A champion is defined not by their wins, but how they can recover when they fall.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | |
|---|---|---|---|---|---|---|---|---|---|
| Driver | Coach Monaco | Мопед | Maxim Glazov | Виталик | Timofey Baronov | Даниил Пилипенко | Михаил Смирнов | Фёдор Капедрин | Никита |
| Kart | 12 | 13 | 1 | 14 | 16 | 10 | 5 | 3 | 9 |
| 1 | 33.302 P4 +2.497 +1.621 | 33.905 P7 +4.891 +0.795 | 32.474 P1 | 32.963 P3 +0.876 +0.341 | 33.202 P2 +0.535 +0.535 | 33.938 P5 +2.868 +0.371 | 35.433 P6 +4.096 +1.228 | 35.909 P9 +5.976 +0.269 | 35.300 P8 +5.707 +0.816 |
| 2 | 31.791 P4 +1.838 +0.873 | 32.650 P6 +5.091 +0.883 | 32.450 P1 | 32.539 P3 +0.965 +0.166 | 32.714 P2 +0.799 +0.799 | 33.790 P5 +4.208 +2.370 | 34.139 P7 +5.785 +0.694 | 34.056 P8 +7.582 +1.797 | 35.179 P9 +8.436 +0.854 |
| 3 | 31.982 P4 +1.197 +0.410 | 51.307 P8 +23.775 +12.384 | 32.623 P1 | 32.445 P3 +0.787 +0.384 | 32.227 P2 +0.403 +0.403 | 32.975 P5 +4.560 +3.363 | 32.946 P6 +6.108 +1.548 | 53.180 3l P9 +28.139 +4.364 | 35.578 P7 +11.391 +5.283 |
| 4 | 32.209 P4 +1.441 +0.398 | 32.323 P8 +24.133 +11.222 | 31.965 P1 | 32.221 P3 +1.043 +0.344 | 32.261 P2 +0.699 +0.699 | 32.726 P5 +5.321 +3.880 | 33.488 P6 +7.631 +2.310 | 32.750 P9 +28.924 +4.791 | 33.485 P7 +12.911 +5.280 |
| 5 | 32.303 P3 +1.562 +0.670 | 32.044 P8 +23.995 +10.159 | 32.182 P1 | 33.212 P4 +2.073 +0.511 | 32.375 P2 +0.892 +0.892 | 32.921 P5 +6.060 +3.987 | 33.386 P6 +8.835 +2.775 | 32.949 P9 +29.691 +5.696 | 33.107 P7 +13.836 +5.001 |
| 6 | 31.795 P2 +0.963 +0.963 | 31.662 P8 +23.263 +8.839 | 32.394 P1 | 32.459 P4 +2.138 +0.327 | 33.313 P3 +1.811 +0.848 | 33.022 P5 +6.688 +4.550 | 33.393 P6 +9.834 +3.146 | 33.410 P9 +30.707 +7.444 | 32.982 P7 +14.424 +4.590 |
| 7 | 31.605 P2 +0.322 +0.322 | 31.613 P8 +22.630 +6.636 | 32.246 P1 | 32.284 P4 +2.176 +0.317 | 32.294 P3 +1.859 +1.537 | 32.540 P5 +6.982 +4.806 | 32.868 P6 +10.456 +3.474 | 35.561 P9 +1l (~34.232) +11.602 | 33.816 P7 +15.994 +5.538 |
| 8 | 32.030 P1 | 31.826 P8 +22.104 +4.951 | 32.850 P2 +0.498 +0.498 | 32.511 P4 +2.335 +0.217 | 32.611 P3 +2.118 +1.620 | 32.810 P5 +7.440 +5.105 | 33.009 P6 +11.113 +3.673 | 32.377 P9 +1l (~34.238) +12.134 | 33.511 P7 +17.153 +6.040 |
| 9 | 31.686 P1 | 31.859 P8 +22.277 +3.920 | 32.192 P2 +1.004 +1.004 | 32.451 P4 +3.100 +0.273 | 32.395 P3 +2.827 +1.823 | 32.222 P5 +7.976 +4.876 | 33.095 P6 +12.522 +4.546 | 39.007 P9 +1l (~41.150) +18.873 | 32.890 P7 +18.357 +5.835 |
| 10 | 32.143 P1 | 31.495 P8 +21.629 +2.142 | 32.079 P2 +0.940 +0.940 | 32.376 P3 +3.333 +2.393 | 34.421 P4 +5.105 +1.772 | 32.332 P5 +8.165 +3.060 | 32.801 P6 +13.180 +5.015 | 33.305 P9 +1l (~42.334) +20.705 | 33.273 P7 +19.487 +6.307 |
