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 | Павел Ростовцев | kms2502 | tenniscoach | A.Kuzarev | JuliaKim | slime_wigga | D.Pier | Sanders | Андрей Алексеев |
| Kart | 1 | 2 | 8 | 10 | 11 | 6 | 3 | 4 | 7 |
| 1 | 33.618 P5 +4.116 +1.498 | 33.528 P2 +1.031 +1.031 | 33.837 P1 | 1:06.397 1l P9 +1l (~33.780) +26.313 | 34.092 P3 +2.123 +1.092 | 34.601 P6 +4.294 +0.178 | 34.021 P4 +2.618 +0.495 | 34.659 P7 +4.686 +0.392 | 35.340 P8 +7.467 +2.781 |
| 2 | 33.297 P5 +3.566 +0.296 | 33.729 P2 +0.913 +0.913 | 33.847 P1 | 35.659 P8 +1l (~35.447) +26.414 | 34.222 P3 +2.498 +1.585 | 1:05.431 2l P9 +1l (~36.184) +0.737 | 34.499 P4 +3.270 +0.772 | 33.404 P6 +4.243 +0.677 | 35.413 P7 +9.033 +4.790 |
| 3 | 32.826 P4 +1.996 +0.242 | 34.351 P2 +0.868 +0.868 | 34.396 P1 | 34.196 P8 +1l (~35.253) +25.513 | 33.652 P3 +1.754 +0.886 | 34.058 P9 +1l (~35.368) +0.115 | 35.125 P5 +3.999 +2.003 | 34.379 P6 +4.226 +0.227 | 35.103 P7 +9.740 +5.514 |
| 4 | 33.504 P3 +1.982 +1.671 | 32.961 P2 +0.311 +0.311 | 33.518 P1 | 34.385 P8 +1l (~36.170) +25.415 | 34.496 P4 +2.732 +0.750 | 34.879 P9 +1l (~36.856) +0.686 | 34.430 P6 +4.911 +1.004 | 33.199 P5 +3.907 +1.175 | 34.533 P7 +10.755 +5.844 |
| 5 | 33.887 P3 +2.537 +2.147 | 33.411 P2 +0.390 +0.390 | 33.332 P1 | 33.779 P7 +1l (~36.492) +24.250 | 34.559 P4 +3.959 +1.422 | 33.468 P8 +1l (~36.936) +0.444 | 1:08.629 5l P9 +1l (~40.361) +3.425 | 33.830 P5 +4.405 +0.446 | 34.819 P6 +12.242 +7.837 |
| 6 | 32.929 P3 +2.277 +1.565 | 33.511 P2 +0.712 +0.712 | 33.189 P1 | 33.436 P6 +1l (~36.946) +23.347 | 33.461 P4 +4.231 +1.954 | 33.264 P7 +1l (~36.946) | 34.386 P9 +1l (~41.682) +3.714 | 1:07.044 6l P8 +1l (~37.968) +1.022 | 34.546 P5 +13.599 +9.368 |
| 7 | 32.602 P3 +1.447 +1.094 | 33.073 P2 +0.353 +0.353 | 33.432 P1 | 33.989 P6 +1l (~37.139) +22.381 | 34.162 P4 +4.961 +3.514 | 34.290 P7 +1l (~37.578) +0.439 | 34.044 P9 +1l (~41.686) +2.183 | 34.993 P8 +1l (~39.503) +1.925 | 34.591 P5 +14.758 +9.797 |
| 8 | 33.652 P3 +1.239 +0.140 | 34.606 P2 +1.099 +1.099 | 33.860 P1 | 33.358 P6 +1l (~36.865) +21.666 | 34.632 P4 +5.733 +4.494 | 33.527 P7 +1l (~37.515) +0.650 | 34.222 P9 +1l (~42.569) +1.124 | 35.404 P8 +1l (~41.445) +3.930 | 34.301 P5 +15.199 +9.466 |
