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 | георгин | Дан | Mihey | Batto | Milana | Helga | Kudrin S | Anny | evgenjk |
| Kart | 5 | 12 | 11 | 7 | 6 | 9 | 4 | 10 | 8 |
| 1 | 31.302 P3 +14.738 +12.458 | 31.543 P4 +15.901 +1.163 | 32.417 P5 +16.357 +0.456 | 15.268 P1 | 15.302 P2 +2.280 +2.280 | 31.861 P7 +18.128 +0.556 | 32.554 P8 +19.145 +1.017 | 31.945 P6 +17.572 +1.215 | 32.153 P9 +19.557 +0.412 |
| 2 | 31.703 P5 +14.698 +10.506 | 31.136 P6 +15.294 +0.596 | 31.691 P7 +16.305 +1.011 | 31.743 P1 | 31.611 P3 +2.148 +0.998 | 14.765 P2 +1.150 +1.150 | 16.790 P4 +4.192 +2.044 | 32.155 P8 +17.984 +1.679 | 32.287 P9 +20.101 +2.117 |
| 3 | 31.160 P5 +14.095 +8.879 | 31.223 P6 +14.754 +0.659 | 31.302 P7 +15.844 +1.090 | 31.763 P1 | 31.897 P3 +2.282 +0.935 | 31.960 P2 +1.347 +1.347 | 32.787 P4 +5.216 +2.934 | 31.474 P8 +17.695 +1.851 | 31.902 P9 +20.240 +2.545 |
| 4 | 31.693 P5 +14.242 +8.363 | 31.454 P6 +14.662 +0.420 | 31.487 P7 +15.785 +1.123 | 31.546 P1 | 31.702 P3 +2.438 +0.970 | 31.667 P2 +1.468 +1.468 | 32.209 P4 +5.879 +3.441 | 31.986 P8 +18.135 +2.350 | 31.917 P9 +20.611 +2.476 |
| 5 | 31.696 P5 +14.493 +8.613 | 31.418 P6 +14.635 +0.142 | 31.506 P7 +15.846 +1.211 | 31.445 P1 | 31.221 P3 +2.214 +0.468 | 31.723 P2 +1.746 +1.746 | 31.446 P4 +5.880 +3.666 | 32.765 P8 +19.455 +3.609 | 31.621 P9 +20.787 +1.332 |
| 6 | 31.088 P5 +14.338 +8.227 | 31.369 P6 +14.761 +0.423 | 31.355 P7 +15.958 +1.197 | 31.243 P1 | 31.278 P3 +2.249 +0.220 | 31.526 P2 +2.029 +2.029 | 31.474 P4 +6.111 +3.862 | 32.055 P8 +20.267 +4.309 | 31.641 P9 +21.185 +0.918 |
| 7 | 31.064 P6 +16.005 +7.462 | 14.636 P1 | 31.299 P7 +17.860 +1.855 | 31.468 P2 +2.071 +2.071 | 31.491 P4 +4.343 +0.260 | 31.451 P3 +4.083 +2.012 | 31.829 P5 +8.543 +4.200 | 31.772 P8 +22.642 +4.782 | 31.518 P9 +23.306 +0.664 |
| 8 | 31.036 P7 +15.901 +7.086 | 31.140 P1 | 14.482 P2 +1.202 +1.202 | 31.417 P3 +2.348 +1.146 | 31.512 P5 +4.715 +0.630 | 31.142 P4 +4.085 +1.737 | 31.412 P6 +8.815 +4.100 | 32.178 P8 +23.680 +7.779 | 31.887 P9 +24.053 +0.373 |
| 9 | 31.006 P7 +15.642 +6.718 | 31.265 P1 | 31.265 P2 +1.202 +1.202 | 31.739 P3 +2.822 +1.620 | 31.401 P5 +4.851 +0.539 | 31.492 P4 +4.312 +1.490 | 31.374 P6 +8.924 +4.073 | 31.917 P8 +24.332 +8.690 | 31.960 P9 +24.748 +0.416 |
| 10 | 31.149 P7 +15.668 +6.194 | 31.123 P1 | 31.372 P2 +1.451 +1.451 | 31.182 P3 +2.881 +1.430 | 31.356 P5 +5.084 +0.643 | 31.252 P4 +4.441 +1.560 | 31.673 P6 +9.474 +4.390 | 33.499 P9 +26.708 +0.901 | 32.182 P8 +25.807 +10.139 |