| 11 | 32.352 P1 | 31.499 P8 +20.776 +0.460 | 32.311 P2 +0.899 +0.899 | 31.662 P3 +2.643 +1.744 | 32.447 P4 +5.200 +2.557 | 32.421 P5 +8.234 +3.034 | 32.598 P6 +13.426 +5.192 | 33.168 P9 +1l (~43.638) +22.862 | 33.181 P7 +20.316 +6.890 |
| 12 | 32.309 P1 | 31.420 P7 +19.887 +6.001 | 32.416 P2 +1.006 +1.006 | 31.804 P3 +2.138 +1.132 | 32.601 P4 +5.492 +3.354 | 32.985 P5 +8.910 +3.418 | 32.769 P6 +13.886 +4.976 | 39.319 P9 +1l (~50.209) +28.680 | 33.522 P8 +21.529 +1.642 |
| 13 | 31.934 P1 | 31.242 P7 +19.195 +4.387 | 32.059 P2 +1.131 +1.131 | 32.279 P3 +2.483 +1.352 | 32.804 P4 +6.362 +3.879 | 32.274 P5 +9.250 +2.888 | 32.856 P6 +14.808 +5.558 | 32.354 P9 +1l (~50.907) +28.341 | 32.971 P8 +22.566 +3.371 |
| 14 | 31.528 P1 | 31.786 P7 +19.453 +3.733 | 32.287 P2 +1.890 +1.890 | 31.969 P3 +2.924 +1.034 | 31.932 P4 +6.766 +3.842 | 32.309 P5 +10.031 +3.265 | 32.440 P6 +15.720 +5.689 | 32.960 P9 +1l (~51.835) +27.236 | 33.561 P8 +24.599 +5.146 |
| 15 | 31.077 P1 | 31.837 P7 +20.213 +2.828 | 32.222 P2 +3.035 +3.035 | 31.647 P3 +3.494 +0.459 | 32.053 P4 +7.742 +4.248 | 32.029 P5 +10.983 +3.241 | 32.742 P6 +17.385 +6.402 | 32.149 P9 +1l (~53.420) +26.971 | 32.927 P8 +26.449 +6.236 |
| 16 | 33.741 P1 | 31.071 P7 +17.543 +0.611 | 31.844 P2 +1.138 +1.138 | 31.922 P3 +1.675 +0.537 | 32.228 P4 +6.229 +4.554 | 32.515 P5 +9.757 +3.528 | 33.288 P6 +16.932 +7.175 | 31.983 P9 +1l (~51.173) +25.754 | 32.711 P8 +25.419 +7.876 |
| 17 | 31.726 P1 | 31.393 P6 +17.210 +6.699 | 31.635 P2 +1.047 +1.047 | 32.248 P3 +2.197 +1.150 | 31.946 P4 +6.449 +4.252 | 32.480 P5 +10.511 +4.062 | 33.489 P7 +18.695 +1.485 | 32.087 P9 +1l (~51.587) +24.728 | 33.166 P8 +26.859 +8.164 |
| 18 | 31.667 P1 | 31.097 P6 +16.640 +5.401 | 31.995 P2 +1.375 +1.375 | 31.836 P3 +2.366 +0.991 | 31.999 P4 +6.781 +4.415 | 32.395 P5 +11.239 +4.458 | 33.990 P7 +21.018 +4.378 | 31.857 P9 +1l (~51.932) +23.563 | 33.177 P8 +28.369 +7.351 |
| 19 | 32.650 P1 | 31.263 P6 +15.253 +4.112 | 32.249 P2 +0.974 +0.974 | 31.611 P3 +1.327 +0.353 | 32.056 P4 +6.187 +4.860 | 32.552 P5 +11.141 +4.954 | 32.572 P7 +20.940 +5.687 | 31.513 P9 +1l (~51.157) +22.821 | 32.617 P8 +28.336 +7.396 |
| 20 | 31.721 P1 | 31.032 P6 +14.564 +2.609 | 31.765 P2 +1.018 +1.018 | 31.964 P3 +1.570 +0.552 | 31.890 P4 +6.356 +4.786 | 32.535 P5 +11.955 +5.599 | 33.298 P7 +22.517 +7.953 | 31.452 P9 +1l (~50.760) +21.397 | 32.748 P8 +29.363 +6.846 |
| 21 | 31.847 P1 | 31.296 P6 +14.013 +1.404 | 31.989 P2 +1.160 +1.160 | 31.835 P3 +1.558 +0.398 | 31.980 P4 +6.489 +4.931 | 32.501 P5 +12.609 +6.120 | 32.942 P7 +23.612 +9.599 | 31.829 P9 +1l (~50.931) +20.374 | 33.041 P8 +30.557 +6.945 |
