547 P11 +1l (~72.684) +0.608 | 51.600 P5 +14.972 +8.194 | 1:27.409 21l P10 +1l (~72.076) +12.951 | 51.299 P6 +16.674 +1.702 | 50.926 P3 +6.254 +0.436 | 51.893 P15 +1l (~86.543) +1.823 | 51.596 P16 +1l (~88.124) +1.581 | 51.377 P13 +1l (~79.152) +2.713 | 52.469 P14 +1l (~84.720) +5.568 | 51.508 P7 +39.307 +22.633 | 52.772 P17 +1l (~90.563) +2.439 | 51.253 P9 +1l (~59.125) +17.843 | 53.040 P12 +1l (~76.439) +3.755 | 52.155 P18 +2l (~106.730) +16.167 | 57.589 P19 +3l (~168.009) +61.279 |
| 22 | 50.164 P3 +6.600 +0.365 | 50.342 P1 | 50.759 P2 +6.235 +6.235 | 50.374 P8 +41.314 +0.550 | 51.417 P11 +1l (~73.970) | 50.855 P5 +15.485 +8.480 | 51.926 P10 +1l (~73.970) +13.595 | 51.538 P6 +17.870 +2.385 | 51.093 P4 +7.005 +0.405 | 52.036 P15 +1l (~88.604) +3.431 | 51.409 P16 +1l (~89.422) +0.818 | 51.412 P13 +1l (~79.944) +1.478 | 50.781 P14 +1l (~85.173) +5.229 | 51.799 P7 +40.764 +22.894 | 52.963 P17 +1l (~93.310) +3.888 | 51.890 P9 +1l (~60.375) +19.061 | 52.243 P12 +1l (~78.466) +4.496 | 54.541 P18 +2l (~110.685) +17.375 | 54.756 P19 +3l (~173.061) +62.376 |
| 23 | 50.505 P3 +6.987 +0.069 | 50.118 P1 | 50.801 P2 +6.918 +6.918 | 50.993 P7 +42.189 +0.145 | 50.495 P10 +1l (~74.473) +0.303 | 50.944 P4 +16.311 +9.324 | 50.559 P9 +1l (~74.170) +28.152 | 52.020 P5 +19.772 +3.461 | 1:29.131 23l P8 +46.018 +3.829 | 51.910 P14 +1l (~90.381) +4.391 | 51.517 P15 +1l (~91.098) +0.717 | 51.227 P12 +1l (~81.168) | 50.600 P13 +1l (~85.990) +4.822 | 51.398 P6 +42.044 +22.272 | 52.209 P16 +1l (~95.470) +4.372 | 1:26.162 23l P17 +1l (~96.534) +1.064 | 52.641 P11 +1l (~81.168) +6.695 | 52.149 P18 +2l (~113.112) +16.578 | 1:05.885 P19 +3l (~188.332) +75.220 |
| 24 | 52.292 P3 +9.260 +0.170 | 50.019 P1 | 52.191 P2 +9.090 +9.090 | 51.458 P6 +43.628 +22.308 | 50.745 P10 +1l (~75.116) +0.733 | 51.503 P4 +17.795 +8.535 | 50.350 P9 +1l (~74.383) +25.926 | 51.567 P5 +21.320 +3.525 | 52.458 P8 +48.457 +4.444 | 51.972 P14 +1l (~92.237) +5.394 | 51.564 P15 +1l (~92.237) | 52.143 P12 +1l (~83.242) | 50.833 P13 +1l (~86.843) +3.601 | 51.988 P7 +44.013 +0.385 | 52.103 P16 +1l (~97.817) +5.580 | 54.403 P17 +1l (~100.984) +3.167 | 52.194 P11 +1l (~83.242) +8.126 | 52.476 P18 +2l (~115.565) +14.581 | 1:43.095 4l P19 +3l (~241.789) +126.224 |
