The only way to define your limits is by going beyond them.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | |
|---|---|---|---|---|---|---|---|---|---|
| Driver | Никита | Ilya Kim | Андрей Дунаев | Sergey Svyatov | Грёж | Timur Butukhanov | AK98 | Anton_Golyshev | Natality |
| Kart | 10 | 12 | 5 | 4 | 8 | 1 | 6 | 9 | 11 |
| 1 | 34.273 P2 +1.652 +1.652 | 33.999 P1 | 34.943 P3 +2.582 +0.930 | 34.769 P6 +3.885 +0.247 | 35.101 P5 +3.638 +0.362 | 34.983 P4 +3.276 +0.694 | 35.359 P7 +4.799 +0.914 | 35.814 P8 +6.345 +1.546 | 39.814 P9 +17.696 +11.351 |
| 2 | 33.210 P2 +0.938 +0.938 | 33.924 P1 | 34.276 P3 +2.934 +1.996 | 34.706 P6 +4.667 +0.434 | 34.519 P5 +4.233 +0.371 | 34.510 P4 +3.862 +0.928 | 34.666 P7 +5.541 +0.874 | 35.637 P8 +8.058 +2.517 | 39.164 P9 +22.936 +14.878 |
| 3 | 33.132 P2 +0.449 +0.449 | 33.621 P1 | 34.235 P3 +3.548 +3.099 | 34.489 P6 +5.535 +0.288 | 34.635 P5 +5.247 +0.309 | 34.697 P4 +4.938 +1.390 | 34.489 P7 +6.409 +0.874 | 35.506 P8 +9.943 +3.534 | 40.240 P9 +29.555 +19.612 |
| 4 | 33.751 P1 | 34.753 P2 +0.553 +0.553 | 34.361 P3 +3.709 +3.156 | 35.959 P6 +7.294 +0.114 | 36.133 P5 +7.180 +2.164 | 34.278 P4 +5.016 +1.307 | 48.160 P8 +20.369 +9.383 | 35.243 P7 +10.986 +3.692 | 40.600 P9 +1l (~35.746) +15.377 |
| 5 | 33.707 P1 | 34.062 P2 +0.908 +0.908 | 34.065 P3 +4.067 +3.159 | 34.779 P6 +8.366 +0.399 | 34.494 P5 +7.967 +2.126 | 34.532 P4 +5.841 +1.774 | 34.828 P8 +21.490 +9.156 | 35.055 P7 +12.334 +3.968 | 42.848 P9 +1l (~45.303) +23.813 |
| 6 | 32.902 P1 | 33.501 P2 +1.507 +1.507 | 34.463 P3 +5.628 +4.121 | 34.452 P6 +9.916 +0.042 | 34.720 P4 +9.785 +4.157 | 36.935 P5 +9.874 +0.089 | 34.597 P8 +23.185 +8.374 | 35.379 P7 +14.811 +4.895 | 40.159 P9 +1l (~52.372) +29.187 |
| 7 | 32.747 P1 | 33.694 P2 +2.454 +2.454 | 34.006 P3 +6.887 +4.433 | 34.716 P5 +11.885 +0.366 | 34.481 P4 +11.519 +4.632 | 35.144 P6 +12.271 +0.386 | 34.105 P8 +24.543 +6.238 | 36.241 P7 +18.305 +6.034 | 38.619 P9 +1l (~57.928) +33.385 |
| 8 | 33.109 P1 | 33.613 P2 +2.958 +2.958 | 34.014 P3 +7.792 +4.834 | 34.847 P5 +13.623 +0.297 | 34.916 P4 +13.326 +5.534 | 34.937 P6 +14.099 +0.476 | 34.129 P8 +25.563 +4.466 | 35.901 P7 +21.097 +6.998 | 39.138 P9 +1l (~64.361) +38.798 |
| 9 | 32.806 P1 | 33.398 P2 +3.550 +3.550 | 33.940 P3 +8.926 +5.376 | 34.628 P4 +15.445 +6.519 | 35.532 P5 +16.052 +0.607 | 35.261 P6 +16.554 +0.502 | 35.275 P8 +28.032 +4.142 | 35.599 P7 +23.890 +7.336 | 38.906 P9 +2l (~70.129) +42.097 |
| 10 | 32.949 P1 | 33.648 P2 +4.249 +4.249 | 33.930 P3 +9.907 +5.658 | 34.211 P4 +16.707 +6.800 | 34.716 P5 +17.819 +1.112 | 34.622 P6 +18.227 +0.408 | 33.943 P8 +29.026 +3.329 | 34.756 P7 +25.697 +7.470 | 37.452 P9 +2l (~75.086) +46.060 |
