| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Васюков | Danilov-Novorussky | Sofaking | Петр Уржумов | Anton | Fidel | Gen22 | Kirill Okko | EGOR | Сицилиец | Андрей Владивосток | крут | Ainur | Volkov VS | Евгений Владивосток |
| Kart | 5 | 16 | 9 | 29 | 20 | 24 | 1 | 23 | 13 | 10 | 26 | 22 | 17 | 21 | 8 |
| 1 | 53.535 P1 | 53.874 P2 +0.428 +0.428 | 54.905 P4 +1.922 +0.453 | 55.027 P5 +2.406 +0.484 | 55.907 P7 +2.864 +0.224 | 55.295 P6 +2.640 +0.234 | 56.356 P10 +4.484 +0.844 | 54.793 P3 +1.469 +1.041 | 54.729 P8 +3.102 +0.238 | 57.067 P13 +5.388 +0.149 | 57.187 P12 +5.239 +0.648 | 55.337 P9 +3.640 +0.538 | 59.743 P14 +7.339 +1.951 | 55.713 P11 +4.591 +0.107 | 1:00.228 P15 +7.944 +0.605 |
| 2 | 50.981 P1 | 51.340 P2 +0.787 +0.787 | 51.779 P3 +2.720 +1.933 | 52.556 P4 +3.981 +1.261 | 52.380 P5 +4.263 +0.282 | 52.806 P6 +4.465 +0.202 | 52.491 P9 +5.994 +0.305 | 55.201 P8 +5.689 +1.062 | 52.506 P7 +4.627 +0.162 | 52.629 P12 +7.036 +0.381 | 53.560 P13 +7.818 +0.782 | 53.849 P10 +6.508 +0.514 | 52.299 P14 +8.657 +0.839 | 53.045 P11 +6.655 +0.147 | 52.366 P15 +9.329 +0.672 |
| 3 | 50.787 P1 | 51.164 P2 +1.164 +1.164 | 51.467 P3 +3.400 +2.236 | 51.175 P4 +4.369 +0.969 | 51.567 P5 +5.043 +0.674 | 51.719 P6 +5.397 +0.354 | 51.492 P8 +6.699 +1.146 | 52.321 P9 +7.223 +0.524 | 51.713 P7 +5.553 +0.156 | 51.984 P12 +8.233 +0.101 | 51.844 P13 +8.875 +0.642 | 51.964 P10 +7.685 +0.462 | 51.924 P14 +9.794 +0.919 | 52.264 P11 +8.132 +0.447 | 52.203 P15 +10.745 +0.951 |
| 4 | 50.526 P1 | 50.627 P2 +1.265 +1.265 | 50.939 P3 +3.813 +2.548 | 51.032 P4 +4.875 +1.062 | 51.246 P5 +5.763 +0.888 | 51.266 P6 +6.137 +0.374 | 51.019 P8 +7.192 +0.909 | 51.000 P9 +7.697 +0.505 | 51.256 P7 +6.283 +0.146 | 51.235 P11 +8.942 +0.139 | 51.515 P12 +9.864 +0.922 | 51.644 P10 +8.803 +1.106 | 51.560 P14 +10.828 +0.585 | 52.637 P13 +10.243 +0.379 | 52.722 P15 +12.941 +2.113 |
| 5 | 50.243 P1 | 50.702 P2 +1.724 +1.724 | 50.912 P3 +4.482 +2.758 | 51.233 P4 +5.865 +1.383 | 50.744 P5 +6.264 +0.399 | 50.801 P6 +6.695 +0.431 | 50.809 P8 +7.758 +0.768 | 50.575 P9 +8.029 +0.271 | 50.950 P7 +6.990 +0.295 | 51.487 P10 +10.186 +2.157 | 51.337 P11 +10.958 +0.772 | 52.520 P12 +11.080 +0.122 | 51.696 P14 +12.281 +0.760 | 51.521 P13 +11.521 +0.441 | 51.920 P15 +14.618 +2.337 |
| 6 | 50.233 P1 | 50.600 P2 +2.091 +2.091 | 50.798 P3 +5.047 +2.956 | 50.878 P4 +6.510 +1.463 | 50.765 P5 +6.796 +0.286 | 50.750 P6 +7.212 +0.416 | 50.533 P8 +8.058 +0.456 | 50.540 P9 +8.336 +0.278 | 50.845 P7 +7.602 +0.390 | 51.007 P10 +10.960 +2.624 | 51.250 P11 +11.975 +1.015 | 51.469 P12 +12.316 +0.341 | 51.231 P14 +13.279 +0.592 | 51.399 P13 +12.687 +0.371 | 51.598 P15 +15.983 +2.704 |
