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 | 10 | 11 | 12 | 13 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | fedosol | Iliya | олёна | tenniscoach | PLIUSNIN | ЧЕЛОВЕК МОЛЕКУЛА | katyamnbv | XoRoWmeister | BoDuTeJlb yHuTA3A | Timur | makelele | DIMEN | Ilya Kim |
| Kart | 31 | 8 | 3 | 30 | 28 | 18 | 13 | 39 | 35 | 11 | 22 | 14 | 29 |
| 1 | 54.316 P1 | 54.890 P8 +3.823 +0.313 | 56.118 P2 +1.018 +1.018 | 54.484 P9 +3.931 +0.108 | 54.121 P4 +1.690 +0.293 | 54.415 P3 +1.397 +0.379 | 56.974 P7 +3.510 +0.351 | 54.182 P5 +2.516 +0.826 | 55.338 P13 +5.977 +0.187 | 55.410 P12 +5.790 +0.674 | 54.270 P10 +4.161 +0.230 | 54.816 P11 +5.116 +0.955 | 54.869 P6 +3.159 +0.643 |
| 2 | 51.480 P1 | 51.926 P6 +4.269 +1.367 | 51.537 P2 +1.075 +1.075 | 52.606 P7 +5.057 +0.788 | 51.805 P4 +2.015 +0.246 | 51.852 P3 +1.769 +0.694 | 54.832 P9 +6.862 +0.511 | 51.866 P5 +2.902 +0.887 | 57.366 P12 +11.863 +1.993 | 55.560 P11 +9.870 +2.556 | 53.670 P8 +6.351 +1.294 | 59.303 P13 +12.939 +1.076 | 55.635 P10 +7.314 +0.452 |
| 3 | 51.368 P1 | 51.108 P6 +4.009 +1.168 | 51.672 P2 +1.379 +1.379 | 51.470 P7 +5.159 +1.150 | 51.920 P4 +2.567 +0.165 | 52.001 P3 +2.402 +1.023 | 52.361 P9 +7.855 +0.235 | 51.307 P5 +2.841 +0.274 | 52.291 P12 +12.786 +2.311 | 51.973 P11 +10.475 +2.196 | 52.637 P8 +7.620 +2.461 | 52.823 P13 +14.394 +1.608 | 52.333 P10 +8.279 +0.424 |
| 4 | 51.342 P1 | 51.818 P3 +4.485 +3.137 | 51.311 P2 +1.348 +1.348 | 52.704 P5 +6.521 +0.427 | 56.535 P6 +7.760 +1.239 | 55.034 P4 +6.094 +1.609 | 52.349 P7 +8.862 +1.102 | 1:00.191 P11 +11.690 +0.630 | 52.130 P12 +13.574 +1.884 | 51.927 P10 +11.060 +1.698 | 52.963 P8 +9.241 +0.379 | 1:00.236 P13 +23.288 +9.714 | 52.425 P9 +9.362 +0.121 |
| 5 | 51.389 P1 | 51.420 P3 +4.516 +3.625 | 50.932 P2 +0.891 +0.891 | 51.534 P5 +6.666 +0.345 | 52.415 P6 +8.786 +2.120 | 51.616 P4 +6.321 +1.805 | 52.683 P7 +10.156 +1.370 | 51.334 P10 +11.635 +0.223 | 51.547 P11 +13.732 +2.097 | 51.741 P9 +11.412 +0.613 | 52.947 P8 +10.799 +0.643 | 53.089 P12 +24.988 +11.256 | 2:17.498 P13 +1l (~95.605) +70.617 |
| 6 | 51.351 P1 | 51.172 P3 +4.337 +3.517 | 51.280 P2 +0.820 +0.820 | 51.649 P5 +6.964 +0.354 | 51.485 P6 +8.920 +1.956 | 51.640 P4 +6.610 +2.273 | 51.862 P7 +10.667 +1.747 | 51.673 P10 +11.957 +0.145 | 51.630 P11 +14.011 +2.054 | 51.751 P9 +11.812 +0.233 | 52.131 P8 +11.579 +0.912 | 53.855 P12 +27.492 +13.481 | 52.772 P13 +1l (~96.932) +69.440 |
