| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Gladiators RT | IDDT | Saint Leningrad Orcs | Griphunters and Anchors | 91 | Уральский мастер | Автофизкультурники Доктора Бубновского | NRG JUNIOR | NRG Team | Black Harbor | Marshall Racing | Real Russian Rally | NoName Racing | Fake FK | DVS Motorsport | BMWorc Motorsport |
| Kart | 2 | 1 | 7 | 13 | 6 | 10 | 4 | 12 | 15 | 16 | 11 | 14 | 9 | 5 | 8 | 3 |
| 1 | 1:11.335 P1 | 1:11.335 P2 (~10.094) | 1:10.162 P5 (~10.094) | 1:09.887 P6 (~10.094) | 1:13.417 P1 (~10.094) +10.094 | 1:10.691 P3 (~10.094) | ||||||||||
| 2 | 1:11.938 P3 (~10.109) +10.109 | 1:13.417 P1 | 1:11.938 P3 | 1:09.887 P6 | 1:11.635 P8 | 1:11.335 P2 | 1:10.162 P5 | |||||||||
| 3 | 1:10.691 P4 (~10.094) +10.094 | 1:11.335 P2 | 1:10.691 P4 | 1:11.635 P7 | 1:13.988 P10 | 1:11.938 P3 | 1:09.887 P6 | 1:13.417 P1 | 1:13.417 P1 (~10.109) +10.109 | |||||||
| 4 | 1:10.162 P5 (~10.109) +10.109 | 1:11.938 P3 | 1:10.162 P5 | 1:13.988 P8 | 1:08.675 P10 | 1:10.691 P4 | 1:11.635 P7 | 1:11.335 P2 | 1:11.335 P2 (~10.094) +10.094 | |||||||
| 5 | 1:13.417 P1 | 1:09.887 P6 (~10.094) +10.094 | 1:13.417 P1 (~10.094) +10.094 | 1:10.691 P4 | 1:09.887 P6 | 1:08.675 P10 | 1:26.256 P15 | 1:10.162 P5 | 1:13.988 P8 | 1:11.938 P3 | 1:13.417 P1 (~20.187) +10.093 | 1:11.938 P3 (~10.094) +10.094 | ||||
| 6 | 1:11.335 P2 (~10.093) +10.093 | 1:11.635 P7 (~20.187) +10.094 | 1:11.335 P2 | 1:10.162 P5 (~10.093) +10.093 | 1:11.635 P7 (~10.093) +-10.094 | 1:26.256 P10 (~10.093) | 1:10.931 P13 (~10.093) | 1:09.887 P6 (~10.093) | 1:08.675 P9 (~10.093) | 1:10.691 P4 (~10.093) +10.093 | 1:10.823 P1 | 1:10.691 P4 | ||||
| 7 | 1:11.938 P3 | 1:13.988 P8 (~10.093) +-10.126 | 1:11.938 P3 | 1:09.887 P6 | 1:13.988 P8 | 1:10.931 P13 | 1:12.904 P15 | 1:11.635 P7 | 1:26.256 P10 | 1:10.162 P5 | 1:11.173 P7 (~20.219) +20.219 | 1:10.162 P5 | ||||
| 8 | 1:10.691 P4 (~10.125) | 1:08.675 P9 (~10.125) | 1:11.173 P6 | 1:11.635 P7 (~10.125) | 1:13.417 P2 (~10.125) +10.125 | 1:08.675 P9 (~10.125) | 1:12.904 P12 (~10.125) | 1:09.983 P13 (~10.125) | 1:13.988 P8 (~10.125) +-10.078 | 1:10.931 P11 (~10.125) | 1:09.887 P6 (~10.125) +10.125 | 1:10.334 P7 (~20.203) +10.078 | 1:10.211 P1 | 1:10.720 P5 (~10.094) +-0.031 | ||