| 22 | 31.662 P1 | 31.280 P5 +13.631 +7.023 | 32.210 P2 +1.708 +1.708 | 32.208 P3 +2.104 +0.396 | 31.781 P4 +6.608 +4.504 | 32.744 P6 +13.691 +0.060 | 32.437 P7 +24.387 +10.696 | 31.323 P9 +1l (~50.397) +17.899 | 33.495 P8 +1l (~32.498) +8.111 |
| 23 | 31.972 P1 | 31.141 P5 +12.800 +6.117 | 31.715 P2 +1.451 +1.451 | 31.699 P3 +1.831 +0.380 | 32.047 P4 +6.683 +4.852 | 32.688 P6 +14.407 +1.607 | 32.428 P7 +24.843 +10.436 | 31.616 P9 +1l (~50.161) +16.858 | 32.877 P8 +1l (~33.303) +8.460 |
| 24 | 32.224 P1 | 31.124 P5 +11.700 +5.214 | 32.381 P2 +1.608 +1.608 | 32.449 P3 +2.056 +0.448 | 32.027 P4 +6.486 +4.430 | 32.425 P6 +14.608 +2.908 | 32.754 P7 +25.373 +10.765 | 31.473 P9 +1l (~49.271) +13.899 | 34.437 P8 +1l (~35.372) +9.999 |
| 25 | 34.261 P3 +0.685 +0.331 | 31.186 P5 +9.310 +4.397 | 31.968 P1 | 31.874 P2 +0.354 +0.354 | 32.003 P4 +4.913 +4.228 | 32.191 P6 +13.223 +3.913 | 32.902 P7 +24.699 +11.476 | 31.413 P9 +1l (~46.783) +9.574 | 35.257 P8 +1l (~37.209) +12.510 |
| 26 | 32.157 P2 +1.029 +1.029 | 30.957 P5 +8.454 +3.639 | 31.813 P1 | 32.837 P3 +1.378 +0.349 | 31.715 P4 +4.815 +3.437 | 32.018 P6 +13.428 +4.974 | 32.622 P7 +25.508 +12.080 | 31.563 P9 +1l (~46.454) +6.992 | 34.386 P8 +1l (~39.462) +13.954 |
| 27 | 31.200 P2 +0.627 +0.627 | 31.277 P5 +8.129 +3.019 | 31.602 P1 | 31.623 P3 +1.399 +0.772 | 31.897 P4 +5.110 +3.711 | 32.130 P6 +13.956 +5.827 | 32.219 P7 +26.125 +12.169 | 31.745 P9 +1l (~46.424) +4.658 | 33.891 P8 +1l (~41.766) +15.641 |
| 28 | 31.445 P2 +0.251 +0.251 | 31.204 P5 +7.512 +2.259 | 31.821 P1 | 31.695 P3 +1.273 +1.022 | 31.964 P4 +5.253 +3.980 | 32.026 P6 +14.161 +6.649 | 32.829 P7 +27.133 +12.972 | 31.689 P9 +1l (~46.512) +2.333 | 33.972 P8 +1l (~44.179) +17.046 |
| 29 | 31.582 P1 | 30.921 P5 +6.600 +1.285 | 32.266 P2 +0.433 +0.433 | 31.750 P3 +1.190 +0.757 | 31.895 P4 +5.315 +4.125 | 32.336 P6 +14.664 +8.064 | 32.668 P7 +27.968 +13.304 | 32.241 P9 +1l (~47.073) +1.364 | 33.303 P8 +1l (~45.709) +17.741 |
| 30 | 31.319 P1 | 31.196 P5 +6.477 +0.363 | 31.810 P2 +0.924 +0.924 | 31.607 P3 +1.478 +0.554 | 32.118 P4 +6.114 +4.636 | 31.724 P6 +15.069 +8.592 | 32.357 P7 +29.006 +13.937 | 32.171 P8 +1l (~47.846) +18.840 | 34.391 P9 +1l (~48.622) +0.776 |
| 31 | 31.386 P1 | 31.671 P4 +6.762 +5.318 | 31.345 P2 +0.883 +0.883 | 31.352 P3 +1.444 +0.561 | 32.533 P5 +7.261 +0.499 | 32.544 P6 +16.227 +8.966 | 32.061 P7 +29.681 +13.454 | 31.899 P8 +1l (~48.354) +18.673 | 32.092 P9 +1l (~49.192) +0.838 |
| 32 | 31.039 P1 | 31.064 P4 +6.787 +4.013 | 32.483 P2 +2.327 +2.327 | 32.369 P3 +2.774 +0.447 | 31.828 P5 +8.050 +1.263 | 31.544 P6 +16.732 +8.682 | 32.039 P7 +30.681 +13.949 | 31.895 P8 +1l (~49.454) +18.773 | 33.414 P9 +1l (~51.937) +2.483 |