| 11 | 30.797 P7 +15.311 +5.608 | 31.154 P1 | 31.350 P2 +1.647 +1.647 | 31.305 P3 +3.032 +1.385 | 31.206 P5 +5.136 +0.464 | 31.385 P4 +4.672 +1.640 | 31.383 P6 +9.703 +4.567 | 31.353 P9 +26.907 +0.697 | 31.557 P8 +26.210 +10.899 |
| 12 | 31.394 P7 +15.083 +5.444 | 31.622 P1 | 31.486 P2 +1.511 +1.511 | 31.149 P3 +2.559 +1.048 | 31.039 P5 +4.553 +0.206 | 31.297 P4 +4.347 +1.788 | 31.558 P6 +9.639 +5.086 | 31.708 P9 +1l (~27.271) +0.664 | 31.430 P8 +1l (~26.607) +11.524 |
| 13 | 31.311 P7 +30.387 +5.042 | 31.336 P3 +15.329 +11.829 | 14.496 P1 | 31.469 P4 +18.021 +2.692 | 31.887 P5 +20.433 +2.412 | 15.160 P2 +3.500 +3.500 | 31.713 P6 +25.345 +4.912 | 31.714 P9 +1l (~42.614) +1.175 | 31.516 P8 +1l (~41.439) +11.052 |
| 14 | 30.767 P7 +29.675 +3.812 | 31.168 P3 +15.018 +11.195 | 31.479 P1 | 31.286 P4 +17.828 +2.810 | 31.423 P5 +20.377 +2.549 | 31.802 P2 +3.823 +3.823 | 31.997 P6 +25.863 +5.486 | 31.661 P9 +1l (~42.707) +0.637 | 31.609 P8 +1l (~42.070) +12.395 |
| 15 | 30.976 P7 +29.269 +3.472 | 31.309 P3 +14.945 +10.935 | 31.382 P1 | 31.166 P4 +17.612 +2.667 | 31.369 P5 +20.364 +2.752 | 31.569 P2 +4.010 +4.010 | 31.316 P6 +25.797 +5.433 | 32.199 P9 +1l (~44.065) +2.012 | 31.237 P8 +1l (~42.053) +12.784 |
| 16 | 31.154 P7 +1l (~29.773) +3.654 | 31.219 P3 +15.092 +10.675 | 31.072 P1 | 31.445 P4 +17.985 +2.893 | 31.521 P5 +20.813 +2.828 | 31.479 P2 +4.417 +4.417 | 31.394 P6 +26.119 +5.306 | 31.506 P9 +1l (~44.889) +2.886 | 31.444 P8 +1l (~42.003) +12.230 |
| 17 | 31.787 P7 +31.593 +3.646 | 14.453 P1 | 31.200 P2 +1.655 +1.655 | 14.735 P3 +3.175 +1.520 | 31.395 P5 +22.663 +16.546 | 31.245 P4 +6.117 +2.942 | 31.373 P6 +27.947 +5.284 | 32.071 P9 +1l (~46.908) +2.887 | 31.445 P8 +1l (~44.021) +12.428 |
| 18 | 31.096 P8 +1l (~30.642) +3.212 | 31.902 P1 | 31.619 P2 +1.372 +1.372 | 31.497 P3 +2.770 +1.398 | 31.396 P5 +22.157 +16.322 | 31.620 P4 +5.835 +3.065 | 31.385 P7 +27.430 +0.578 | 32.800 P9 +1l (~47.517) +16.875 | 14.970 P6 +26.852 +4.695 |
| 19 | 31.991 P8 +1l (~31.673) +4.344 | 31.138 P1 | 31.483 P2 +1.717 +1.717 | 31.818 P3 +3.450 +1.733 | 31.172 P6 +22.191 +11.079 | 31.561 P4 +6.258 +2.808 | 14.820 P5 +11.112 +4.854 | 32.020 P9 +1l (~49.186) +17.513 | 31.615 P7 +27.329 +5.138 |
| 20 | 31.350 P8 +1l (~31.628) +4.081 | 31.319 P1 | 31.318 P2 +1.716 +1.716 | 31.492 P3 +3.623 +1.907 | 32.087 P6 +22.959 +11.375 | 32.309 P4 +7.248 +3.625 | 31.791 P5 +11.584 +4.336 | 31.946 P9 +1l (~49.377) +17.749 | 31.537 P7 +27.547 +4.588 |