| 9 | 32.932 P3 +0.801 +0.289 | 32.783 P2 +0.512 +0.512 | 33.370 P1 | 33.357 P6 +1l (~36.941) +20.194 | 33.560 P4 +5.923 +5.122 | 33.716 P7 +1l (~37.621) +0.680 | 33.663 P9 +1l (~42.148) | 34.374 P8 +1l (~42.148) +4.527 | 34.918 P5 +16.747 +10.824 |
| 10 | 33.742 P3 +1.076 +0.396 | 33.635 P2 +0.680 +0.680 | 33.467 P1 | 33.281 P5 +1l (~37.002) +30.837 | 33.709 P4 +6.165 +5.089 | 33.446 P6 +1l (~38.052) +1.050 | 34.243 P8 +1l (~43.245) | 34.303 P7 +1l (~43.245) +5.193 | 1:03.472 10l P9 +1l (~46.662) +3.417 |
| 11 | 33.313 P3 +1.071 +0.486 | 33.223 P2 +0.585 +0.585 | 33.318 P1 | 33.284 P5 +1l (~36.646) +30.465 | 33.334 P4 +6.181 +5.110 | 33.026 P6 +1l (~37.782) +1.136 | 35.001 P7 +1l (~45.109) +7.327 | 35.484 P8 +1l (~45.109) | 34.434 P9 +1l (~47.981) +2.872 |
| 12 | 32.551 P2 +0.422 +0.422 | 1:04.591 12l P4 +31.976 +25.939 | 33.200 P1 | 33.341 P5 +1l (~36.428) +4.452 | 33.056 P3 +6.037 +5.615 | 33.460 P6 +1l (~38.004) +1.576 | 33.736 P7 +1l (~45.406) +7.402 | 34.850 P8 +1l (~46.655) +1.249 | 34.189 P9 +1l (~49.017) +2.362 |
| 13 | 34.808 P1 | 32.851 P4 +29.597 +25.474 | 35.768 P2 +0.538 +0.538 | 33.480 P5 +1l (~34.997) +5.400 | 33.316 P3 +4.123 +3.585 | 33.429 P6 +1l (~36.252) +1.255 | 33.696 P7 +1l (~44.455) +8.203 | 34.247 P8 +1l (~45.988) +1.533 | 33.833 P9 +1l (~47.612) +1.624 |
| 14 | 32.754 P1 | 34.317 P4 +31.160 +26.798 | 33.066 P2 +0.850 +0.850 | 33.157 P5 +1l (~35.196) +4.036 | 32.993 P3 +4.362 +3.512 | 33.602 P6 +1l (~36.699) +1.503 | 33.693 P7 +1l (~45.137) +8.438 | 33.952 P8 +1l (~47.125) +1.988 | 33.865 P9 +1l (~48.299) +1.174 |
| 15 | 32.437 P1 | 32.833 P4 +31.556 +26.711 | 33.068 P2 +1.481 +1.481 | 33.326 P5 +1l (~35.948) +4.392 | 32.920 P3 +4.845 +3.364 | 33.139 P6 +1l (~37.327) +1.379 | 34.215 P7 +1l (~46.663) +9.336 | 34.284 P8 +1l (~48.726) +2.063 | 33.743 P9 +1l (~49.725) +0.999 |
| 16 | 32.387 P1 | 32.774 P4 +31.943 +26.371 | 33.307 P2 +2.401 +2.401 | 32.919 P5 +1l (~36.522) +4.579 | 33.114 P3 +5.572 +3.171 | 32.960 P6 +1l (~37.876) +1.354 | 33.862 P7 +1l (~48.266) +10.390 | 33.697 P8 +1l (~50.465) +2.199 | 33.768 P9 +1l (~50.908) +0.443 |
| 17 | 32.392 P1 | 33.006 P4 +32.557 +26.419 | 32.716 P2 +2.725 +2.725 | 33.070 P5 +1l (~37.446) +4.889 | 32.958 P3 +6.138 +3.413 | 33.226 P6 +1l (~38.833) +1.387 | 33.681 P7 +1l (~49.619) +10.786 | 33.761 P8 +1l (~51.647) +2.028 | 33.702 P9 +1l (~52.492) +0.845 |