| 33 | 32.877 P1 | 31.060 P4 +4.970 +3.463 | 31.606 P2 +1.056 +1.056 | 31.610 P3 +1.507 +0.451 | 31.879 P5 +7.052 +2.082 | 32.088 P6 +15.943 +8.891 | 32.313 P7 +30.117 +14.174 | 32.023 P8 +1l (~48.349) +18.232 | 32.986 P9 +1l (~52.024) +3.675 |
| 34 | 31.180 P1 | 30.806 P4 +4.596 +2.478 | 31.922 P2 +1.798 +1.798 | 31.791 P3 +2.118 +0.320 | 34.024 P5 +9.896 +5.300 | 31.938 P6 +16.701 +6.805 | 35.905 P7 +1l (~34.806) +18.105 | 31.553 P8 +1l (~49.145) +14.339 | 32.567 P9 +1l (~53.658) +4.513 |
| 35 | 34.138 P3 +0.722 +0.004 | 30.743 P4 +1.923 +1.201 | 31.618 P1 | 32.016 P2 +0.718 +0.718 | 32.154 P5 +8.634 +6.711 | 31.977 P6 +15.262 +6.628 | 33.433 P7 +1l (~34.625) +19.363 | 32.106 P8 +1l (~47.535) +12.910 | 32.738 P9 +1l (~52.666) +5.131 |
| 36 | 31.955 P2 +0.844 +0.844 | 31.569 P3 +1.659 +0.815 | 31.833 P1 | 33.291 P4 +2.176 +0.517 | 31.970 P5 +8.771 +6.595 | 32.078 P6 +15.507 +6.736 | 32.333 P7 +1l (~35.031) +19.524 | 32.568 P8 +1l (~47.965) +12.934 | 32.549 P9 +1l (~53.137) +5.172 |
| 37 | 31.063 P1 | 30.975 P3 +0.727 +0.326 | 32.308 P2 +0.401 +0.401 | 31.898 P4 +2.167 +1.440 | 31.921 P5 +8.785 +6.618 | 32.575 P6 +16.175 +7.390 | 32.820 P7 +1l (~36.271) +20.096 | 32.404 P8 +1l (~48.672) +12.401 | 33.055 P9 +1l (~54.569) +5.897 |
| 38 | 30.994 P1 | 31.437 P3 +1.170 +0.428 | 31.335 P2 +0.742 +0.742 | 32.067 P4 +3.240 +2.070 | 32.005 P5 +9.796 +6.556 | 32.196 P6 +17.377 +7.581 | 32.731 P7 +1l (~37.836) +20.459 | 31.439 P8 +1l (~49.128) +11.292 | 32.436 P9 +1l (~55.733) +6.605 |
| 39 | 30.926 P1 | 31.439 P3 +1.683 +0.324 | 31.543 P2 +1.359 +1.359 | 31.835 P4 +4.149 +2.466 | 31.582 P5 +10.452 +6.303 | 31.497 P6 +17.948 +7.496 | 32.595 P7 +1l | 31.705 36l P8 +1l | 32.217 P9 +1l |
| 40 | 30.987 P1 | 31.307 P2 +2.003 +2.003 | 32.457 P3 +2.829 +0.826 | 31.196 P4 +4.358 +1.529 | 31.891 P5 +11.356 +6.998 | 31.784 P6 +18.745 +7.389 | |||
| Gap | +2.003 | +2.829 | +4.358 | +11.356 | +18.745 | +1l (~37.836) | +1l (~49.128) | +1l (~55.733) | |
| Best | 30.926 | 30.743 | 31.335 | 31.196 | 31.582 | 31.497 | 32.039 | 31.323 | 32.092 |
| Avg | 31.944 | 31.949 | 32.056 | 32.085 | 32.274 | 32.419 | 32.999 | 33.230 | 33.405 |
| Dev | 0.797 | 3.149 | 0.351 | 0.469 | 0.581 | 0.496 | 0.779 | 3.705 | 0.848 |
| Pits | 53.180 | ||||||||
| S1 kart | 3 | ||||||||
| S1 laps | 3 | ||||||||
| S1 best | 34.056 | ||||||||
| S1 avg | 34.982 | ||||||||
| S1 dev | 0.927 | ||||||||
| S2 kart | 101 | ||||||||
| S2 laps | 36 | ||||||||
| S2 best | 31.323 | ||||||||
| S2 avg | 32.579 | ||||||||
| S2 dev | 1.782 |