The only way to define your limits is by going beyond them.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | KARTAGEDDON | Иван | Кирилл | Zlobin | Splatt | Павел Родавичюс | sergey_tatarinov | Палуня | Chevrolet | Шагалов Александр | Andrianov | Прохоренко Алена | kapasim98 | Багнюков Максим | Шарина Екатерина |
| Kart | 20 | 7 | 21 | 11 | 8 | 22 | 12 | 2 | 17 | 1 | 10 | 6 | 5 | 9 | 16 |
| 1 | 1:01.032 P1 | 58.988 P6 +0.856 +0.102 | 1:00.792 P3 +0.274 +0.254 | 1:00.182 P5 +0.754 +0.126 | 1:00.262 P7 +1.514 +0.658 | 1:02.294 P4 +0.628 +0.354 | 1:01.634 P8 +1.704 +0.190 | 1:01.858 P10 +2.481 +0.378 | 1:00.933 P11 +2.941 +0.460 | 1:00.741 P9 +2.103 +0.399 | 1:02.504 P2 +0.020 +0.020 | 1:03.418 P12 +7.163 +4.222 | 1:20.718 P14 +23.759 +0.706 | 3:08.724 P15 +2l (~131.367) +107.608 | 1:17.718 P13 +23.053 +15.890 |
| 2 | 56.125 P1 | 1:01.491 P7 +6.222 +0.516 | 59.203 P3 +3.352 +0.054 | 59.196 P4 +3.825 +0.473 | 1:03.489 P11 +8.878 +0.323 | 1:04.052 P10 +8.555 +0.258 | 1:02.718 P9 +8.297 +0.222 | 58.621 P5 +4.977 +1.152 | 58.890 P6 +5.706 +0.729 | 1:02.097 P8 +8.075 +1.853 | 59.403 P2 +3.298 +3.298 | 1:04.985 P12 +16.023 +7.145 | 1:09.934 P13 +37.568 +21.545 | 57.634 P15 +2l (~132.556) +86.644 | 1:18.984 P14 +45.912 +8.344 |
| 3 | 55.385 P1 | 56.822 P4 +7.659 +0.087 | 57.176 P2 +5.143 +5.143 | 59.132 P3 +7.572 +2.429 | 57.988 P9 +11.481 +0.510 | 57.801 P8 +10.971 +0.304 | 57.755 P7 +10.667 +0.983 | 59.346 P5 +8.938 +1.279 | 59.363 P6 +9.684 +0.746 | 1:04.392 P11 +17.082 +3.224 | 1:05.945 P10 +13.858 +2.377 | 1:00.964 P12 +21.602 +4.520 | 1:03.296 P13 +45.479 +23.877 | 58.198 P15 +2l (~135.479) +62.710 | 1:22.248 P14 +1l (~72.769) +27.290 |
| 4 | 56.507 P1 | 54.183 P3 +5.335 +0.816 | 55.883 P2 +4.519 +4.519 | 56.310 P4 +7.375 +2.040 | 56.936 P9 +11.910 +0.504 | 56.942 P8 +11.406 +0.344 | 56.902 P7 +11.062 +0.536 | 57.409 P5 +9.840 +2.465 | 57.349 P6 +10.526 +0.686 | 56.561 P10 +17.136 +5.226 | 59.908 P11 +17.259 +0.123 | 1:00.255 P12 +25.350 +8.091 | 1:02.656 P13 +51.628 +26.278 | 57.172 P15 +2l (~136.335) +42.527 | 1:17.425 P14 +1l (~93.808) +42.180 |
| 5 | 54.833 P1 | 55.483 P2 +5.985 +5.985 | 56.564 P3 +6.250 +0.265 | 55.957 P4 +8.499 +2.249 | 56.784 P9 +13.861 +0.480 | 56.800 P7 +13.373 +0.665 | 56.479 P6 +12.708 +0.675 | 57.026 P5 +12.033 +3.534 | 57.688 P8 +13.381 +0.008 | 56.602 P10 +18.905 +5.044 | 1:01.987 P11 +24.413 +5.508 | 1:01.198 P12 +31.715 +7.302 | 1:01.780 P13 +1l (~58.534) +26.819 | 57.370 P15 +2l (~138.972) +24.166 | 1:15.827 P14 +2l (~114.806) +56.272 |