| 7 | 51.008 P1 | 51.222 P3 +4.551 +3.804 | 50.935 P2 +0.747 +0.747 | 51.487 P5 +7.443 +0.225 | 51.302 P6 +9.214 +1.771 | 51.616 P4 +7.218 +2.667 | 52.163 P7 +11.822 +2.608 | 51.865 P8 +12.814 +0.992 | 51.608 P11 +14.611 +1.111 | 52.696 P10 +13.500 +0.297 | 52.632 P9 +13.203 +0.389 | 53.062 P12 +29.546 +14.935 | 52.634 P13 +1l (~98.477) +68.931 |
| 8 | 50.998 P1 | 51.127 P3 +4.680 +4.224 | 50.707 P2 +0.456 +0.456 | 52.063 P5 +8.508 +0.252 | 51.428 P6 +9.644 +1.136 | 52.036 P4 +8.256 +3.576 | 51.300 P7 +12.124 +2.480 | 50.931 P8 +12.747 +0.623 | 50.966 P11 +14.579 +0.607 | 51.470 P10 +13.972 +0.186 | 51.581 P9 +13.786 +1.039 | 52.948 P12 +31.496 +16.917 | 51.999 P13 +1l (~99.716) +68.220 |
| 9 | 51.396 P1 | 51.077 P3 +4.361 +4.082 | 51.219 P2 +0.279 +0.279 | 51.651 P5 +8.763 +0.365 | 51.166 P6 +9.414 +0.651 | 51.538 P4 +8.398 +4.037 | 51.498 P7 +12.226 +2.812 | 51.249 P8 +12.600 +0.374 | 51.635 P10 +14.818 +0.190 | 52.430 P11 +15.006 +0.188 | 52.238 P9 +14.628 +2.028 | 52.918 P12 +33.018 +18.012 | 52.151 P13 +1l (~100.146) +67.128 |
| 10 | 51.275 P1 | 50.901 P3 +3.987 +3.663 | 51.320 P2 +0.324 +0.324 | 51.160 P5 +8.648 +0.156 | 50.846 P6 +8.985 +0.337 | 51.369 P4 +8.492 +4.505 | 51.100 P7 +12.051 +3.066 | 50.949 P8 +12.274 +0.223 | 51.564 P10 +15.107 +0.168 | 52.073 P11 +15.804 +0.697 | 51.586 P9 +14.939 +2.665 | 52.367 P12 +34.110 +18.306 | 51.962 P13 +1l (~100.858) +66.748 |
| 11 | 52.635 P1 | 50.961 P3 +2.313 +1.780 | 52.844 P2 +0.533 +0.533 | 51.886 P4 +7.899 +5.586 | 51.757 P5 +8.107 +0.208 | 52.790 P6 +8.647 +0.540 | 50.994 P7 +10.410 +1.763 | 51.094 P8 +10.733 +0.323 | 51.986 P9 +14.458 +3.725 | 52.422 P10 +15.591 +1.133 | 53.370 P11 +15.674 +0.083 | 52.608 P12 +34.083 +18.409 | 51.711 P13 +1l (~100.360) +66.277 |
| 12 | 51.060 P1 | 50.999 P3 +2.252 +2.128 | 50.651 P2 +0.124 +0.124 | 51.414 P4 +8.253 +6.001 | 51.470 P5 +8.517 +0.264 | 51.422 P6 +9.009 +0.492 | 50.764 P7 +10.114 +1.105 | 50.984 P8 +10.657 +0.543 | 51.096 P9 +14.494 +3.837 | 51.962 P10 +16.493 +1.999 | 52.416 P11 +17.030 +0.537 | 52.139 P12 +35.162 +18.132 | 52.159 P13 +1l (~101.102) +65.940 |
