| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Дубинин | ZKA24 | Евмененко | Оверченко | GoldMaster04 | Куксенко | Большаков | саша | georgin | Samoshkin |
| Kart | 16 | 4 | 24 | 19 | 2 | 11 | 23 | 18 | 10 | 13 |
| 1 | 52.727 P2 +0.373 +0.373 | 52.099 P4 +1.044 +0.483 | 52.085 P8 +3.027 +0.453 | 52.318 P6 +2.098 +0.531 | 52.245 P3 +0.561 +0.188 | 52.706 P9 +3.332 +0.305 | 52.371 P7 +2.574 +0.476 | 53.277 P1 | 52.312 P10 +3.566 +0.234 | 52.044 P5 +1.567 +0.523 |
| 2 | 50.412 P2 +0.279 +0.279 | 50.573 P4 +1.111 +0.563 | 50.615 P8 +3.136 +0.265 | 50.511 P6 +2.103 +0.760 | 50.493 P3 +0.548 +0.269 | 50.612 P9 +3.438 +0.302 | 50.803 P7 +2.871 +0.768 | 50.506 P1 | 51.080 P10 +4.140 +0.702 | 50.282 P5 +1.343 +0.232 |
| 3 | 50.314 P2 +0.330 +0.330 | 50.350 P4 +1.198 +0.427 | 50.768 P8 +3.641 +0.269 | 50.480 P6 +2.320 +0.943 | 50.486 P3 +0.771 +0.441 | 50.662 P9 +3.837 +0.196 | 50.764 P7 +3.372 +1.052 | 50.263 P1 | 50.891 P10 +4.768 +0.931 | 50.297 P5 +1.377 +0.179 |
| 4 | 50.082 P2 +0.216 +0.216 | 50.099 P4 +1.101 +0.358 | 50.667 P8 +4.112 +0.375 | 50.445 P6 +2.569 +1.290 | 50.168 P3 +0.743 +0.527 | 50.629 P9 +4.270 +0.158 | 50.561 P7 +3.737 +1.168 | 50.196 P1 | 50.527 P10 +5.099 +0.829 | 50.098 P5 +1.279 +0.178 |
| 5 | 50.163 P2 +0.164 +0.164 | 50.110 P4 +0.996 +0.518 | 50.209 P8 +4.106 +0.384 | 50.396 P6 +2.750 +1.561 | 49.950 P3 +0.478 +0.314 | 50.363 P9 +4.418 +0.312 | 50.200 P7 +3.722 +0.972 | 50.215 P1 | 50.767 P10 +5.651 +1.233 | 50.125 P5 +1.189 +0.193 |
| 6 | 50.397 P1 | 50.256 P4 +0.691 +0.120 | 50.270 P8 +3.815 +0.481 | 50.294 P6 +2.483 +1.598 | 50.654 P3 +0.571 +0.282 | 50.246 P9 +4.103 +0.288 | 50.173 P7 +3.334 +0.851 | 50.850 P2 +0.289 +0.289 | 1:18.578 6l P10 +33.668 +29.565 | 50.257 P5 +0.885 +0.194 |
| 7 | 50.282 P1 | 50.707 P4 +1.116 +0.612 | 50.705 P8 +4.238 +0.159 | 50.302 P6 +2.503 +1.225 | 50.215 P3 +0.504 +0.289 | 50.258 P7 +4.079 +1.576 | 1:17.181 7l P9 +30.233 +25.995 | 50.208 P2 +0.215 +0.215 | 53.022 P10 +36.408 +6.175 | 50.675 P5 +1.278 +0.162 |
| 8 | 50.211 P1 | 50.248 P4 +1.153 +0.604 | 50.407 P7 +4.434 +0.383 | 1:17.581 8l P8 +29.873 +25.439 | 50.256 P3 +0.549 +0.346 | 50.183 P6 +4.051 +2.729 | 53.117 P9 +33.139 +3.266 | 50.199 P2 +0.203 +0.203 | 51.344 P10 +37.541 +4.402 | 50.255 P5 +1.322 +0.169 |