| 9 | 1:10.334 P1 | 1:26.256 P10 (~10.125) +0.031 | 1:10.334 P4 (~10.094) | 1:11.295 P8 (~10.094) +-10.109 | 1:10.720 P2 | 1:08.612 P1 | 1:09.983 P13 (~10.094) | 1:12.077 P14 (~10.094) | 1:08.612 P1 (~10.094) +10.094 | 1:12.904 P12 (~10.094) +-10.109 | 1:09.293 P1 | 1:10.211 P6 (~20.203) +10.109 | 1:09.293 P2 (~10.094) +10.094 | 1:10.823 P10 (~20.203) +10.078 | ||
| 10 | 1:10.211 P3 | 1:10.931 P11 | 1:10.211 P6 (~10.109) +10.109 | 1:13.988 P9 | 1:10.823 P6 | 1:26.256 P10 | 1:10.952 P9 | 1:08.741 P3 | 1:26.256 P15 (~10.109) | 1:08.479 P1 | 1:11.295 P8 | 1:09.311 P7 (~50.547) +50.547 | 1:11.295 P13 (~10.109) | 1:11.173 P12 (~10.109) +10.109 | ||
| 11 | 1:09.293 P4 | 1:10.542 P5 (~10.109) +10.109 | 1:09.293 P4 | 1:08.612 P2 | 1:11.173 P12 | 1:10.542 P8 | 1:08.741 P3 | 1:09.630 P5 | 1:09.840 P6 | 1:10.952 P11 | 1:14.162 P14 | 1:08.650 P7 (~111.188) +111.188 | 1:10.498 P13 (~60.657) +10.110 | 1:10.277 P12 (~50.547) +50.547 | ||
| 12 | 1:11.588 P16 | 1:08.479 P1 | 1:08.770 P6 (~40.438) +-20.219 | 1:07.226 P1 (~50.547) +50.547 | 1:10.334 P7 | 1:08.985 P7 (~60.657) +60.657 | 1:07.864 P3 (~60.657) +10.110 | 1:08.164 P4 (~60.657) | 1:09.281 P10 (~70.766) +-50.531 | 1:08.933 P7 (~60.657) | 1:10.894 P16 (~60.657) +60.657 | 1:08.406 P12 (~181.938) +111.172 | 1:08.361 P8 (~121.297) +10.109 | 1:08.244 P7 (~111.188) +50.531 | ||
| 13 | 1:08.310 P1 | 1:07.726 P2 (~30.328) +-60.640 | 1:07.140 P1 (~80.859) +80.859 | 1:06.769 P1 (~90.968) +10.109 | 1:09.620 P7 (~10.109) +-90.984 | 1:07.615 P5 (~101.093) | 1:07.123 P2 (~101.093) +70.765 | 1:07.402 P4 (~101.093) | 1:08.393 P11 (~111.203) +-50.500 | 1:08.132 P7 (~101.093) +90.984 | 1:11.199 P16 (~111.203) | 1:07.716 P7 (~222.332) +121.239 | 1:08.032 P8 (~161.703) +-60.629 | 1:11.960 P9 (~161.703) | ||
| 14 | 1:10.720 P9 (~181.938) +171.844 | 1:07.562 P2 (~90.969) +90.969 | 1:04.826 P4 (~60.641) +60.641 | 1:06.605 P1 | 1:06.630 P2 | 1:09.101 P12 (~70.750) +40.453 | 1:08.193 P6 (~10.094) +-10.078 | 1:07.438 P4 (~10.094) +-50.547 | 1:08.267 P5 (~20.172) +10.078 | 1:08.186 P10 (~30.297) +-50.551 | 1:09.048 P9 (~20.172) +-161.766 | 1:11.210 P16 (~30.297) +-40.426 | 1:07.570 P9 (~131.363) +111.191 | 1:07.909 P9 (~80.848) +-50.515 | 1:08.927 P13 (~70.723) +-0.027 | |
| 15 | 1:10.823 P10 (~242.563) | 1:10.720 P9 (~242.563) +161.731 | 1:07.120 P2 (~80.828) +80.828 | 1:44.239 P7 (~10.109) +-10.114 | 1:06.278 P1 | 1:06.344 P2 (~10.098) +-70.730 | 1:11.512 P15 (~60.625) +-30.316 | 1:07.488 P7 (~20.223) +10.114 | 1:06.724 P3 (~20.223) +10.125 | 1:07.698 P6 (~20.223) | 1:11.046 P13 (~40.426) +20.203 | 1:08.391 P12 (~20.223) +-222.340 | 1:10.242 P16 (~40.426) +-20.199 | 1:06.907 P7 (~141.504) +121.281 | 1:08.583 P13 (~90.941) +50.515 | 1:07.388 P7 (~80.832) +-60.672 |