| 25 | 50.902 P2 +10.269 +10.269 | 49.893 P1 | 1:26.541 25l P7 +45.738 +0.390 | 50.314 P5 +44.049 +21.184 | 51.798 P10 +1l (~77.356) +1.330 | 51.030 P3 +18.932 +8.663 | 50.970 P9 +1l (~76.026) +25.780 | 51.438 P4 +22.865 +3.933 | 51.682 P8 +50.246 +4.508 | 56.054 P14 +1l (~98.862) +8.766 | 1:09.612 P15 +1l (~112.463) +13.601 | 55.251 P12 +1l (~88.926) +0.191 | 53.225 P13 +1l (~90.096) +1.170 | 51.228 P6 +45.348 +1.299 | 1:11.856 P16 +1l (~120.063) +7.600 | 1:09.611 P17 +1l (~120.915) +0.852 | 55.120 P11 +1l (~88.735) +11.379 | 1:20.281 P18 +2l (~146.278) +25.363 | 1:32.501 1l P19 +3l (~284.286) +138.008 |
| 26 | 50.436 P1 | 1:25.525 26l P4 +24.820 +10.223 | 1:03.554 P6 +48.587 +10.283 | 54.960 P5 +38.304 +13.484 | 1:14.406 P9 +1l (~90.771) +5.057 | 51.634 P2 +9.861 +9.861 | 1:16.459 P10 +1l (~91.188) +0.417 | 52.437 P3 +14.597 +4.736 | 1:00.727 P7 +50.268 +1.681 | 1:30.058 15l P13 +1l (~127.444) +1.496 | 1:25.162 13l P14 +1l (~136.388) +8.944 | 1:23.281 P11 +1l (~111.253) +20.065 | 1:37.124 6l P12 +1l (~125.948) +14.695 | 1:41.558 26l P8 +1l (~85.714) +35.446 | 1:38.730 7l P16 +2l (~157.460) +4.131 | 1:33.440 3l P15 +2l (~153.329) +16.941 | 2:21.032 26l P17 +2l (~168.996) +11.536 | 1:34.021 9l P18 +2l (~179.200) +10.204 | 1:29.396 1l P19 +3l (~312.632) +133.432 |
| 27 | 1:11.598 P1 | 1:18.162 P2 +31.384 +31.384 | 1:20.374 P5 +57.363 +0.427 | 2:15.206 8l P8 +1l (~102.147) +2.287 | 1:20.472 P7 +1l (~99.860) +30.860 | 2:09.566 27l P6 +69.000 +11.637 | 1:28.167 6l P9 +1l (~107.992) +5.845 | 1:53.937 27l P4 +56.936 +0.036 | 1:18.230 P3 +56.900 +25.516 | 1:22.338 P12 +1l (~138.950) +15.020 | 1:25.049 1l P14 +1l (~150.735) +8.647 | 1:23.691 P11 +1l (~123.930) +11.503 | 1:27.048 1l P13 +1l (~142.088) +3.138 | 1:37.618 1l P10 +1l (~112.427) +4.435 | 1:32.651 1l P15 +2l (~179.029) +28.294 | 1:40.381 1l P16 +2l (~182.231) +3.202 | 1:48.041 1l P17 +2l (~205.525) +23.294 | 1:42.306 1l P18 +2l (~209.967) +4.442 | 1:43.472 1l P19 +4l (~345.011) +135.044 |
| 28 | 1:18.180 P1 | 1:17.430 P2 +30.634 +30.634 | 1:17.883 P3 +57.066 +26.432 | 1:19.204 P7 +1l (~102.543) +2.059 | 1:21.610 P8 +1l (~102.829) +0.286 | 1:51.225 1l P6 +1l (~100.484) +36.484 | 1:18.751 P9 +1l (~110.149) +7.320 | 1:28.548 1l P5 +64.000 +5.958 | 1:19.322 P4 +58.042 +0.976 | 1:18.980 P12 +1l (~138.967) +0.715 | 1:24.175 1l P14 +1l (~156.210) +6.264 | 1:23.137 P10 +1l (~128.008) +17.859 | 1:26.527 1l P13 +1l (~149.946) +10.979 | 1:44.733 1l P11 +1l (~138.252) +10.244 | 1:29.371 1l P15 +2l (~189.914) +33.704 | 1:29.024 1l P16 +2l (~193.019) +3.105 | 1:24.152 1l P17 +2l (~211.809) +18.790 | 1:33.218 1l P18 +2l (~224.761) +12.952 | 1:43.467 1l P19 +4l (~369.859) +145.098 |