| 9 | 49.971 P1 | 50.118 P4 +1.300 +0.519 | 1:17.702 9l P7 +32.165 +27.968 | 52.431 P8 +32.333 +0.168 | 50.203 P3 +0.781 +0.530 | 50.117 P6 +4.197 +2.727 | 51.175 P9 +34.343 +2.010 | 50.019 P2 +0.251 +0.251 | 51.005 P10 +38.575 +4.232 | 50.119 P5 +1.470 +0.170 |
| 10 | 50.006 P1 | 50.460 P4 +1.754 +1.025 | 52.502 P8 +34.661 +1.483 | 50.851 P7 +33.178 +28.962 | 49.954 P3 +0.729 +0.432 | 50.025 P6 +4.216 +2.144 | 50.675 P9 +35.012 +0.351 | 50.052 P2 +0.297 +0.297 | 50.746 P10 +39.315 +4.303 | 50.608 P5 +2.072 +0.318 |
| 11 | 49.924 P1 | 50.114 P4 +1.944 +1.073 | 50.588 P8 +35.325 +1.460 | 50.611 P7 +33.865 +29.693 | 50.066 P3 +0.871 +0.568 | 49.880 P6 +4.172 +1.918 | 50.824 P9 +35.912 +0.587 | 49.930 P2 +0.303 +0.303 | 50.833 P10 +40.224 +4.312 | 50.106 P5 +2.254 +0.310 |
| 12 | 49.999 P1 | 50.127 P4 +2.072 +1.202 | 50.505 P8 +35.831 +1.351 | 50.614 P7 +34.480 +30.299 | 49.998 P3 +0.870 +0.645 | 50.008 P6 +4.181 +1.959 | 50.699 P9 +36.612 +0.781 | 49.921 P2 +0.225 +0.225 | 50.881 P10 +41.106 +4.494 | 49.967 P5 +2.222 +0.150 |
| 13 | 50.190 P1 | 50.146 P4 +2.028 +1.312 | 50.558 P8 +36.199 +1.349 | 50.560 P7 +34.850 +30.724 | 50.036 P3 +0.716 +0.511 | 50.135 P6 +4.126 +1.902 | 50.772 P9 +37.194 +0.995 | 50.170 P2 +0.205 +0.205 | 50.725 P10 +41.641 +4.447 | 50.192 P5 +2.224 +0.196 |
| 14 | 49.963 P1 | 50.175 P4 +2.240 +1.625 | 50.514 P8 +36.750 +1.185 | 50.678 P7 +35.565 +31.185 | 49.862 P3 +0.615 +0.292 | 50.217 P6 +4.380 +1.985 | 50.818 P9 +38.049 +1.299 | 50.081 P2 +0.323 +0.323 | 50.809 P10 +42.487 +4.438 | 50.134 P5 +2.395 +0.155 |
| 15 | 50.000 P1 | 50.027 P4 +2.267 +1.604 | 50.430 P8 +37.180 +0.954 | 50.661 P7 +36.226 +31.831 | 50.048 P3 +0.663 +0.273 | 50.015 P6 +4.395 +1.821 | 50.641 P9 +38.690 +1.510 | 50.067 P2 +0.390 +0.390 | 50.532 P10 +43.019 +4.329 | 50.179 P5 +2.574 +0.307 |
| 16 | 49.964 P1 | 50.201 P4 +2.504 +1.703 | 50.451 P8 +37.667 +0.827 | 50.578 P7 +36.840 +32.454 | 50.102 P3 +0.801 +0.307 | 49.955 P6 +4.386 +1.689 | 50.639 P9 +39.365 +1.698 | 50.068 P2 +0.494 +0.494 | 50.656 P10 +43.711 +4.346 | 50.087 P5 +2.697 +0.193 |
| 17 | 50.086 P1 | 50.136 P3 +2.554 +1.901 | 50.392 P8 +37.973 +0.634 | 50.585 P7 +37.339 +10.146 | 49.938 P2 +0.653 +0.653 | 50.039 P5 +4.339 +1.457 | 50.665 P9 +39.944 +1.971 | 1:16.785 17l P6 +27.193 +22.854 | 50.638 P10 +44.263 +4.319 | 50.271 P4 +2.882 +0.328 |
