| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kart 16 | Kart 1 | Kart 17 | Kart 8 | Kart 9 | Kart 13 | Kart 3 | Kart 11 | Kart 6 | Kart 19 | Kart 21 | Kart 18 | Kart 14 | Kart 22 |
| Kart | 16 | 1 | 15 | 8 | 9 | 13 | 3 | 11 | 6 | 19 | 21 | 18 | 14 | 22 |
| 1 | 1:10.033 P1 | 1:12.323 P1 (~50.594) +50.594 | 1:12.021 P2 | 1:12.809 P3 (~10.062) +-20.329 | 1:18.185 P2 (~50.594) +50.594 | 1:21.600 P4 (~40.485) | 1:26.562 P2 (~20.203) +-30.391 | 1:26.642 P3 (~40.485) +30.423 | 1:22.335 P2 (~30.391) +10.188 | 2:42.549 P10 (~30.297) +30.297 | 1:28.973 P6 (~20.203) +-20.282 | 1:26.576 P8 (~40.390) +20.187 | 1:40.741 P10 (~60.594) +30.297 | 2:00.631 P8 |
| 2 | 1:08.963 P1 | 1:09.758 P1 (~50.484) +50.484 | 1:10.838 P3 | 1:14.114 P4 (~10.125) +10.125 | 1:15.529 P5 (~50.484) +40.359 | 1:19.972 P6 (~30.297) +-20.187 | 1:26.708 P11 (~10.093) +-40.485 | 1:22.722 P6 (~30.297) | 1:21.314 P7 (~30.297) | 1:35.635 P14 (~60.688) +30.328 | 1:26.436 P9 (~10.093) +-20.204 | 1:26.037 P9 (~50.578) +40.485 | 1:42.459 P12 (~91.047) +80.954 | 1:45.780 P13 (~30.360) +-60.687 |
| 3 | 1:09.393 P1 | 1:10.149 P2 (~60.688) +60.688 | 1:10.374 P3 | 1:13.104 P4 (~20.234) +20.234 | 1:16.076 P5 (~40.453) +20.219 | 1:18.134 P6 (~30.375) +-10.078 | 1:21.029 P9 | 1:20.668 P7 (~20.235) +-10.140 | 1:19.868 P7 (~20.235) | 2:08.773 P14 (~121.375) +60.688 | 1:27.016 P11 (~10.109) +-60.688 | 1:23.159 P10 (~70.797) +70.797 | 1:27.028 P12 (~111.250) +101.141 | 1:41.321 P13 (~60.687) +-50.563 |
| 4 | 1:08.357 P1 | 1:09.301 P2 (~50.578) +50.578 | 1:10.555 P3 (~10.110) +-40.468 | 1:12.912 P4 (~30.344) +20.234 | 1:13.471 P5 (~30.359) +0.015 | 1:19.969 P6 (~10.109) +-20.250 | 1:17.677 P6 (~20.219) +10.110 | 1:19.480 P7 (~10.109) +-10.110 | 1:19.716 P8 | 1:20.349 P10 (~141.658) +141.658 | 1:21.284 P10 (~30.344) +-111.314 | 1:27.361 P11 (~91.094) +60.750 | 1:24.869 P12 (~131.549) +40.455 | 1:39.207 P13 (~101.219) +-30.330 |
| 5 | 1:09.006 P1 | 1:08.877 P2 (~50.609) +50.609 | 1:10.118 P3 (~10.141) +-40.468 | 1:14.419 P4 (~30.391) +20.250 | 1:20.448 P5 (~20.265) +-10.126 | 1:15.398 P6 | 1:17.759 P7 (~30.391) +30.391 | 1:25.966 P9 (~10.141) | 1:18.067 P8 (~10.141) +-20.250 | 1:18.521 P10 (~141.642) +131.501 | 1:22.168 P10 (~40.533) +-101.109 | 1:23.351 P12 (~101.205) +60.672 | 1:23.311 P13 (~141.642) +40.437 | 1:34.367 P14 (~131.533) +-10.109 |
| 6 | 1:09.097 P1 | 1:09.388 P2 (~50.564) +50.564 | 1:10.354 P3 (~10.125) +-40.439 | 1:13.478 P4 (~40.500) +30.375 | 1:17.256 P5 (~10.109) +-30.391 | 1:15.948 P6 | 1:18.156 P9 (~30.375) +20.250 | 1:16.804 P7 (~20.234) +20.234 | 1:17.160 P7 (~10.125) +-10.109 | 1:28.884 P10 (~161.859) +131.484 | 1:27.529 P11 (~60.703) +-101.156 | 1:23.757 P12 (~121.437) +60.734 | 1:29.600 P13 (~161.859) +40.422 | 1:34.565 P14 (~151.781) +-10.078 |
| 7 | 1:09.121 P2 (~50.578) +50.578 | 1:07.950 P1 | 1:09.155 P3 (~60.719) +10.141 | 1:15.660 P4 (~91.094) +30.375 | 1:12.896 P5 (~40.469) +-50.625 | 1:13.454 P6 (~60.719) +20.250 | 1:16.020 P7 (~91.094) +30.375 | 1:17.054 P7 (~70.860) +-20.234 | 1:18.461 P8 (~70.860) | 1:29.391 P11 (~121.453) +50.593 | 1:24.705 P12 (~181.969) +60.516 | |||
| 8 | 1:07.539 P2 (~50.593) +50.593 | 1:10.176 P1 | 1:11.452 P3 (~60.687) +10.094 | 1:18.404 P4 (~101.047) +40.360 | 1:17.093 P5 (~45.156) +-55.891 | 1:20.121 P6 (~70.765) +25.609 | 1:19.394 P7 (~101.047) +30.282 | 1:25.378 P8 (~90.953) +-10.094 | 1:22.803 P9 (~80.875) +-10.078 | |||||
| 9 | 1:09.908 P1 | |||||||||||||
| Best | 1:07.539 | 1:07.950 | 1:09.155 | 1:12.809 | 1:12.896 | 1:13.454 | 1:16.020 | 1:16.804 | 1:17.160 | 1:18.521 | 1:21.284 | 1:23.159 | 1:23.311 | 1:34.367 |
| Avg | 1:08.938 | 1:09.758 | 1:10.608 | 1:14.362 | 1:16.369 | 1:18.074 | 1:20.413 | 1:21.839 | 1:19.965 | 1:45.785 | 1:26.113 | 1:24.992 | 1:31.334 | 1:42.645 |
| Dev | 0.686 | 1.122 | 0.809 | 1.767 | 2.305 | 2.666 | 3.837 | 3.684 | 1.914 | 30.358 | 2.946 | 1.553 | 7.527 | 8.951 |