| 29 | 1:15.491 P1 | 1:18.411 P2 +33.554 +33.554 | 1:23.497 P4 +62.000 +-7.000 | 1:17.818 P7 +63.000 | 1:15.304 P6 +63.000 +-6.000 | 1:21.570 P8 +1l (~106.415) +43.415 | 1:18.415 P9 +1l (~111.510) +5.095 | 1:22.216 P5 +69.000 +7.000 | 1:21.348 P3 +69.000 +35.446 | 1:20.488 P11 +1l (~144.296) +7.952 | 1:19.927 P14 +1l (~160.818) +7.106 | 1:23.615 P10 +1l (~136.344) +24.834 | 1:18.838 P13 +1l (~153.712) +7.363 | 1:23.286 P12 +1l (~146.349) +2.053 | 1:28.468 1l P15 +2l (~202.865) +42.047 | 1:26.510 1l P16 +2l (~203.793) +0.928 | 1:38.617 1l P17 +2l (~233.945) +30.152 | 1:37.504 1l P18 +2l (~246.785) +12.840 | 1:40.685 1l P19 +4l (~394.970) +148.185 |
| 30 | 1:46.649 30l P1 | 1:18.036 P2 +4.941 +4.941 | 1:16.450 P3 +34.873 +29.932 | 1:16.286 P7 +60.000 +-6.000 | 1:14.872 P6 +66.000 +18.027 | 1:17.028 P8 +1l (~77.181) +17.181 | 1:19.065 P9 +1l (~84.104) +6.923 | 1:20.593 P5 +47.973 +5.009 | 1:25.714 7l P4 +42.964 +8.091 | 1:25.548 4l P11 +1l (~123.402) +4.777 | 1:21.041 P14 +1l (~135.416) +5.143 | 1:28.430 15l P10 +1l (~118.625) +34.521 | 1:22.003 P12 +1l (~128.909) +5.507 | 1:30.473 2l P13 +1l (~130.273) +1.364 | 1:27.671 1l P15 +2l (~184.117) +48.701 | 1:31.417 1l P16 +2l (~188.943) +4.826 | 1:30.232 1l P17 +2l (~218.225) +29.282 | 1:29.702 1l P18 +3l (~230.253) +12.028 | 1:37.418 1l P19 +5l (~385.895) +155.642 |
| 31 | 1:15.913 P1 | 1:15.840 P2 +4.868 +4.868 | 1:16.918 P3 +35.878 +31.010 | 1:16.273 P7 +1l (~75.583) +11.583 | 1:16.581 P6 +64.000 +7.901 | 1:16.508 P8 +1l (~78.401) +2.818 | 1:20.346 P9 +1l (~89.177) +10.776 | 1:24.039 3l P5 +56.099 +9.487 | 1:19.561 P4 +46.612 +10.734 | 1:20.558 P10 +1l (~128.300) +39.123 | 1:24.336 3l P13 +1l (~143.623) +4.109 | 1:25.595 1l P11 +1l (~128.300) | 1:26.269 3l P12 +1l (~139.514) +11.214 | 1:29.825 1l P14 +1l (~144.288) +0.665 | 1:29.613 1l P15 +2l (~198.002) +53.714 | 1:39.926 1l P16 +2l (~213.081) +15.079 | 1:24.582 1l P17 +2l (~227.141) +14.060 | 2:39.415 1l P18 +4l (~313.692) +86.551 | 1:40.397 1l P19 +5l (~410.501) +96.809 |