| 18 | 1:17.268 18l P5 +26.553 +22.935 | 50.216 P2 +2.055 +2.055 | 1:17.503 9l P10 +1l (~64.884) +20.543 | 50.610 P7 +37.234 +7.384 | 50.062 P1 | 49.994 P4 +3.618 +1.331 | 50.682 P8 +39.911 +2.677 | 53.372 P6 +29.850 +3.297 | 50.793 P9 +44.341 +4.430 | 50.120 P3 +2.287 +0.232 |
| 19 | 52.989 P5 +29.250 +19.781 | 50.234 P2 +1.997 +1.997 | 51.620 P10 +1l (~66.108) +1.484 | 1:17.655 11l P9 +1l (~64.624) +20.104 | 50.292 P1 | 50.077 P3 +3.403 +1.406 | 50.450 P7 +40.069 +9.365 | 51.146 P6 +30.704 +1.454 | 50.471 P8 +44.520 +4.451 | 57.474 P4 +9.469 +6.066 |
| 20 | 50.996 P5 +29.868 +20.209 | 50.298 P2 +1.917 +1.917 | 50.825 P9 +1l (~66.471) +21.716 | 52.748 P10 +1l (~66.930) +0.459 | 50.378 P1 | 50.041 P3 +3.066 +1.149 | 50.617 P7 +40.308 +9.071 | 50.911 P6 +31.237 +1.369 | 50.613 P8 +44.755 +4.447 | 50.568 P4 +9.659 +6.593 |
| 21 | 50.668 P5 +28.345 +3.094 | 50.274 P1 | 50.293 P9 +1l (~64.636) +21.516 | 50.266 P10 +1l (~64.912) +0.276 | 1:17.442 21l P4 +25.251 +17.126 | 50.254 P2 +1.129 +1.129 | 50.847 P7 +38.964 +8.861 | 51.057 P6 +30.103 +1.758 | 50.556 P8 +43.120 +4.156 | 50.657 P3 +8.125 +6.996 |
| 22 | 50.466 P5 +27.743 +0.567 | 1:17.609 22l P3 +26.541 +19.181 | 50.336 P8 +1l (~63.844) +21.125 | 50.166 P9 +1l (~64.022) +0.178 | 52.993 P4 +27.176 +0.635 | 49.939 P1 | 1:17.816 15l P10 +1l (~65.712) +1.690 | 50.751 P6 +29.786 +2.043 | 50.667 P7 +42.719 +12.933 | 50.303 P2 +7.360 +7.360 |
| 23 | 50.548 P4 +28.124 +0.152 | 52.228 P5 +28.602 +0.478 | 50.161 P8 +1l (~63.850) +20.515 | 50.333 P9 +1l (~64.230) +0.380 | 50.963 P3 +27.972 +20.255 | 50.167 P1 | 51.280 P10 +1l (~66.663) +2.433 | 50.611 P6 +30.230 +1.628 | 50.783 P7 +43.335 +13.105 | 50.524 P2 +7.717 +7.717 |
| 24 | 50.951 P4 +20.943 +0.189 | 50.686 P5 +21.156 +0.213 | 50.161 P8 +55.929 +6.224 | 50.203 P9 +56.377 +0.448 | 50.914 P3 +20.754 +1.374 | 1:17.512 24l P2 +19.380 +19.380 | 50.376 P10 +59.069 +2.692 | 1:17.607 7l P7 +49.705 +13.868 | 50.634 P6 +35.837 +14.681 | 50.415 P1 |
| 25 | 50.540 P1 | 51.017 P3 +0.690 +0.395 | 50.219 P7 +34.665 +3.653 | 50.070 P8 +34.964 +0.299 | 51.024 P2 +0.295 +0.295 | 53.366 P4 +1.263 +0.573 | 51.289 P9 +38.875 +3.911 | 52.790 P6 +31.012 +23.473 | 1:18.149 19l P10 +42.503 +3.628 | 1:19.022 25l P5 +7.539 +6.276 |
