| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kart 3 | Kart 7 | Kart 8 | Kart 9 | Kart 13 | Kart 15 | Kart 21 | Kart 12 | Kart 14 | Kart 11 | Kart 6 | Kart 19 | Kart 20 | Kart 16 | Kart 4 | Kart 18 |
| Kart | 3 | 7 | 8 | 9 | 13 | 15 | 21 | 12 | 14 | 11 | 6 | 19 | 20 | 16 | 4 | 18 |
| 1 | 1:08.274 P1 | 1:09.527 P2 (~10.078) +-40.406 | 1:09.632 P2 | 1:12.025 P3 (~10.078) +-40.406 | 1:15.085 P1 | 1:17.542 P1 (~10.078) +10.078 | 1:10.215 P2 | 1:22.794 P1 (~50.484) +40.406 | 1:22.018 P3 | 1:13.343 P5 (~10.078) +10.078 | 1:25.569 P2 (~20.172) +20.172 | 1:16.892 P6 | 1:25.118 P12 (~40.375) +40.375 | 1:24.674 P3 | 1:40.118 P2 (~50.484) +30.312 | 1:58.281 P14 (~80.781) +40.406 |
| 2 | 1:11.625 P1 | 1:09.357 P1 (~10.125) +10.125 | 1:14.654 P5 (~10.125) +-10.094 | 1:12.106 P2 (~10.125) +0.047 | 1:13.662 P2 | 1:13.248 P1 (~10.078) +-0.047 | 1:14.362 P2 | 1:18.104 P10 (~60.609) +50.484 | 1:18.115 P6 (~10.125) | 1:12.923 P4 (~20.219) +20.219 | 1:21.875 P12 (~40.422) +-20.187 | 1:16.391 P7 (~10.125) | 1:26.739 P14 (~60.609) +20.187 | 1:20.623 P7 (~10.125) | 1:43.171 P15 (~80.828) +20.219 | 2:02.547 P16 (~131.281) +50.453 |
| 3 | 1:12.032 P2 (~10.094) +10.094 | 1:10.096 P1 | 1:12.812 P4 | 1:17.427 P3 (~10.094) | 1:12.983 P5 (~10.094) +10.094 | 1:19.529 P5 (~10.094) | 1:13.027 P5 (~10.094) | 1:14.371 P9 (~50.453) +40.359 | 1:19.280 P11 (~10.094) +10.094 | 1:15.578 P5 (~10.094) | 1:22.291 P13 (~40.375) +30.281 | 1:15.176 P9 | 1:26.312 P14 (~70.609) +30.234 | 1:23.888 P12 (~10.094) | 1:28.607 P15 (~90.813) +20.204 | 1:59.097 P16 (~161.501) +70.688 |
| 4 | 1:07.650 P1 | 1:07.883 P2 (~10.078) +10.078 | 1:10.425 P4 (~10.078) +10.078 | 1:11.827 P5 (~20.172) +10.094 | 1:12.393 P5 | 1:10.154 P2 | 1:19.396 P8 (~10.078) +-20.204 | 1:16.394 P10 (~70.672) +50.500 | 1:21.408 P11 (~30.282) +-40.390 | 1:15.085 P7 (~30.282) +30.282 | 1:16.024 P11 (~50.500) +20.218 | 1:14.046 P9 (~20.172) +10.094 | 1:31.772 P14 (~100.970) +70.688 | 1:23.166 P12 (~30.282) +-20.218 | 1:26.656 P15 (~111.048) +10.078 | 1:53.881 P16 (~222.079) +111.031 |
| 5 | 1:09.509 P1 | 1:23.957 P2 (~20.219) +20.219 | 1:11.292 P4 (~10.094) +10.094 | 1:13.516 P5 (~20.219) +10.125 | 1:23.797 P7 (~20.219) +10.125 | 1:11.394 P3 | 1:12.243 P6 (~10.094) +-60.548 | 1:11.067 P5 (~70.642) +50.423 | 1:13.706 P9 (~30.298) | 1:12.721 P8 (~30.298) +10.079 | 1:14.696 P12 (~60.564) +40.345 | 1:14.929 P9 (~20.219) +-10.079 | 1:18.507 P13 (~100.970) +40.406 | 1:20.007 P13 (~40.376) +-60.594 | 1:28.375 P15 (~131.220) +90.844 | |
| 6 | 1:07.684 P1 | 1:07.776 P2 (~30.297) +30.297 | 1:09.263 P3 (~20.172) +-10.125 | 1:10.021 P4 (~30.297) +20.219 | 1:15.864 P8 (~30.297) +-50.453 | 1:10.595 P3 (~10.078) +-10.094 | 1:11.468 P6 (~20.172) +-10.125 | 1:11.804 P6 (~80.750) +60.578 | 1:14.265 P11 (~40.406) +10.109 | 1:13.312 P9 (~40.406) +10.109 | 1:16.073 P12 (~70.656) +30.250 | 1:13.112 P10 (~30.297) +-10.109 | 1:19.866 P14 (~60.578) +-10.078 | 1:21.564 P15 (~151.422) +90.844 | ||
| 7 | 1:07.485 P1 | 1:07.009 P1 (~20.187) +20.187 | 1:09.518 P3 (~20.187) | 1:09.116 P3 (~30.281) +10.094 | 1:09.910 P5 (~30.281) | 1:12.072 P5 (~10.094) +-20.187 | 1:10.913 P6 (~20.187) +10.093 | 1:12.905 P8 (~80.766) +60.579 | 1:12.377 P9 (~50.500) +-30.266 | 1:12.582 P9 (~40.375) +-10.125 | 1:12.890 P11 (~70.656) +30.281 | 1:13.869 P10 (~40.375) | 1:21.667 P14 (~70.656) | |||
| 8 | 1:06.718 P1 | 1:07.313 P2 (~20.203) +20.203 | 1:08.784 P3 (~20.203) | 1:15.536 P6 (~10.110) +-10.093 | 1:10.217 P7 (~20.203) +10.093 | |||||||||||
| Best | 1:06.718 | 1:07.009 | 1:08.784 | 1:09.116 | 1:09.910 | 1:10.154 | 1:10.215 | 1:11.067 | 1:12.377 | 1:12.582 | 1:12.890 | 1:13.112 | 1:18.507 | 1:19.866 | 1:21.564 | 1:53.881 |
| Avg | 1:08.872 | 1:10.364 | 1:10.797 | 1:12.291 | 1:14.813 | 1:13.758 | 1:12.730 | 1:15.348 | 1:17.309 | 1:13.649 | 1:18.488 | 1:14.916 | 1:25.689 | 1:21.984 | 1:31.415 | 1:58.451 |
| Dev | 1.864 | 5.244 | 1.895 | 2.491 | 4.079 | 3.211 | 2.850 | 3.816 | 3.587 | 1.103 | 4.370 | 1.268 | 4.252 | 1.797 | 7.646 | 3.087 |