| 32 | 1:14.904 P1 | 1:16.200 P2 +6.164 +6.164 | 1:24.096 7l P3 +45.070 +38.906 | 1:16.815 P6 +1l (~76.877) +9.877 | 1:17.077 P5 +67.000 +2.000 | 1:20.168 P7 +1l (~83.296) +6.419 | 1:21.569 P8 +1l (~95.146) +11.850 | 1:27.860 1l P4 +65.000 +19.930 | 2:08.204 2l P9 +1l (~100.002) +4.856 | 1:21.471 P10 +1l (~134.701) +34.699 | 1:25.663 1l P12 +2l (~154.035) +13.904 | 1:26.978 1l P11 +1l (~140.131) +5.430 | 1:32.982 1l P13 +2l (~157.090) +3.055 | 1:38.794 1l P14 +2l (~167.837) +10.747 | 1:28.732 1l P15 +2l (~211.507) +43.670 | 1:29.737 1l P16 +2l (~227.662) +16.155 | 1:25.593 1l P17 +3l (~236.947) +9.285 | 1:26.470 1l P18 +4l (~325.013) +88.066 | 1:31.814 1l P19 +5l (~427.146) +102.133 |
| 33 | 1:16.256 P1 | 1:17.688 P2 +7.596 +7.596 | 1:18.901 P3 +47.715 +40.119 | 1:18.602 P5 +1l (~79.829) +11.829 | 1:22.565 P6 +1l (~80.577) +0.748 | 1:17.194 P7 +1l (~84.693) +4.116 | 1:21.432 P8 +1l (~100.786) +16.093 | 1:23.349 P4 +68.000 +20.285 | 1:20.594 P9 +1l (~104.971) +4.185 | 1:23.491 P10 +1l (~142.040) +37.069 | 1:21.788 P12 +2l (~159.884) +6.816 | 1:29.166 1l P11 +1l (~153.068) +11.028 | 1:22.381 P13 +2l (~163.537) +3.653 | 1:28.054 1l P14 +2l (~180.240) +16.703 | 1:31.856 1l P15 +2l (~227.527) +47.287 | 1:41.770 1l P17 +3l (~253.503) +4.402 | 1:27.960 1l P16 +3l (~249.101) +21.574 | 3:02.319 1l P18 +5l (~431.178) +177.675 | 1:25.130 1l P19 +5l (~436.290) +5.112 |
| 34 | 1:16.750 P1 | 1:18.467 P2 +9.313 +9.313 | 1:17.685 P3 +48.650 +39.337 | 1:15.973 P5 +1l (~78.908) +0.290 | 1:16.951 P6 +1l (~80.982) +2.074 | 1:19.203 P7 +1l (~86.608) +5.626 | 1:19.827 P8 +1l (~103.514) +16.906 | 1:19.222 P4 +1l (~78.618) +29.968 | 1:20.664 P9 +1l (~108.456) +4.942 | 1:22.575 P10 +1l (~148.131) +39.675 | 1:20.939 P12 +2l (~164.358) +2.519 | 1:25.345 1l P11 +2l (~161.839) +13.708 | 1:22.294 P13 +2l (~169.525) +5.167 | 1:26.705 1l P14 +2l (~189.962) +20.437 | 1:28.783 1l P15 +3l (~239.530) +49.568 | 1:32.963 1l P17 +3l (~269.641) +13.459 | 1:23.351 P16 +3l (~256.182) +16.652 | 1:37.074 1l P18 +5l (~452.027) +182.386 | 1:37.347 1l P19 +6l (~456.916) +4.889 |
| 35 | 1:16.702 P1 | 1:17.139 P2 +9.750 +9.750 | 1:19.448 P3 +51.396 +41.646 | 1:17.887 P4 +1l (~79.963) +28.567 | 1:17.043 P6 +1l (~80.752) +0.656 | 1:20.242 P7 +1l (~89.807) +9.055 | 1:18.345 P8 +1l (~104.770) +14.963 | 1:18.568 P5 +1l (~80.096) +0.133 | 1:20.211 P9 +1l (~111.814) +7.044 | 1:21.789 P10 +2l (~152.316) +40.502 | 1:23.204 P12 +2l (~170.237) +0.983 | 1:24.611 1l P11 +2l (~169.254) +16.938 | 1:19.834 P13 +2l (~171.906) +1.669 | 1:22.722 P14 +2l (~195.768) +23.862 | 1:33.463 1l P15 +3l (~255.707) +59.939 | 1:23.218 P17 +3l (~275.785) +7.504 | 1:29.419 2l P16 +3l (~268.281) +12.574 | 1:29.903 1l P18 +6l (~464.330) +188.545 | 1:34.840 P19 +6l (~474.708) +10.378 |