| 16 | 1:08.751 P5 (~272.863) +262.769 | 1:09.519 P8 (~272.863) +134.050 | 1:07.117 P3 (~80.847) +80.847 | 1:06.349 P3 (~20.203) +-60.644 | 1:06.048 P1 | 1:06.284 P2 | 1:07.929 P9 (~60.640) +-212.223 | 1:03.042 P9 (~10.094) +-50.546 | 1:06.563 P4 (~10.094) +-10.109 | 1:07.029 P7 (~20.203) +-252.660 | 1:07.404 P9 (~40.438) +30.344 | 1:07.646 P11 (~20.203) +-60.657 | 1:10.134 P16 (~30.344) +-50.516 | 1:07.509 P7 (~138.813) +118.610 | 1:07.623 P12 (~80.860) +60.657 | 1:07.327 P9 (~80.860) +40.422 |
| 17 | 1:17.601 P9 (~252.661) +107.161 | 1:08.924 P9 (~262.770) +10.109 | 1:06.585 P4 (~80.860) +70.751 | 1:06.249 P2 (~10.094) +10.094 | 1:06.752 P1 | 1:06.227 P2 (~10.109) +0.015 | 1:07.734 P11 (~50.563) +-42.999 | 2:03.560 P12 (~78.156) +30.297 | 1:06.672 P5 (~20.203) +-60.657 | 1:06.959 P8 (~40.250) +20.047 | 1:07.900 P11 (~47.859) +-2.704 | 1:07.358 P10 (~40.250) +-37.906 | 1:10.777 P16 (~47.859) +-30.297 | 1:07.192 P8 (~145.500) +105.250 | 1:07.291 P10 (~93.562) +53.312 | 1:07.279 P9 (~78.156) +-184.614 |
| 18 | 1:13.777 P13 (~260.082) +231.270 | 1:09.265 P14 (~270.176) +10.094 | 1:06.251 P3 (~88.250) +88.250 | 1:06.411 P3 (~23.328) +-64.922 | 1:07.241 P1 | 1:06.074 P2 | 1:04.439 P14 (~68.047) +-202.129 | 1:08.233 P14 (~67.344) +-0.703 | 1:06.567 P5 (~15.406) +-7.922 | 1:06.879 P7 (~15.406) | 1:07.648 P12 (~28.812) +13.406 | 1:07.442 P11 (~15.406) +-59.094 | 1:10.046 P16 (~28.812) +-38.532 | 1:06.938 P8 (~134.156) +118.750 | 1:07.252 P9 (~91.656) +-42.500 | 1:07.351 P9 (~74.500) +-17.156 |
| 19 | 1:06.810 P4 (~232.468) +208.264 | 1:08.712 P13 (~242.593) +181.905 | 1:06.839 P4 (~66.468) +-166.000 | 1:06.000 P1 | 1:06.012 P3 (~24.204) +24.204 | 1:06.161 P4 (~24.204) +-42.264 | 1:51.672 P15 | 1:07.151 P9 (~91.016) +-70.781 | 1:06.622 P5 (~31.360) +7.156 | 1:07.110 P7 (~48.516) +17.156 | 1:07.877 P12 (~60.688) +-40.437 | 1:07.777 P11 (~48.516) +-52.609 | 1:09.716 P16 (~60.688) +60.688 | 1:06.609 P8 (~161.797) +113.281 | 1:07.259 P11 (~101.125) +52.609 | 1:07.106 P9 (~101.125) +10.109 |