| 26 | 50.586 P1 | 50.599 P3 +0.703 +0.135 | 50.282 P7 +34.361 +2.771 | 50.204 P8 +34.582 +0.221 | 50.859 P2 +0.568 +0.568 | 50.698 P4 +1.375 +0.672 | 50.163 P9 +38.452 +3.870 | 51.164 P6 +31.590 +23.060 | 52.450 P10 +44.367 +5.915 | 51.577 P5 +8.530 +7.155 |
| 27 | 1:17.414 9l P5 +26.094 +18.503 | 50.617 P1 | 50.173 P7 +33.214 +1.964 | 50.116 P8 +33.378 +0.164 | 51.338 P2 +0.586 +0.586 | 50.727 P3 +0.782 +0.196 | 50.252 P9 +37.384 +4.006 | 50.980 P6 +31.250 +5.156 | 51.141 P10 +44.188 +6.804 | 50.381 P4 +7.591 +6.809 |
| 28 | 51.636 P4 +26.713 +19.795 | 1:17.762 6l P5 +26.745 +0.032 | 50.152 P7 +32.349 +0.982 | 50.209 P8 +32.570 +0.221 | 50.431 P1 | 50.614 P2 +0.379 +0.379 | 50.081 P9 +36.448 +3.878 | 51.134 P6 +31.367 +4.622 | 50.669 P10 +43.840 +7.392 | 50.344 P3 +6.918 +6.539 |
| 29 | 50.107 P3 +25.249 +19.462 | 52.445 P5 +27.619 +1.612 | 50.341 P7 +31.119 +0.098 | 50.393 P8 +31.392 +0.273 | 1:17.578 8l P4 +26.007 +0.758 | 51.192 P1 | 50.054 P9 +34.931 +3.539 | 51.225 P6 +31.021 +3.402 | 50.777 P10 +43.046 +8.115 | 50.440 P2 +5.787 +5.787 |
| 30 | 49.947 P3 +24.739 +19.185 | 50.761 P5 +27.923 +0.119 | 50.319 P6 +30.981 +3.058 | 50.660 P7 +31.595 +0.614 | 52.254 P4 +27.804 +3.065 | 50.457 P1 | 50.197 P9 +34.671 +2.647 | 51.460 P8 +32.024 +0.429 | 50.563 P10 +43.152 +8.481 | 50.224 P2 +5.554 +5.554 |
| 31 | 49.914 P2 +18.745 +18.745 | 51.121 P4 +23.136 +1.623 | 50.166 P6 +25.239 +1.792 | 50.119 P7 +25.806 +0.567 | 51.551 P5 +23.447 +0.311 | 1:17.421 7l P3 +21.513 +2.768 | 50.151 P9 +28.914 +1.948 | 50.850 P8 +26.966 +1.160 | 50.973 P10 +38.217 +9.303 | 50.354 P1 |
| 32 | 50.011 P1 | 50.966 P2 +5.346 +5.346 | 50.295 P5 +6.778 +0.771 | 50.060 P6 +7.110 +0.332 | 51.316 P4 +6.007 +0.415 | 52.835 P3 +5.592 +0.246 | 49.885 P9 +10.043 +0.872 | 50.961 P8 +9.171 +0.494 | 50.766 P10 +20.227 +10.184 | 1:17.433 7l P7 +8.677 +1.567 |
| 33 | 49.733 P1 | 50.712 P2 +6.325 +6.325 | 50.461 P4 +7.506 +0.124 | 50.255 P6 +7.632 +0.115 | 51.243 P5 +7.517 +0.011 | 51.523 P3 +7.382 +1.057 | 50.645 P8 +10.955 +0.255 | 51.262 P7 +10.700 +3.068 | 50.845 P10 +21.339 +0.909 | 1:01.486 P9 +20.430 +9.475 |
| 34 | 49.984 P1 | 50.638 P2 +6.979 +6.979 | 50.633 P3 +8.155 +1.176 | 50.855 P4 +8.503 +0.348 | 51.399 P5 +8.932 +0.429 | 52.021 P6 +9.419 +0.487 | 50.805 P7 +11.776 +2.357 | 51.341 P8 +12.057 +0.281 | 50.646 P10 +22.001 +0.192 | 51.363 P9 +21.809 +9.752 |