| 36 | 1:16.220 P1 | 1:18.825 P2 +12.355 +12.355 | 1:17.274 P3 +52.450 +40.095 | 1:16.188 P4 +1l (~79.326) +26.876 | 1:15.901 P5 +1l (~80.031) +0.705 | 1:18.689 P6 +1l (~91.910) +11.879 | 1:17.174 P8 +1l (~105.631) +12.700 | 1:29.429 4l P7 +1l (~92.931) +1.021 | 1:20.390 P9 +1l (~115.201) +9.570 | 1:22.467 P10 +2l (~158.340) +43.139 | 1:21.946 P11 +2l (~176.058) +17.718 | 1:27.174 1l P12 +2l (~179.797) +3.739 | 1:42.036 4l P13 +2l (~197.538) +17.741 | 1:23.104 P14 +2l (~202.121) +4.583 | 1:26.624 1l P15 +3l (~265.828) +63.707 | 1:23.496 P17 +3l (~282.639) +1.146 | 1:29.956 1l P16 +3l (~281.493) +15.665 | 1:29.703 P18 +6l | |
| 37 | 1:16.065 P1 | 1:19.798 P2 +16.088 +16.088 | 1:16.768 P3 +53.153 +37.065 | 1:15.412 P4 +1l (~79.402) +26.249 | 1:15.580 P5 +1l (~80.068) +0.666 | 1:17.608 P6 +1l (~93.884) +13.816 | 1:17.496 P8 +1l (~107.430) +5.660 | 1:24.482 1l P7 +1l (~101.770) +7.886 | 1:19.693 P9 +1l (~119.431) +12.001 | 1:21.122 P10 +2l (~163.916) +44.485 | 1:23.596 P11 +2l (~183.782) +19.866 | 1:26.541 1l P12 +2l (~190.811) +7.029 | 1:21.547 P13 +2l (~203.568) +12.757 | 1:25.736 3l P14 +2l (~212.683) +9.115 | 1:24.445 1l P15 +3l (~274.657) +61.974 | 1:27.581 3l P16 +3l (~294.638) +19.981 | 1:37.365 1l P17 +4l (~303.044) +8.406 | ||
| 38 | 1:14.084 P1 | 1:16.141 P2 +18.145 +18.145 | 1:16.987 P3 +56.056 +37.911 | 1:20.394 P5 +1l (~85.514) +1.593 | 1:17.596 P4 +1l (~83.921) +27.865 | 1:15.132 P6 +1l (~95.305) +9.791 | 1:16.935 P8 +1l (~110.664) +0.659 | 1:22.008 P7 +1l (~110.005) +14.700 | 1:18.496 P9 +1l (~124.037) +13.373 | 1:19.617 P10 +2l (~169.885) +45.848 | 1:20.582 P11 +2l (~190.719) +20.834 | 1:26.081 1l P12 +2l (~203.128) +12.409 | 1:20.535 P13 +2l (~210.517) +7.389 | 1:22.358 P14 +2l (~220.861) +10.344 | 1:23.113 1l P15 +3l (~283.730) +62.869 | 1:23.305 1l P16 +4l | 1:30.377 P17 +4l | ||
| 39 | 1:14.337 P1 | 1:16.964 P2 +20.772 +20.772 | 1:17.805 P3 +59.524 +38.752 | 1:15.214 P5 +1l (~86.346) +2.932 | 1:14.071 P4 +1l (~83.414) +23.890 | 1:16.838 P6 +1l (~97.184) +10.838 | 1:16.618 P7 +1l (~112.548) +15.364 | 1:25.843 2l P8 +1l (~121.051) +8.503 | 1:20.009 P9 +1l (~129.116) +8.065 | 1:20.512 P10 +2l (~175.280) +46.164 | 1:20.394 7l P11 +2l (~196.173) +20.893 | 1:23.583 1l P12 +2l (~211.788) +15.615 | 1:20.041 3l P13 +2l (~215.223) +3.435 | 1:23.131 2l P14 +3l | |||||