| 7 | 50.216 P1 | 50.659 P2 +2.534 +2.534 | 50.721 P3 +5.552 +3.018 | 50.945 P4 +7.239 +1.687 | 50.892 P5 +7.472 +0.233 | 50.727 P6 +7.723 +0.251 | 50.496 P8 +8.338 +0.449 | 50.431 P9 +8.551 +0.213 | 50.503 P7 +7.889 +0.166 | 50.812 P10 +11.556 +3.005 | 50.977 P11 +12.736 +1.180 | 51.378 P12 +13.478 +0.742 | 51.083 P14 +14.146 +0.360 | 51.315 P13 +13.786 +0.308 | 51.578 P15 +17.345 +3.199 |
| 8 | 50.128 P1 | 50.502 P2 +2.908 +2.908 | 50.584 P3 +6.008 +3.100 | 50.666 P4 +7.777 +1.769 | 50.649 P5 +7.993 +0.216 | 50.563 P6 +8.158 +0.165 | 50.338 P8 +8.548 +0.218 | 50.417 P9 +8.840 +0.292 | 50.569 P7 +8.330 +0.172 | 50.800 P10 +12.228 +3.388 | 50.839 P11 +13.447 +1.219 | 50.838 P12 +14.188 +0.741 | 51.267 P14 +15.285 +0.240 | 51.387 P13 +15.045 +0.857 | 51.226 P15 +18.443 +3.158 |
| 9 | 49.986 P1 | 50.531 P2 +3.453 +3.453 | 50.481 P3 +6.503 +3.050 | 50.582 P4 +8.373 +1.870 | 50.678 P5 +8.685 +0.312 | 50.770 P6 +8.942 +0.257 | 50.941 P8 +9.503 +0.184 | 50.764 P9 +9.618 +0.115 | 50.975 P7 +9.319 +0.377 | 50.693 P10 +12.935 +3.317 | 51.012 P11 +14.473 +1.538 | 51.056 P12 +15.258 +0.785 | 51.106 P14 +16.405 +0.305 | 51.041 P13 +16.100 +0.842 | 51.410 P15 +19.867 +3.462 |
| 10 | 50.103 P1 | 50.384 P2 +3.734 +3.734 | 50.416 P3 +6.816 +3.082 | 50.508 P4 +8.778 +1.962 | 50.680 P5 +9.262 +0.484 | 50.679 P6 +9.518 +0.256 | 50.547 P8 +9.947 +0.316 | 50.688 P9 +10.203 +0.256 | 50.415 P7 +9.631 +0.113 | 50.804 P10 +13.636 +3.433 | 50.932 P11 +15.302 +1.666 | 51.146 P12 +16.301 +0.999 | 50.910 P14 +17.212 +0.149 | 51.066 P13 +17.063 +0.762 | 51.160 P15 +20.924 +3.712 |
| 11 | 49.999 P1 | 50.488 P2 +4.223 +4.223 | 50.306 P3 +7.123 +2.900 | 50.725 P4 +9.504 +2.381 | 50.455 P5 +9.718 +0.214 | 50.832 P6 +10.351 +0.633 | 50.886 P7 +10.834 +0.483 | 52.048 P9 +12.252 +0.113 | 52.507 P8 +12.139 +1.305 | 50.832 P10 +14.469 +2.217 | 50.859 P11 +16.162 +1.693 | 51.040 P12 +17.342 +1.180 | 51.017 P13 +18.230 +0.888 | 51.886 P14 +18.950 +0.720 | 51.098 P15 +22.023 +3.073 |
| 12 | 50.238 P1 | 50.485 P2 +4.470 +4.470 | 50.486 P3 +7.371 +2.901 | 50.635 P4 +9.901 +2.530 | 50.742 P5 +10.222 +0.321 | 50.660 P6 +10.773 +0.551 | 50.325 P7 +10.921 +0.148 | 50.840 P9 +12.854 +0.260 | 50.693 P8 +12.594 +1.673 | 50.933 P10 +15.164 +2.310 | 50.996 P11 +16.920 +1.756 | 50.993 P12 +18.097 +1.177 | 50.965 P13 +18.957 +0.860 | 51.164 P14 +19.876 +0.919 | 51.650 P15 +23.435 +3.559 |
| 13 | 49.994 P1 | 50.427 P2 +4.903 +4.903 | 50.601 P3 +7.978 +3.075 | 50.596 P4 +10.503 +2.525 | 50.515 P5 +10.743 +0.240 | 50.473 P6 +11.252 +0.509 | 50.603 P7 +11.530 +0.278 | 50.434 P9 +13.294 +0.123 | 50.571 P8 +13.171 +1.641 | 50.769 P10 +15.939 +2.645 | 51.015 P11 +17.941 +2.002 | 51.430 P12 +19.533 +1.592 | 50.892 P13 +19.855 +0.322 | 50.908 P14 +20.790 +0.935 | 51.370 P15 +24.811 +4.021 |