| 18 | 32.837 P1 | 35.271 P4 +1l (~35.149) +28.611 | 32.732 P2 +2.620 +2.620 | 32.924 P5 +1l (~37.712) +2.563 | 33.237 P3 +6.538 +3.918 | 33.519 P6 +1l (~39.980) +2.268 | 34.073 P7 +1l (~51.055) +11.075 | 33.727 P8 +1l (~52.797) +1.742 | 33.794 P9 +1l (~53.444) +0.647 |
| 19 | 34.078 P1 | 32.663 P4 +1l (~33.385) +27.117 | 33.198 P2 +1.740 +1.740 | 32.804 P5 +1l (~36.064) +2.679 | 33.808 P3 +6.268 +4.528 | 33.385 P6 +1l (~39.030) +2.966 | 33.775 P7 +1l (~50.503) +11.473 | 33.983 P8 +1l (~52.475) +1.972 | 33.502 P9 +1l (~52.683) +0.208 |
| 20 | 32.708 P1 | 32.545 P3 +1l (~33.409) +31.659 | 32.718 P2 +1.750 +1.750 | 32.936 P4 +1l (~36.870) +3.461 | 1:04.728 20l P5 +1l (~38.191) +1.321 | 33.280 P6 +1l (~39.595) +1.404 | 34.663 P7 +1l (~52.779) +13.184 | 33.843 P8 +1l (~54.030) +1.251 | 34.158 P9 +1l (~54.355) +0.325 |
| 21 | 32.608 P1 | 32.574 P3 +1l (~33.202) +31.164 | 32.896 P2 +2.038 +2.038 | 32.869 P4 +1l (~36.678) +3.476 | 33.904 P5 +1l (~39.534) +2.856 | 33.332 P6 +1l (~40.269) +0.735 | 33.934 P7 +1l (~53.847) +13.578 | 34.033 P8 +1l (~55.075) +1.228 | 33.855 P9 +1l (~55.440) +0.365 |
| 22 | 32.839 P1 | 32.874 P3 +1l (~33.088) +30.875 | 33.014 P2 +2.213 +2.213 | 33.486 P4 +1l (~37.344) +4.256 | 33.605 P5 +1l (~40.408) +3.064 | 33.097 P6 +1l (~40.408) | 34.006 P7 +1l (~54.776) +14.368 | 33.764 P8 +1l (~55.900) +1.124 | 33.934 P9 +1l (~56.453) +0.553 |
| 23 | 32.213 P1 | 32.700 P3 +1l (~33.912) +31.113 | 32.799 P2 +2.799 +2.799 | 33.215 P4 +1l (~38.759) +4.847 | 33.545 P5 +1l (~41.900) +3.141 | 33.555 P6 +1l (~41.900) | 33.760 P7 +1l (~56.985) +15.085 | 33.536 P8 +1l (~57.615) +0.630 | 33.508 P9 +1l (~57.984) +0.369 |
| 24 | 32.905 P1 | 32.501 P3 +1l (~33.570) +30.764 | 32.912 P2 +2.806 +2.806 | 33.651 P4 +1l (~39.280) +5.710 | 34.387 P5 +1l (~43.226) +3.946 | 34.446 P6 +1l (~43.525) +0.299 | 34.417 P7 +1l (~58.254) +14.729 | 34.297 P8 +1l (~58.899) +0.645 | 34.027 P9 +1l (~59.030) +0.131 |
| 25 | 32.796 P1 | 32.265 P3 +1l (~32.875) +29.682 | 33.183 P2 +3.193 +3.193 | 33.418 P4 +1l (~40.080) +7.205 | 33.439 P5 +1l (~43.951) +3.871 | 33.655 P6 +1l (~44.673) +0.722 | 33.698 P7 +1l (~58.913) +14.240 | 33.709 P8 +1l (~59.792) +0.879 | 33.629 P9 +1l (~59.792) |