| 40 | 1:14.795 P1 | 1:15.643 P2 +21.620 +21.620 | 1:16.763 P3 +62.000 +40.380 | 1:15.806 P5 +1l (~87.419) +3.810 | 1:14.818 P4 +1l (~83.609) +21.609 | 1:14.968 P6 +1l (~97.863) +10.444 | 1:15.162 P7 +1l (~112.990) +15.127 | 1:18.630 1l P8 +1l (~125.446) +12.456 | 1:20.193 8l P9 +1l (~134.963) +9.517 | 1:21.446 10l P10 +2l | |||||||||
| 41 | 1:15.557 P1 | 1:19.545 P2 +25.608 +25.608 | 1:19.553 9l P3 +68.000 +42.392 | 1:14.762 14l P4 +1l | 1:20.921 27l P5 +1l | 1:19.186 13l P6 +1l | 1:15.451 14l P7 +1l | ||||||||||||
| 42 | 1:14.758 12l P1 | 1:14.965 16l P2 +25.815 +25.815 | |||||||||||||||||
| Gap | +25.815 | +68.000 | +1l (~87.419) | +1l (~83.609) | +1l (~97.863) | +1l (~112.990) | +1l (~121.051) | +1l (~129.116) | +2l (~175.280) | +2l (~190.719) | +2l (~203.128) | +2l (~210.517) | +3l (~220.861) | +3l (~274.657) | +4l (~294.638) | +4l (~303.044) | +6l (~464.330) | +6l (~456.916) | |
| Best | 50.013 | 49.820 | 50.454 | 49.854 | 50.495 | 50.448 | 50.282 | 50.922 | 50.297 | 51.622 | 51.159 | 51.072 | 50.600 | 50.642 | 50.887 | 51.174 | 51.428 | 51.989 | 53.266 |
| Avg | 60.850 | 61.559 | 62.468 | 62.575 | 62.606 | 63.046 | 63.123 | 63.535 | 63.644 | 64.604 | 64.711 | 65.019 | 65.259 | 65.604 | 66.706 | 67.157 | 67.592 | 71.564 | 71.443 |
| Dev | 13.825 | 13.587 | 13.641 | 17.247 | 13.073 | 18.081 | 13.975 | 16.989 | 17.575 | 14.943 | 14.757 | 16.377 | 17.002 | 18.725 | 17.709 | 18.537 | 21.738 | 30.064 | 19.618 |
| S1 kart | 23 | 24 | 5 | 37 | 4 | 27 | 1 | 14 | 21 | 32 | 2 | 15 | 31 | 9 | 10 | 13 | 12 | 17 | 11 |
| S1 laps | 30 | 26 | 25 | 19 | 14 | 27 | 21 | 27 | 23 | 11 | 13 | 15 | 20 | 26 | 19 | 23 | 26 | 17 | 20 |
| S1 best | 50.013 | 49.820 | 50.454 | 49.854 | 50.679 | 50.448 | 50.282 | 50.922 | 50.297 | 51.622 | 51.159 | 51.072 | 50.704 | 50.642 | 50.887 | 51.174 | 51.428 | 52.448 | 53.266 |
| S1 avg | 53.198 | 50.428 | 51.279 | 50.438 | 52.449 | 51.145 | 51.782 | 51.642 | 50.870 | 52.330 | 52.448 | 52.124 | 52.763 | 52.019 | 52.684 | 52.684 | 53.513 | 53.545 | 56.312 |
| S1 dev | 7.513 | 0.629 | 0.806 | 0.672 | 3.527 | 0.612 | 2.804 | 0.602 | 0.579 | 0.741 | 1.143 | 1.032 | 5.055 | 1.440 | 1.770 | 1.239 | 4.751 | 1.005 | 2.864 |