| 14 | 50.207 P1 | 50.489 P2 +5.185 +5.185 | 50.398 P3 +8.169 +2.984 | 50.573 P4 +10.869 +2.700 | 50.670 P5 +11.206 +0.337 | 50.465 P6 +11.510 +0.304 | 50.349 P7 +11.672 +0.162 | 50.673 P9 +13.760 +0.233 | 50.563 P8 +13.527 +1.855 | 50.722 P10 +16.454 +2.694 | 51.179 P11 +18.913 +2.459 | 50.624 P12 +19.950 +1.037 | 50.990 P13 +20.638 +0.688 | 51.116 P14 +21.699 +1.061 | 51.339 P15 +25.943 +4.244 |
| 15 | 50.016 P1 | 50.551 P2 +5.720 +5.720 | 50.400 P3 +8.553 +2.833 | 50.515 P4 +11.368 +2.815 | 50.556 P5 +11.746 +0.378 | 50.558 P6 +12.052 +0.306 | 50.669 P7 +12.325 +0.273 | 50.694 P8 +14.438 +2.113 | 51.351 P9 +14.862 +0.424 | 50.532 P10 +16.970 +2.108 | 51.235 P11 +20.132 +3.162 | 50.623 P12 +20.557 +0.425 | 51.023 P13 +21.645 +1.088 | 51.335 P14 +23.018 +1.373 | 51.085 P15 +27.012 +3.994 |
| 16 | 49.892 P1 | 50.408 P2 +6.236 +6.236 | 50.190 P3 +8.851 +2.615 | 50.410 P4 +11.886 +3.035 | 50.708 P5 +12.562 +0.676 | 50.678 P6 +12.838 +0.276 | 50.544 P7 +12.977 +0.139 | 50.427 P8 +14.973 +1.996 | 50.574 P9 +15.544 +0.571 | 50.595 P10 +17.673 +2.129 | 50.806 P11 +21.046 +3.373 | 51.337 P12 +22.002 +0.956 | 50.669 P13 +22.422 +0.420 | 50.933 P14 +24.059 +1.637 | 51.259 P15 +28.379 +4.320 |
| 17 | 50.237 P1 | 50.437 P2 +6.436 +6.436 | 50.397 P3 +9.011 +2.575 | 50.395 P4 +12.044 +3.033 | 50.493 P5 +12.818 +0.774 | 50.456 P6 +13.057 +0.239 | 50.531 P7 +13.271 +0.214 | 50.413 P8 +15.149 +1.878 | 50.426 P9 +15.733 +0.584 | 50.809 P10 +18.245 +2.512 | 50.972 P11 +21.781 +3.536 | 50.876 P12 +22.641 +0.860 | 50.806 P13 +22.991 +0.350 | 51.549 P14 +25.371 +2.380 | 51.264 P15 +29.406 +4.035 |
| 18 | 49.995 P1 | 50.362 P2 +6.803 +6.803 | 50.350 P3 +9.366 +2.563 | 50.381 P4 +12.430 +3.064 | 50.429 P5 +13.252 +0.822 | 50.719 P6 +13.781 +0.529 | 50.812 P7 +14.088 +0.307 | 50.579 P8 +15.733 +1.645 | 50.731 P9 +16.469 +0.736 | 50.899 P10 +19.149 +2.680 | 50.877 P11 +22.663 +3.514 | 50.613 P12 +23.259 +0.596 | 50.553 P13 +23.549 +0.290 | 51.070 P14 +26.446 +2.897 | 51.375 P15 +30.786 +4.340 |
| Gap | +6.803 | +9.366 | +12.430 | +13.252 | +13.781 | +14.088 | +15.733 | +16.469 | +19.149 | +22.663 | +23.259 | +23.549 | +26.446 | +30.786 | |
| Best | 49.892 | 50.362 | 50.190 | 50.381 | 50.429 | 50.456 | 50.325 | 50.413 | 50.415 | 50.532 | 50.806 | 50.613 | 50.553 | 50.908 | 51.085 |
| Avg | 50.406 | 50.779 | 50.896 | 51.046 | 51.115 | 51.123 | 51.096 | 51.268 | 51.215 | 51.367 | 51.577 | 51.596 | 51.651 | 51.741 | 52.047 |
| Dev | 0.807 | 0.791 | 1.050 | 1.083 | 1.251 | 1.153 | 1.370 | 1.418 | 1.058 | 1.474 | 1.494 | 1.186 | 2.009 | 1.123 | 2.034 |