| 21 | 15.038 P6 +15.787 +3.694 | 30.922 P1 | 30.737 P2 +1.531 +1.531 | 31.393 P3 +4.094 +2.563 | 31.770 P7 +23.807 +8.020 | 31.725 P4 +8.051 +3.957 | 31.431 P5 +12.093 +4.042 | 31.460 P9 +1l (~49.654) +13.069 | 39.800 P8 +1l (~36.585) +12.778 |
| 22 | 31.413 P6 +15.530 +3.570 | 31.670 P1 | 31.868 P2 +1.729 +1.729 | 31.568 P3 +3.992 +2.263 | 31.700 P8 +23.837 +3.521 | 31.598 P4 +7.979 +3.987 | 31.537 P5 +11.960 +3.981 | 31.634 P9 +1l (~49.277) +25.440 | 15.561 P7 +20.316 +4.786 |
| 23 | 31.404 P7 +15.653 +3.597 | 31.281 P1 | 31.442 P2 +1.890 +1.890 | 31.658 P3 +4.369 +2.479 | 14.756 P4 +7.312 +2.943 | 31.992 P5 +8.690 +1.378 | 31.377 P6 +12.056 +3.366 | 14.214 P9 +1l (~32.581) +11.484 | 32.062 P8 +21.097 +5.444 |
| 24 | 31.118 P7 +15.443 +3.251 | 31.328 P1 | 31.345 P2 +1.907 +1.907 | 31.214 P3 +4.255 +2.348 | 31.924 P4 +7.908 +3.653 | 31.837 P5 +9.199 +1.291 | 31.464 P6 +12.192 +2.993 | 31.661 P9 +1l (~32.175) +10.679 | 31.727 P8 +21.496 +6.053 |
| 25 | 31.260 P7 +15.458 +3.267 | 31.245 P1 | 31.538 P2 +2.200 +2.200 | 31.859 P3 +4.869 +2.669 | 31.809 P4 +8.472 +3.603 | 31.691 P5 +9.645 +1.173 | 31.244 P6 +12.191 +2.546 | 31.689 P9 +1l (~33.537) +11.352 | 31.934 P8 +22.185 +6.727 |
| 26 | 31.295 P7 +15.271 +3.343 | 31.482 P1 | 31.508 P2 +2.226 +2.226 | 31.289 P3 +4.676 +2.450 | 31.621 P4 +8.611 +3.935 | 31.324 P5 +9.487 +0.876 | 31.219 P6 +11.928 +2.441 | 33.147 P9 +1l (~35.141) +12.687 | 31.751 P8 +22.454 +7.183 |
| 27 | 31.433 P7 +15.441 +3.463 | 31.263 P1 | 32.095 P2 +3.058 +3.058 | 31.300 P3 +4.713 +1.655 | 31.452 P4 +8.800 +4.087 | 31.335 P5 +9.559 +0.759 | 31.313 P6 +11.978 +2.419 | 14.520 P8 +18.200 +2.759 | 31.274 P9 +22.465 +4.265 |
| 28 | 14.292 P1 | 31.179 P2 +1.446 +1.446 | 31.553 P3 +4.878 +3.432 | 31.456 P4 +6.436 +1.558 | 31.909 P5 +10.976 +4.540 | 31.560 P6 +11.386 +0.410 | 31.442 P7 +13.687 +2.301 | 32.255 P8 +20.722 +7.035 | 31.584 P9 +24.316 +3.594 |
| 29 | 31.169 P1 | 30.943 P2 +1.220 +1.220 | 31.572 P3 +5.281 +4.061 | 31.391 P4 +6.658 +1.377 | 31.494 P5 +11.301 +4.643 | 31.595 P6 +11.812 +0.511 | 31.431 P7 +13.949 +2.137 | 31.839 P8 +21.392 +7.443 | 31.781 P9 +24.928 +3.536 |
| Gap | +1.220 | +5.281 | +6.658 | +11.301 | +11.812 | +13.949 | +21.392 | +24.928 | |
| Best | 30.767 | 30.922 | 30.737 | 31.149 | 31.039 | 31.142 | 31.219 | 31.353 | 31.237 |
| Avg | 31.281 | 31.301 | 31.471 | 31.455 | 31.542 | 31.592 | 31.597 | 32.015 | 32.013 |
| Dev | 0.291 | 0.210 | 0.304 | 0.201 | 0.261 | 0.258 | 0.378 | 0.506 | 1.550 |