| 20 | 1:07.288 P6 (~161.750) +70.734 | 1:07.652 P10 (~171.859) +50.530 | 1:05.962 P1 | 1:06.766 P2 (~60.688) +60.688 | 1:05.973 P3 (~80.907) +20.219 | 1:05.991 P3 (~91.016) +10.109 | 1:08.146 P15 (~70.797) +-91.000 | 1:06.417 P6 (~151.672) +-10.078 | 1:06.682 P6 (~101.125) +-50.547 | 1:06.615 P7 (~101.125) | 1:07.104 P9 (~121.329) +-101.125 | 1:07.434 P12 (~111.235) +-64.219 | 1:10.257 P16 (~131.469) +60.672 | 1:06.957 P8 (~222.454) +121.329 | 1:06.924 P11 (~175.454) +3.595 | 1:07.082 P12 (~161.797) +50.562 |
| 21 | 1:06.674 P6 (~161.781) +91.000 | 1:08.151 P13 (~171.875) | 1:06.244 P1 | 1:08.235 P4 (~70.781) +-20.203 | 1:13.509 P3 (~90.984) | 1:05.764 P1 (~90.984) +90.984 | 1:07.054 P9 (~80.875) +-151.609 | 1:06.281 P6 (~161.766) +-0.015 | 1:08.984 P7 (~114.766) +-47.000 | 1:06.665 P9 (~114.766) +33.891 | 1:07.489 P14 (~131.437) +-40.438 | 1:07.749 P15 (~114.766) +-16.671 | 1:09.688 P16 (~141.562) +26.796 | 1:06.830 P8 (~232.484) +117.718 | 1:06.975 P11 (~171.875) +57.109 | 1:06.949 P12 (~171.875) |
| 22 | 1:06.729 P6 (~159.203) +58.109 | 1:07.414 P12 (~174.609) +63.406 | 1:07.940 P1 | 1:05.706 P1 (~70.781) +70.781 | 1:05.758 P2 (~90.985) +20.204 | 1:06.155 P2 (~90.985) | 1:07.090 P12 (~70.781) +-103.828 | 1:06.069 P5 (~151.578) +60.593 | 1:06.129 P5 (~101.094) +-50.484 | 1:06.662 P9 (~111.203) +-48.000 | 1:07.076 P14 (~131.375) +60.594 | 1:07.225 P15 (~111.203) +-20.172 | 1:09.982 P16 (~141.485) +30.282 | |||
| 23 | 1:06.252 P5 (~231.484) +211.281 | 1:08.062 P13 (~231.484) | 1:06.143 P3 (~60.594) +40.391 | 1:06.906 P1 | 1:05.976 P2 (~20.203) +20.203 | 1:05.764 P3 (~20.203) +-40.391 | 1:07.276 P13 (~10.110) +-221.374 | |||||||||
| 24 | 1:06.974 P5 (~161.719) +161.719 | 1:07.573 P14 (~171.828) +10.109 | 1:07.369 P4 | |||||||||||||
| 25 | 1:07.514 P5 | 1:06.655 P10 (~13.657) +13.657 | ||||||||||||||
| 26 | 1:06.167 P6 | 1:07.029 P10 | ||||||||||||||
| Gap | (~13.657) | (~60.594) | (~70.781) | (~90.985) | (~90.985) | (~70.781) | (~161.766) | (~114.766) | (~114.766) | (~131.437) | (~114.766) | (~141.562) | (~222.454) | (~175.454) | (~161.797) | |
| Best | 1:06.167 | 1:06.655 | 1:05.962 | 1:04.826 | 1:05.758 | 1:05.764 | 1:04.439 | 1:03.042 | 1:06.129 | 1:06.615 | 1:07.076 | 1:07.225 | 1:09.293 | 1:06.609 | 1:06.924 | 1:06.949 |
| Avg | 1:08.929 | 1:08.306 | 1:08.612 | 1:11.040 | 1:08.619 | 1:08.561 | 1:11.752 | 1:12.125 | 1:09.612 | 1:09.734 | 1:10.325 | 1:10.077 | 1:10.816 | 1:08.620 | 1:09.213 | 1:08.757 |
| Dev | 3.320 | 1.117 | 2.235 | 8.266 | 2.621 | 2.715 | 10.528 | 12.023 | 4.245 | 4.193 | 4.001 | 3.983 | 1.194 | 1.900 | 1.892 | 1.767 |