| 11 | 33.566 P1 | 33.393 P2 +4.076 +4.076 | 34.273 P3 +10.614 +6.538 | 34.222 P4 +17.363 +6.749 | 34.167 P5 +18.420 +1.057 | 34.152 P6 +18.813 +0.393 | 33.779 P8 +29.239 +1.753 | 35.355 P7 +27.486 +8.673 | 40.042 P9 +2l (~80.942) +51.703 |
| 12 | 32.733 P1 | 33.521 P2 +4.864 +4.864 | 34.042 P3 +11.923 +7.059 | 33.853 P4 +18.483 +6.560 | 34.318 P5 +20.005 +1.522 | 34.218 P6 +20.298 +0.293 | 34.184 P8 +30.690 +0.885 | 35.052 P7 +29.805 +9.507 | 36.888 P9 +2l (~85.658) +54.968 |
| 13 | 32.771 P1 | 33.372 P2 +5.465 +5.465 | 35.223 P3 +14.375 +8.910 | 34.169 P4 +19.881 +5.506 | 34.296 P5 +21.530 +1.649 | 34.440 P6 +21.967 +0.437 | 34.543 P8 +32.462 +0.490 | 34.938 P7 +31.972 +10.005 | 39.384 P9 +2l (~92.089) +59.627 |
| 14 | 32.723 P1 | 33.475 P2 +6.217 +6.217 | 34.258 P3 +15.910 +9.693 | 33.866 P4 +21.024 +5.114 | 34.593 P5 +23.400 +2.376 | 34.384 P6 +23.628 +0.228 | 34.908 P7 +1l (~34.801) +11.173 | 36.273 P8 +1l (~35.441) +0.640 | 36.196 P9 +2l (~95.623) +60.182 |
| 15 | 34.124 P1 | 33.514 P2 +5.607 +5.607 | 34.220 P3 +16.006 +10.399 | 34.152 P4 +21.052 +5.046 | 34.347 P5 +23.623 +2.571 | 34.574 P6 +24.078 +0.455 | 33.937 P7 +1l (~34.391) +10.313 | 35.367 P8 +1l (~36.766) +2.375 | 39.049 P9 +3l (~100.634) +63.868 |
| 16 | 32.945 P1 | 33.260 P2 +5.922 +5.922 | 33.919 P3 +16.980 +11.058 | 33.862 P4 +21.969 +4.989 | 34.362 P5 +25.040 +3.071 | 34.348 P6 +25.481 +0.441 | 35.422 P7 +1l (~37.167) +11.686 | 35.155 P8 +1l (~39.072) +1.905 | 37.207 P9 +3l (~104.744) +65.672 |
| 17 | 32.599 P1 | 33.350 P2 +6.673 +6.673 | 33.949 P3 +18.330 +11.657 | 34.011 P4 +23.381 +5.051 | 34.390 P5 +26.831 +3.450 | 34.338 P6 +27.220 +0.389 | 34.012 P7 +1l (~38.771) +11.551 | 35.886 P8 +1l (~42.230) +3.459 | 39.199 P9 +3l |
| 18 | 32.825 P1 | 33.895 P2 +7.743 +7.743 | 34.213 P3 +19.718 +11.975 | 33.836 P4 +24.392 +4.674 | 34.226 P5 +28.232 +3.840 | 34.291 P6 +28.686 +0.454 | 33.841 P7 +1l (~39.295) +10.609 | 35.051 P8 +1l (~44.270) +4.975 | |
| 19 | 32.921 P1 | 33.286 P2 +8.108 +8.108 | 33.905 P3 +20.702 +12.594 | 34.005 P4 +25.476 +4.774 | 34.283 P5 +29.594 +4.118 | 34.110 P6 +29.875 +0.281 | 35.405 P7 +1l | 35.800 P8 +1l | |
| 20 | 32.569 P1 | 33.868 P2 +9.407 +9.407 | 34.091 P3 +22.224 +12.817 | 33.554 P4 +26.461 +4.237 | |||||
| Gap | +9.407 | +22.224 | +26.461 | +29.594 | +29.875 | +1l (~39.295) | +1l (~44.270) | +3l (~104.744) | |
| Best | 32.569 | 33.260 | 33.905 | 33.554 | 34.167 | 34.110 | 33.779 | 34.756 | 36.196 |
| Avg | 33.118 | 33.657 | 34.216 | 34.354 | 34.643 | 34.671 | 35.241 | 35.474 | 39.112 |
| Dev | 0.488 | 0.344 | 0.332 | 0.525 | 0.479 | 0.622 | 3.092 | 0.421 | 1.536 |