| 35 | 49.992 P1 | 50.693 P2 +7.680 +7.680 | 50.211 P3 +8.374 +0.694 | 50.010 P4 +8.521 +0.147 | 50.495 P5 +9.435 +0.914 | 50.830 P6 +10.257 +0.822 | 50.340 P7 +12.124 +1.867 | 50.548 P8 +12.613 +0.489 | 51.431 P9 +23.440 +10.827 | 51.972 P10 +23.789 +0.349 |
| 36 | 50.012 9l P1 | 50.761 8l P2 +8.429 +8.429 | 51.643 18l P3 +10.005 +1.576 | 52.088 17l P4 +10.597 +0.592 | 51.343 7l P5 +10.766 +0.169 | 50.957 5l P6 +11.202 +0.436 | 50.066 14l P7 +12.178 +0.976 | 51.018 12l P8 +13.619 +1.441 | 50.630 11l P9 +24.058 +10.439 | 50.608 4l P10 +24.385 +0.327 |
| Gap | +8.429 | +10.005 | +10.597 | +10.766 | +11.202 | +12.178 | +13.619 | +24.058 | +24.385 | |
| Best | 49.733 | 50.027 | 50.152 | 50.010 | 49.862 | 49.880 | 49.885 | 49.921 | 50.471 | 49.967 |
| Avg | 51.901 | 52.099 | 52.087 | 52.136 | 52.181 | 52.129 | 52.168 | 52.305 | 52.469 | 52.526 |
| Dev | 6.210 | 6.232 | 6.211 | 6.216 | 6.187 | 6.202 | 6.174 | 6.095 | 6.304 | 6.601 |
| S1 kart | 16 | 4 | 24 | 19 | 2 | 11 | 23 | 18 | 10 | 13 |
| S1 laps | 18 | 22 | 9 | 8 | 21 | 24 | 7 | 17 | 6 | 25 |
| S1 best | 49.924 | 50.027 | 50.209 | 50.294 | 49.862 | 49.880 | 50.173 | 49.921 | 50.527 | 49.967 |
| S1 avg | 50.275 | 50.331 | 50.715 | 50.678 | 50.270 | 50.283 | 50.812 | 50.376 | 51.115 | 50.656 |
| S1 dev | 0.631 | 0.427 | 0.552 | 0.674 | 0.497 | 0.559 | 0.739 | 0.780 | 0.625 | 1.477 |
| S2 kart | 24 | 10 | 23 | 10 | 23 | 4 | 26 | 19 | 20 | 11 |
| S2 laps | 9 | 6 | 9 | 11 | 8 | 7 | 15 | 7 | 19 | 7 |
| S2 best | 50.466 | 50.599 | 50.392 | 50.560 | 50.431 | 50.457 | 50.450 | 50.611 | 50.471 | 50.224 |
| S2 avg | 50.968 | 51.029 | 50.742 | 50.817 | 51.217 | 51.175 | 50.901 | 51.308 | 50.872 | 50.553 |
| S2 dev | 0.785 | 0.618 | 0.668 | 0.543 | 0.766 | 1.005 | 0.634 | 0.940 | 0.556 | 0.462 |
| S3 kart | 13 | 20 | 18 | 16 | 24 | 10 | 2 | 26 | 19 | 23 |
| S3 laps | 9 | 8 | 18 | 17 | 7 | 5 | 14 | 12 | 11 | 4 |
| S3 best | 49.733 | 50.638 | 50.152 | 50.010 | 50.495 | 50.830 | 49.885 | 50.548 | 50.563 | 50.608 |
| S3 avg | 50.148 | 51.012 | 50.460 | 50.515 | 51.371 | 51.633 | 50.398 | 51.227 | 50.990 | 53.857 |
| S3 dev | 0.535 | 0.562 | 0.448 | 0.734 | 0.478 | 0.736 | 0.429 | 0.525 | 0.522 | 4.431 |