| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Панковец Роман | Kart 1 | Скоробогатый Валентин | Рогов Дмитрий | Мотозов Алексей | Шпак Александр | Комаров Григорий | Кейстер Владимир | Дмитриев Алексей | Боровков Руслан | Туранов Тарас | Головчук Генадий |
| Kart | 9 | 1 | 4 | 11 | 21 | 7 | 19 | 22 | 12 | 20 | 2 | 8 |
| 1 | 1:24.565 P2 | 1:29.077 P3 (~30.234) +30.234 | 1:23.895 P1 | 1:30.327 P4 (~30.234) +10.078 | 1:42.140 P1 (~30.360) +30.360 | 1:31.089 P7 (~60.515) +40.359 | 1:33.088 P3 (~20.156) +-10.078 | 1:42.140 P1 (~30.360) | 1:33.145 P1 (~30.360) | 1:48.097 P11 (~70.625) +10.110 | 1:46.788 P1 (~20.266) +-10.094 | 1:35.374 P4 (~20.156) +-10.078 |
| 2 | 1:16.197 P1 | 1:19.798 P3 (~30.282) +30.282 | 1:18.679 P2 | 1:25.871 P5 (~40.407) +20.219 | 1:26.334 P3 (~50.531) +20.249 | 1:26.554 P8 (~70.719) +50.469 | 1:25.794 P3 (~20.188) +-30.343 | 1:30.655 P6 (~20.250) +-20.157 | 1:33.591 P9 (~20.250) +-50.469 | 1:45.075 P12 (~90.907) +50.500 | 1:34.863 P10 (~10.140) +-10.110 | 1:39.341 P11 (~40.407) +30.267 |
| 3 | 1:17.283 P1 | 1:30.944 P3 (~50.547) +40.469 | 1:21.315 P2 (~10.078) +10.078 | 1:24.150 P4 (~50.547) | 1:24.984 P4 (~30.312) +-20.235 | 1:24.291 P7 (~80.844) +40.422 | 1:26.344 P6 (~40.422) +30.313 | 1:24.439 P4 (~10.109) +-20.203 | 1:29.179 P9 | 1:37.831 P12 (~121.250) +60.594 | 1:29.958 P10 (~10.078) +10.078 | 1:36.580 P11 (~60.656) +50.578 |
| 4 | 1:16.203 P1 | 1:20.112 P3 (~50.484) +50.484 | 1:16.486 P2 | 1:20.141 P4 (~50.484) | 1:24.262 P5 (~30.297) +20.203 | 1:21.345 P6 (~80.812) +50.515 | 1:22.780 P4 (~40.406) +-10.078 | 1:23.472 P4 (~10.094) +-30.312 | 1:28.154 P9 (~10.109) +-70.703 | 1:35.410 P12 (~131.297) +60.594 | 1:27.338 P9 (~20.203) +10.094 | 1:30.448 P11 (~70.703) +50.500 |
| 5 | 1:15.897 P1 | 1:19.674 P3 (~60.594) +50.485 | 1:16.028 P2 (~10.109) +10.109 | 1:20.185 P5 (~60.594) +40.375 | 1:20.083 P4 (~20.219) +-40.375 | 1:24.125 P7 (~90.891) +30.297 | 1:21.356 P7 (~50.500) +-40.391 | 1:23.325 P7 (~10.109) +-40.391 | 1:24.256 P9 (~20.203) +10.094 | 1:32.589 P12 (~161.625) +50.547 | 1:26.225 P10 (~30.328) +10.125 | 1:50.957 P11 (~111.078) +80.750 |
| 6 | 1:19.033 P1 | 1:18.729 P3 (~60.625) +60.625 | 1:16.454 P2 | 1:18.880 P4 (~60.625) +60.625 | 1:37.464 P4 | 1:20.174 P7 (~90.938) +90.938 | 1:21.527 P8 (~50.516) +-40.422 | 1:19.496 P3 | 1:22.514 P9 (~20.188) +-30.328 | 1:29.033 P11 (~161.594) +121.188 | 1:24.667 P10 (~40.406) +20.218 | 1:45.223 P11 (~141.422) +-20.172 |
| 7 | 1:15.530 P1 | 1:15.866 P2 (~50.469) +50.469 | 1:16.681 P2 | 1:17.869 P4 (~60.578) +60.578 | 1:18.778 P4 | 1:19.598 P7 (~90.859) +90.859 | 1:23.155 P8 (~50.469) +-40.390 | 1:20.545 P6 | 1:21.665 P9 (~30.297) +-20.172 | 1:30.590 P11 (~171.641) +131.250 | 1:24.446 P10 (~40.391) +10.094 | 2:00.305 P12 (~181.734) +10.093 |