| 6 | 55.662 P1 | 53.839 P2 +4.162 +4.162 | 56.014 P3 +6.602 +2.440 | 56.563 P4 +9.400 +2.798 | 56.807 P9 +15.006 +0.295 | 55.604 P7 +13.315 +0.234 | 56.035 P6 +13.081 +0.309 | 56.401 P5 +12.772 +3.372 | 56.992 P8 +14.711 +1.396 | 56.963 P10 +20.206 +5.200 | 1:02.174 P11 +30.925 +10.719 | 1:01.200 P12 +37.253 +6.328 | 1:01.543 P13 +1l (~64.207) +26.954 | 56.661 P15 +2l (~139.894) +4.089 | 1:16.937 P14 +2l (~135.805) +71.598 |
| 7 | 54.181 P1 | 54.068 P2 +4.049 +4.049 | 55.948 P3 +8.369 +4.320 | 55.865 P4 +11.084 +2.715 | 56.324 P9 +17.149 +0.229 | 56.940 P7 +16.074 +0.590 | 56.584 P6 +15.484 +0.300 | 56.593 P5 +15.184 +4.100 | 56.390 P8 +16.920 +0.846 | 57.261 P10 +23.286 +6.137 | 58.033 P11 +34.777 +11.491 | 1:00.430 P12 +43.502 +8.725 | 1:01.361 P13 +1l (~71.207) +27.705 | 56.820 P14 +2l (~141.834) +70.627 | 1:16.281 P15 +2l (~157.477) +15.643 |
| 8 | 53.988 P1 | 53.900 P2 +3.961 +3.961 | 55.178 P3 +9.559 +5.598 | 56.318 P4 +13.414 +3.855 | 56.403 P7 +19.564 +0.146 | 56.876 P5 +18.962 +5.548 | 57.922 P6 +19.418 +0.456 | 59.245 P9 +20.441 +0.210 | 57.299 P8 +20.231 +0.667 | 56.929 P10 +26.227 +5.786 | 57.569 P11 +38.358 +12.131 | 1:00.606 P12 +50.120 +11.762 | 1:09.522 P13 +1l (~86.977) +36.857 | 59.815 P14 +2l | |
| 9 | 54.163 P1 | 54.011 P2 +3.809 +3.809 | 55.795 P3 +11.191 +7.382 | 55.955 P4 +15.206 +4.015 | 55.643 P5 +21.044 +5.838 | 56.663 P6 +21.462 +0.418 | 57.067 P7 +22.322 +0.860 | 56.865 P8 +23.143 +0.821 | 1:01.011 P9 +27.079 +3.936 | 58.096 P10 +30.160 +3.081 | 59.442 P11 +43.637 +13.477 | 1:00.020 P12 +1l (~55.789) +12.152 | 1:00.735 P13 +1l | ||
| 10 | 56.034 P1 | 53.213 P2 +0.988 +0.988 | 54.435 P3 +9.592 +8.604 | 56.093 P4 +15.265 +5.673 | 55.062 P5 +20.072 +4.807 | 55.401 P6 +20.829 +0.757 | 55.310 P7 +21.598 +0.769 | 56.976 P8 +24.085 +2.487 | 56.897 P9 +27.942 +3.857 | 57.239 P10 +31.365 +3.423 | 58.951 P11 +46.554 +15.189 | ||||
| Gap | +0.988 | +9.592 | +15.265 | +20.072 | +20.829 | +21.598 | +24.085 | +27.942 | +31.365 | +46.554 | +1l | +1l (~86.977) | +2l (~141.834) | +2l (~135.805) | |
| Best | 53.988 | 53.213 | 54.435 | 55.865 | 55.062 | 55.401 | 55.310 | 56.401 | 56.390 | 56.561 | 57.569 | 60.020 | 60.735 | 56.661 | 75.827 |
| Avg | 55.791 | 55.599 | 56.698 | 57.157 | 57.569 | 57.937 | 57.840 | 58.034 | 58.281 | 58.688 | 60.591 | 61.452 | 65.727 | 74.049 | 77.917 |
| Dev | 1.943 | 2.574 | 1.823 | 1.571 | 2.387 | 2.726 | 2.297 | 1.637 | 1.593 | 2.604 | 2.415 | 1.562 | 6.229 | 43.353 | 2.007 |