| S2 kart | 24 | 13 | 21 | 15 | 32 | 31 | 10 | 37 | 1 | 101 | 102 | 2 | 37 | 5 | 17 | 11 | 11 | 4 | 31 |
| S2 laps | 12 | 16 | 7 | 8 | 27 | 1 | 6 | 1 | 7 | 15 | 13 | 15 | 6 | 1 | 7 | 3 | 1 | 9 | 4 |
| S2 best | 74.084 | 74.965 | 63.554 | 50.314 | 50.495 | 0 | 50.350 | 0 | 51.682 | 51.796 | 51.409 | 51.227 | 50.600 | 0 | 52.103 | 54.403 | 0 | 51.989 | 54.756 |
| S2 avg | 75.528 | 77.453 | 76.446 | 51.590 | 66.635 | 0 | 56.052 | 0 | 67.294 | 52.693 | 54.180 | 61.069 | 51.581 | 0 | 56.086 | 62.007 | 0 | 56.121 | 59.410 |
| S2 dev | 0.882 | 1.376 | 6.240 | 1.534 | 12.947 | 0 | 10.217 | 0 | 12.707 | 1.317 | 4.921 | 14.182 | 1.063 | 0 | 7.100 | 7.604 | 0 | 9.167 | 4.722 |
| S3 kart | 1 | 17 | 14 | 15 | 5 | 31 | 9 | 14 | 37 | 24 | 4 | 27 | 102 | 27 | 12 | 101 | |||
| S3 laps | 9 | 14 | 13 | 14 | 3 | 2 | 4 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | |||
| S3 best | 76.763 | 74.762 | 74.968 | 75.162 | 80.593 | 79.561 | 78.980 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |||
| S3 avg | 77.909 | 76.902 | 78.025 | 78.327 | 81.404 | 79.561 | 80.602 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |||
| S3 dev | 1.053 | 1.586 | 1.932 | 1.934 | 0.812 | 0.000 | 1.373 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |||
| S4 kart | 101 | 9 | 23 | 24 | 10 | 10 | 11 | 101 | 31 | 101 | 102 | 37 | |||||||
| S4 laps | 1 | 8 | 10 | 1 | 1 | 1 | 2 | 1 | 1 | 1 | 1 | 1 | |||||||
| S4 best | 0 | 78.496 | 79.617 | 0 | 0 | 0 | 83.286 | 0 | 0 | 0 | 0 | 0 | |||||||
| S4 avg | 0 | 80.031 | 81.504 | 0 | 0 | 0 | 83.286 | 0 | 0 | 0 | 0 | 0 | |||||||
| S4 dev | 0 | 0.650 | 1.081 | 0 | 0 | 0 | 0.000 | 0 | 0 | 0 | 0 | 0 | |||||||
| S5 kart | 2 | 4 | 27 | 12 | 9 | 37 | 23 | 2 | 27 | 10 | |||||||||
| S5 laps | 4 | 3 | 1 | 3 | 1 | 1 | 1 | 1 | 1 | 1 | |||||||||
| S5 best | 78.568 | 79.927 | 0 | 78.838 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S5 avg | 80.379 | 80.484 | 0 | 80.420 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S5 dev | 2.117 | 0.557 | 0 | 1.583 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S6 kart | 101 | 12 | 11 | 21 | 4 | 102 | 10 | 37 | 11 | 1 | |||||||||
| S6 laps | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | 1 | |||||||||