| 8 | 1:13.520 P1 | 1:22.090 P2 (~70.656) +70.656 | 1:16.247 P3 (~10.078) +-60.578 | 2:43.834 P6 (~151.469) +50.500 | 1:17.332 P4 | 1:17.381 P5 (~100.969) +100.969 | 1:40.561 P8 (~80.781) +70.703 | 1:21.143 P6 (~10.078) +-141.391 | 1:21.548 P9 (~40.359) +-40.422 | 1:28.808 P11 (~191.859) +131.297 | 1:29.701 P10 (~60.562) +20.203 | 2:26.190 P12 (~252.449) +60.590 |
| 9 | 1:15.409 P1 | 1:15.834 P2 (~70.703) +70.703 | 1:16.999 P3 (~10.125) +-60.578 | 1:18.512 P6 (~161.578) +50.469 | 1:24.743 P4 (~20.203) +10.078 | 1:20.544 P5 (~111.109) +90.906 | 1:42.997 P8 (~121.203) +101.000 | 1:20.485 P6 (~20.203) +-141.375 | 1:27.799 P9 (~50.500) +-70.703 | 1:26.710 P11 (~212.137) +50.559 | 2:47.588 P10 (~161.578) +111.078 | 1:25.663 P11 (~262.621) +50.484 |
| 10 | 1:18.334 P1 | 1:16.427 P2 (~70.671) +70.671 | 1:16.558 P3 (~10.093) +-60.578 | 1:16.243 P5 (~151.496) +121.200 | 1:37.653 P4 (~30.296) +20.203 | 1:18.387 P5 (~100.980) +-50.516 | 1:17.478 P6 (~111.105) +10.125 | 1:19.492 P7 (~20.187) +-90.918 | 1:26.428 P9 (~60.562) +40.375 | 1:24.358 P10 (~212.105) +151.543 | 1:25.059 P10 (~161.605) +-50.500 | 2:14.229 P12 (~323.199) +161.594 |
| 11 | 1:15.386 P1 | 1:14.746 P2 (~60.653) +60.653 | 1:17.364 P3 | 1:17.287 P5 (~151.543) +151.543 | 1:15.532 P2 (~30.340) +-30.313 | 1:21.393 P6 (~111.137) +-40.406 | 1:17.695 P7 (~111.137) | 1:18.735 P7 (~20.215) +-90.922 | 1:26.093 P9 (~60.653) +40.438 | 1:25.587 P10 (~222.247) +161.594 | 1:34.108 P11 (~171.747) +-50.500 | 2:20.910 P12 (~383.762) +212.015 |
| 12 | 1:12.381 P1 | 1:13.340 P2 (~60.609) +60.609 | 1:15.318 P3 (~10.109) +-50.500 | 1:15.523 P4 (~151.516) +141.407 | 1:17.815 P4 (~40.406) +-111.110 | 1:19.719 P6 (~111.125) +70.719 | 1:18.353 P7 (~121.203) +10.078 | 1:24.820 P8 (~30.312) +-90.891 | 1:19.578 P9 (~70.703) +40.391 | 1:33.404 P10 (~242.344) +171.641 | 1:31.654 P11 (~191.859) +-50.485 | |
| 13 | 1:14.979 P1 | 1:13.343 P2 (~70.703) +70.703 | 1:14.695 P3 (~10.109) +-60.594 | 1:21.825 P4 (~165.359) +155.250 | 1:18.708 P4 (~40.422) +-124.937 | 1:18.220 P6 (~121.156) +80.734 | 1:22.288 P7 (~131.250) +10.094 | 1:37.957 P8 (~60.594) +-70.656 | 1:20.120 P9 (~80.813) +20.219 | 1:56.165 P11 (~242.328) +161.515 | ||
| 14 | 1:13.823 P1 | 1:14.232 P2 (~70.641) +70.641 | 1:14.032 P3 (~20.219) +-50.422 | 1:17.700 P5 (~50.453) +30.234 | 1:28.891 P6 (~141.360) +90.907 | 1:38.757 P7 (~161.500) +20.140 | 1:20.096 P8 (~70.641) +-90.859 | 1:33.426 P9 (~111.047) +40.406 | ||||
| 15 | 1:20.934 P1 | 1:29.346 P2 (~80.750) +80.750 | 1:24.013 P3 (~20.188) +-60.562 | 1:29.238 P5 (~60.610) +40.422 | 1:40.803 P8 (~90.875) +30.265 | |||||||
| Best | 1:12.381 | 1:13.340 | 1:14.032 | 1:15.523 | 1:15.532 | 1:17.381 | 1:17.478 | 1:18.735 | 1:19.578 | 1:24.358 | 1:24.446 | 1:25.663 |
| Avg | 1:16.631 | 1:19.570 | 1:17.650 | 1:26.972 | 1:24.851 | 1:22.265 | 1:26.583 | 1:25.840 | 1:26.249 | 1:33.124 | 1:38.350 | 1:51.383 |
| Dev | 2.990 | 5.713 | 2.958 | 22.545 | 8.104 | 4.014 | 8.380 | 7.820 | 4.711 | 7.138 | 21.888 | 20.098 |