Q1 ACL Performance Hyundai Excel - Q1
2024 Tasmanian Circuit Racing Championship - Round 6 · 1 Dec 2024 · Qualifying · Length 20:00 minutes · Start 30 Nov 2024, 22:32 · Issue 1
Classification
14 of 14 cars
| 1 | #10 | Jackson Shaw (TAS) | Shaw Motorsport | Hyundai Excel X3 | 1516 | 16 | – | 1:11.1238 | 11 |
| 2 | #46 | Jeremy Bennett (TAS) | Powell Motor Group - JH painti | Hyundai Excel X3 | 1500 | 15 | +00.0842 | 1:11.2080 | 9 |
| 3 | #28 | Connor O'Shea (TAS) | Launceston Towing | Hyundai Excel X3 | 1500 | 8 | +00.2838 | 1:11.4076 | 6 |
| 4 | #11 | William Twining (TAS) | GT Painting | Hyundai Excel X3 | 1495 | 16 | +00.4477 | 1:11.5715 | 16 |
| 5 | #23 | Adam Prewer (TAS) | APR Automotive | Hyundai Excel X3 | 1495 | 14 | +00.6943 | 1:11.8181 | 11 |
| 6 | #47 | William Blair (TAS) | Complete electrical and data | Hyundai Excel X3 | 1496 | 9 | +01.0924 | 1:12.2162 | 2 |
| 7 | #127 | Luke Gardner (TAS) | HS Nation | Hyundai Excel X3 | 1500 | 15 | +01.3098 | 1:12.4336 | 15 |
| 8 | #53 | Aaron Ellings (TAS) | Clean sweep Racing | Hyundai Excel X3 | 1500 | 14 | +01.5882 | 1:12.7120 | 14 |
| 9 | #79 | Damien Midgley (TAS) | APR Automotive, Tas Conveyor S | Hyundai Excel X3 | 1500 | 11 | +01.8111 | 1:12.9349 | 7 |
| 10 | #51 | Carlos Winkle (TAS) | Willson Automotive | Hyundai Excel X3 | 1500 | 11 | +02.7592 | 1:13.8830 | 6 |
| 11 | #55 | Leslie Axelsen (TAS) | AutoFix Sorell | Hyundai Excel X3 | 1500 | 14 | +03.2285 | 1:14.3523 | 14 |
| 12 | #12 | Stewart Peacock (TAS) | Stewart Peacock | Hyundai Excel X3 | 1495 | 14 | +03.3435 | 1:14.4673 | 11 |
| 13 | #222 | Dylan Cooper (TAS) | Power Plus Racing Fuels, OnTra | Hyundai Excel X3 | 1500 | 1 | +03.9236 | 1:15.0474 | 1 |
| 14 | #97 | Johnathan Marshall (TAS) | Johnathan Marshall | Hyundai Excel x3 | 1500 | 14 | +04.5788 | 1:15.7026 | 12 |
Lap times
| Lap | #10 | #46 | #28 | #11 | #23 | #47 | #127 | #53 | #79 | #51 | #55 | #12 | #222 | #97 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | 1:13.2303 | 1:13.1664 | 1:12.3871 | 1:13.9284 | 1:13.4580 | 1:13.1515 | 1:15.9141 | 1:13.2017 | 1:14.9339 | 1:14.8148 | 1:17.7920 | 1:17.0855 | 1:15.0474 | 1:24.0904 |
| 2 | 1:12.1761 | 1:11.9915 | 1:12.1780 | 1:14.1037 | 1:12.3526 | 1:12.2162 | 1:14.5315 | 1:13.0443 | 1:14.4620 | 1:14.7158 | 1:16.2668 | 1:15.6976 | – | 1:20.5405 |
| 3 | 1:12.2631 | 1:11.7740 | 1:24.2880 | 1:12.1575 | 1:15.9792 | 1:12.7946 | 1:14.7634 | 1:13.4702 | 1:15.5688 | 1:14.4008 | 1:16.8204 | 1:17.2610 | – | 1:17.9969 |
| 4 | 1:12.0246 | 1:11.7297 | 1:33.7474 | 1:12.4680 | 1:13.2268 | 1:12.7742 | 1:14.9836 | 1:14.2107 | 1:14.5279 | 1:14.9104 | 1:18.1099 | 1:15.4881 | – | 1:18.0385 |
| 5 | 1:11.7867 | 1:11.7312 | 1:11.7247 | 1:12.1491 | 1:12.5192 | 1:12.5155 | 1:13.5405 | 1:13.7730 | 2:44.2299 | 1:14.4671 | 1:15.1548 | 1:14.8064 | – | 1:17.4937 |
| 6 | 1:11.5383 | 1:11.2946 | 1:11.4076 | 1:12.3607 | 1:12.3523 | 2:23.5169 | 1:13.0089 | 1:13.8086 | 1:23.7097 | 1:13.8830 | 1:15.1339 | 1:16.6665 | – | 1:16.9378 |
| 7 | 1:11.9236 | 1:11.6942 | 1:28.1748 | 1:11.7806 | 1:12.0812 | 1:40.2271 | 1:13.5950 | 1:13.5899 | 1:12.9349 | 4:49.2904 | 1:15.5861 | 1:17.0185 | – | 1:15.9446 |
| 8 | 1:12.0518 | 1:11.4013 | 1:30.0657 | 1:12.7009 | 1:11.8894 | 1:21.0661 | 1:13.0298 | 1:13.1574 | 1:17.0084 | 1:24.1177 | 1:14.3644 | 1:14.6946 | – | 1:16.8944 |
| 9 | 1:11.8846 | 1:11.2080 | – | 1:11.9168 | 1:13.2480 | 1:13.8702 | 1:13.4125 | 1:13.4714 | 1:16.5817 | 1:14.2105 | 1:14.5089 | 1:14.9004 | – | 1:17.8992 |
| 10 | 1:11.6757 | 1:13.0876 | – | 1:22.5642 | 1:21.2437 | – | 1:14.9202 | 1:14.7809 | 1:13.2145 | 1:14.3881 | 1:14.5937 | 1:15.0376 | – | 1:16.3333 |
| 11 | 1:11.1238 | 1:11.4256 | – | 1:11.8182 | 1:11.8181 | – | 1:13.1201 | 1:13.5730 | 1:14.7408 | 1:14.3143 | 1:16.4662 | 1:14.4673 | – | 1:16.7519 |
| 12 | 1:16.4287 | 1:11.7655 | – | 1:11.7342 | 1:15.3699 | – | 1:13.5671 | 1:13.9843 | – | – | 1:14.4392 | 1:14.7026 | – | 1:15.7026 |
| 13 | 1:13.2043 | 1:11.6865 | – | 1:11.8901 | 1:12.0652 | – | 1:13.1073 | 1:13.3360 | – | – | 1:14.3882 | 1:16.0410 | – | 1:16.5002 |
| 14 | 1:12.2436 | 1:13.3571 | – | 1:11.8027 | 1:12.3873 | – | 1:12.7346 | 1:12.7120 | – | – | 1:14.3523 | 1:15.1716 | – | 1:16.0823 |
| 15 | 1:12.4266 | 1:11.2512 | – | 1:12.6541 | – | – | 1:12.4336 | – | – | – | – | – | – | – |
| 16 | 1:16.5580 | – | – | 1:11.5715 | – | – | – | – | – | – | – | – | – | – |