| S6 best | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S6 avg | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S6 dev | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S7 kart | 31 | 10 | 12 | 37 | 12 | 5 | 102 | 102 | 101 | 27 | |||||||||
| S7 laps | 2 | 7 | 1 | 4 | 1 | 1 | 1 | 1 | 1 | 1 | |||||||||
| S7 best | 82.008 | 80.394 | 0 | 79.834 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S7 avg | 82.008 | 81.778 | 0 | 81.503 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S7 dev | 0.000 | 1.160 | 0 | 1.181 | 0 | 0 | 0 | 0 | 0 | 0 | |||||||||
| S8 kart | 11 | 102 | 102 | 102 | 11 | 5 | 27 | 31 | 31 | ||||||||||
| S8 laps | 1 | 1 | 3 | 1 | 1 | 1 | 1 | 1 | 1 | ||||||||||
| S8 best | 78.630 | 0 | 80.041 | 0 | 0 | 0 | 0 | 0 | 0 | ||||||||||
| S8 avg | 78.630 | 0 | 80.707 | 0 | 0 | 0 | 0 | 0 | 0 | ||||||||||
| S8 dev | 0.000 | 0 | 0.627 | 0 | 0 | 0 | 0 | 0 | 0 | ||||||||||
| S9 kart | 101 | 4 | 21 | 4 | 11 | 21 | 5 | ||||||||||||
| S9 laps | 1 | 3 | 1 | 1 | 2 | 1 | 1 | ||||||||||||
| S9 best | 0 | 82.722 | 0 | 0 | 83.351 | 0 | 0 | ||||||||||||
| S9 avg | 0 | 82.913 | 0 | 0 | 83.351 | 0 | 0 | ||||||||||||
| S9 dev | 0 | 0.191 | 0 | 0 | 0.000 | 0 | 0 | ||||||||||||
| S10 kart | 2 | 101 | 101 | 31 | 5 | 11 | 27 | ||||||||||||
| S10 laps | 1 | 2 | 1 | 1 | 1 | 1 | 1 | ||||||||||||
| S10 best | 0 | 82.358 | 0 | 0 | 0 | 0 | 0 | ||||||||||||
| S10 avg | 0 | 82.744 | 0 | 0 | 0 | 0 | 0 | ||||||||||||
| S10 dev | 0 | 0.387 | 0 | 0 | 0 | 0 | 0 | ||||||||||||
| S11 kart | 31 | 5 | 12 | 27 | 5 | 2 | |||||||||||||
| S11 laps | 1 | 1 | 3 | 1 | 1 | 1 | |||||||||||||
| S11 best | 83.583 | 0 | 83.218 | 0 | 0 | 0 | |||||||||||||
| S11 avg | 83.583 | 0 | 83.357 | 0 | 0 | 0 | |||||||||||||
| S11 dev | 0.000 | 0 | 0.139 | 0 | 0 | 0 | |||||||||||||
| S12 kart | 27 | 21 | 2 | 12 | 37 | ||||||||||||||
| S12 laps | 1 | 1 | 1 | 1 | 1 | ||||||||||||||
| S12 best | 0 | 83.305 | 0 | 0 | 0 | ||||||||||||||
| S12 avg | 0 | 83.305 | 0 | 0 | 0 | ||||||||||||||
| S12 dev | 0 | 0.000 | 0 | 0 | 0 | ||||||||||||||
| S13 kart | 21 | 5 | 4 | 4 | |||||||||||||||
| S13 laps | 1 | 0 | 0 | 1 | |||||||||||||||
| S13 best | 0 | 0 | 0 | 0 | |||||||||||||||
| S13 avg | 0 | 0 | 0 | 0 | |||||||||||||||
| S13 dev | 0 | 0 | 0 | 0 | |||||||||||||||
| S14 kart | 37 | 27 | |||||||||||||||||
| S14 laps | 1 | 0 | |||||||||||||||||
| S14 best | 83.113 | 0 | |||||||||||||||||
| S14 avg | 83.113 | 0 | |||||||||||||||||
| S14 dev | 0.000 | 0 |