| 13 | 52.340 P1 | 51.040 P3 +0.952 +0.697 | 52.471 P2 +0.255 +0.255 | 51.110 P4 +7.023 +6.071 | 51.071 P5 +7.248 +0.225 | 51.243 P6 +7.912 +0.664 | 51.861 P7 +9.635 +1.723 | 51.490 P8 +9.807 +0.172 | 51.372 P9 +13.526 +3.719 | 51.576 P10 +15.729 +2.203 | 51.461 P11 +16.151 +0.422 | 52.056 P12 +34.878 +18.727 | 51.485 P13 +1l (~100.138) +65.260 |
| 14 | 51.447 P1 | 51.324 P2 +0.829 +0.829 | 52.209 P3 +1.017 +0.188 | 51.851 P4 +7.427 +6.410 | 52.219 P5 +8.020 +0.593 | 52.062 P6 +8.527 +0.507 | 50.887 P7 +9.075 +0.548 | 51.079 P8 +9.439 +0.364 | 51.808 P9 +13.887 +4.448 | 51.440 P10 +15.722 +1.835 | 51.898 P11 +16.602 +0.880 | 53.028 P12 +36.459 +19.857 | 54.213 P13 +2l (~102.957) +66.498 |
| 15 | 50.901 P1 | 51.570 P2 +1.498 +1.498 | 52.590 P3 +2.706 +1.208 | 51.352 P4 +7.878 +5.172 | 50.993 P5 +8.112 +0.234 | 51.157 P6 +8.783 +0.671 | 51.198 P7 +9.372 +0.589 | 51.019 P8 +9.557 +0.185 | 51.905 P9 +14.891 +5.334 | 51.427 P10 +16.248 +1.357 | 52.487 P11 +18.188 +1.940 | 53.009 P12 +38.567 +20.379 | 54.052 P13 +2l (~106.132) +67.565 |
| 16 | 51.152 P1 | 51.053 P2 +1.399 +1.399 | 51.119 P3 +2.673 +1.274 | 51.039 P4 +7.765 +5.092 | 51.068 P5 +8.028 +0.263 | 50.981 P6 +8.612 +0.584 | 50.863 P7 +9.083 +0.471 | 51.016 P8 +9.421 +0.338 | 52.078 P9 +15.817 +6.396 | 51.918 P10 +17.014 +1.197 | 52.202 P11 +19.238 +2.224 | 52.455 P12 +39.870 +20.632 | 51.395 P13 +2l |
| 17 | 50.973 P1 | 50.953 P2 +1.379 +1.379 | 51.055 P3 +2.755 +1.376 | 51.598 P4 +8.390 +5.635 | 51.595 P5 +8.650 +0.260 | 51.284 P6 +8.923 +0.273 | 51.494 P7 +9.604 +0.681 | 51.412 P8 +9.860 +0.256 | 51.390 P9 +16.234 +6.374 | 51.597 P10 +17.638 +1.404 | 51.866 P11 +20.131 +2.493 | 52.022 P12 +40.919 +20.788 | |
| 18 | 51.041 P1 | 50.972 P2 +1.310 +1.310 | 50.511 P3 +2.225 +0.915 | 51.086 P4 +8.435 +6.210 | 51.080 P5 +8.689 +0.254 | 51.314 P6 +9.196 +0.507 | 51.469 P7 +10.032 +0.836 | 51.804 P8 +10.623 +0.591 | 51.819 P9 +17.012 +6.389 | 51.311 P10 +17.908 +0.896 | 52.400 P11 +21.490 +3.582 | 52.943 P12 +42.821 +21.331 | |
| Gap | +1.310 | +2.225 | +8.435 | +8.689 | +9.196 | +10.032 | +10.623 | +17.012 | +17.908 | +21.490 | +42.821 | +2l (~106.132) | |
| Best | 50.901 | 50.901 | 50.511 | 51.039 | 50.846 | 50.981 | 50.764 | 50.931 | 50.966 | 51.311 | 51.461 | 52.022 | 51.395 |
| Avg | 51.526 | 51.418 | 51.693 | 51.785 | 51.904 | 51.965 | 52.036 | 51.969 | 52.196 | 52.260 | 52.486 | 53.648 | 58.080 |
| Dev | 0.807 | 0.890 | 1.261 | 0.797 | 1.341 | 1.063 | 1.515 | 2.121 | 1.544 | 1.198 | 0.728 | 2.261 | 20.541 |