| 26 | 32.377 P1 | 32.138 P2 +1l (~32.611) +32.611 | 1:04.270 26l P3 +1l (~35.031) +2.420 | 33.007 P4 +1l (~40.787) +5.756 | 33.558 P5 +1l (~45.169) +4.382 | 33.357 P6 +1l (~45.262) +0.093 | 33.462 P7 +1l (~60.229) +14.967 | 33.844 P8 +1l (~61.020) +0.791 | 34.104 P9 +1l (~61.823) +0.803 |
| 27 | 32.430 P1 | 33.217 P2 +33.514 +33.514 | 33.445 P3 +36.101 +2.587 | 33.530 P4 +41.588 +5.487 | 34.511 P5 +47.069 +5.481 | 34.348 P6 +47.269 +0.200 | 33.595 P7 +1l (~61.258) +13.989 | 33.922 P8 +1l (~62.442) +1.184 | 33.983 P9 +1l (~63.287) +0.845 |
| 28 | 1:01.210 28l P1 | 32.451 P2 +4.755 +4.755 | 33.278 P3 +8.169 +3.414 | 32.841 P4 +13.219 +5.050 | 33.949 P5 +19.808 +6.589 | 34.473 P6 +20.532 +0.724 | 34.090 P7 +1l (~34.456) +13.924 | 33.855 P8 +1l (~35.213) +0.757 | 33.663 P9 +1l (~35.444) +0.231 |
| 29 | 32.906 P1 | 32.522 P2 +4.371 +4.371 | 33.121 P3 +8.384 +4.013 | 33.255 P4 +13.568 +5.184 | 33.966 P5 +20.868 +7.300 | 33.485 P6 +21.111 +0.243 | 33.665 24l P7 +1l | 33.489 23l P8 +1l | 33.578 19l P9 +1l |
| 30 | 32.581 2l P1 | 31.842 18l P2 +3.632 +3.632 | 33.228 4l P3 +9.031 +5.399 | 33.060 29l P4 +14.047 +5.016 | 34.615 10l P5 +22.902 +8.855 | 34.646 28l P6 +23.176 +0.274 | |||
| Gap | +3.632 | +9.031 | +14.047 | +22.902 | +23.176 | +1l (~34.456) | +1l (~35.213) | +1l (~35.444) | |
| Best | 32.213 | 31.842 | 32.716 | 32.804 | 32.920 | 32.960 | 33.462 | 33.199 | 33.502 |
| Avg | 33.937 | 34.158 | 34.382 | 34.513 | 34.782 | 34.736 | 35.251 | 35.236 | 35.182 |
| Dev | 5.099 | 5.701 | 5.580 | 5.947 | 5.585 | 5.724 | 6.321 | 6.036 | 5.373 |
| S1 kart | 1 | 2 | 8 | 10 | 11 | 6 | 3 | 4 | 7 |
| S1 laps | 28 | 12 | 26 | 1 | 20 | 2 | 5 | 6 | 10 |
| S1 best | 32.213 | 32.783 | 32.716 | 0 | 32.920 | 34.601 | 34.021 | 33.199 | 34.301 |
| S1 avg | 33.015 | 33.528 | 33.365 | 0 | 33.646 | 34.601 | 34.518 | 33.894 | 34.840 |
| S1 dev | 0.615 | 0.529 | 0.632 | 0 | 0.554 | 0.000 | 0.395 | 0.556 | 0.363 |
| S2 kart | 8 | 7 | 11 | 2 | 10 | 6 | 3 | 4 | |
| S2 laps | 2 | 18 | 4 | 29 | 10 | 28 | 24 | 23 | 19 |
| S2 best | 32.581 | 31.842 | 33.121 | 32.804 | 33.439 | 32.960 | 33.462 | 33.489 | 33.502 |
| S2 avg | 32.743 | 32.852 | 33.268 | 33.414 | 33.947 | 33.645 | 33.982 | 34.145 | 33.856 |
| S2 dev | 0.163 | 0.770 | 0.117 | 0.571 | 0.406 | 0.509 | 0.364 | 0.543 | 0.242 |