Driver: Kahel Grahf
Team: G.E.A.R.
Event: Round 3 Dijon Prenois
Series: Multiclass Endurance Series 2 - Broadcasted
Date: Sun Apr 7, 2019
Class: Sports Car - GTE
Car: BMW M8 GTE
Finished: 1
Qualifed: 1
Best Lap: 1:13.581
Qualify Lap: 1:13.382
Total Time: 1:31:05.005
Total Laps: 71
Laps Led: 0
Consistency: 97.07
Pit Stops: 1
Driver Aids:
Lap Position Time Sector 1 Sector 2 Sector 3
1 11 2:08.286 0:53.928 0:42.015 0:32.343
2 11 1:14.837 0:21.132 0:27.727 0:25.978
3 11 1:14.636 0:21.230 0:27.531 0:25.875
4 11 1:14.775 0:21.042 0:28.047 0:25.686
5 11 1:14.881 0:21.046 0:28.053 0:25.782
6 11 1:14.689 0:21.023 0:27.734 0:25.931
7 11 1:15.017 0:21.051 0:28.008 0:25.958
8 11 1:15.190 0:21.126 0:28.147 0:25.917
9 11 1:15.531 0:21.402 0:28.026 0:26.103
10 11 1:16.419 0:21.247 0:28.755 0:26.416
11 11 1:15.150 0:21.385 0:27.871 0:25.894
12 11 1:15.400 0:21.309 0:27.976 0:26.115
13 10 1:16.197 0:21.150 0:28.803 0:26.244
14 10 1:15.327 0:21.391 0:27.967 0:25.969
15 10 1:15.496 0:21.291 0:28.138 0:26.068
16 10 1:15.770 0:21.404 0:28.316 0:26.050
17 10 1:16.528 0:21.946 0:28.221 0:26.362
18 10 1:16.356 0:21.439 0:28.054 0:26.864
19 10 1:16.162 0:21.611 0:28.439 0:26.113
20 10 1:15.550 0:21.517 0:27.972 0:26.061
21 10 1:15.695 0:21.559 0:28.028 0:26.108
22 10 1:15.249 0:21.322 0:27.927 0:26.000
23 10 1:16.791 0:22.097 0:28.284 0:26.409
24 10 1:16.361 0:21.667 0:28.303 0:26.390
25 10 1:16.756 0:21.644 0:28.825 0:26.286
26 9 1:15.562 0:21.440 0:28.068 0:26.054
27 9 1:16.269 0:21.472 0:28.708 0:26.089
28 9 1:16.013 0:21.459 0:28.297 0:26.257
29 9 1:16.192 0:21.502 0:28.343 0:26.348
30 9 1:15.773 0:21.471 0:28.267 0:26.035
31 9 1:15.399 0:21.458 0:28.093 0:25.848
32 9 1:17.104 0:21.255 0:29.706 0:26.143
33 9 1:16.266 0:21.626 0:28.519 0:26.121
34 9 1:15.779 0:21.671 0:27.983 0:26.125
35 8 1:15.943 0:21.427 0:28.136 0:26.380
36 7 1:15.815 0:21.512 0:28.269 0:26.034
37 7 1:16.232 0:21.515 0:28.057 0:26.660
38 7 1:15.276 0:21.330 0:27.937 0:26.009
39 6 1:15.645 0:21.582 0:28.038 0:26.025
40 7 1:17.533 0:21.675 0:29.278 0:26.580
41 8 1:16.294 0:21.778 0:28.534 0:25.982
42 8 1:15.809 0:21.632 0:28.212 0:25.964
43 8 1:16.053 0:21.605 0:28.279 0:26.170
44 8 1:16.129 0:21.600 0:28.350 0:26.179
45 8 1:16.050 0:21.848 0:28.013 0:26.189
46 8 1:53.097 0:21.623 0:28.474 1:03.001
47 8 1:19.577 0:25.939 0:27.945 0:25.693
48 8 1:14.016 0:20.975 0:27.563 0:25.478
49 8 1:13.581 0:20.887 0:27.390 0:25.304
50 8 1:14.166 0:20.873 0:27.887 0:25.406
51 8 1:14.501 0:20.698 0:28.069 0:25.734
52 8 1:14.385 0:20.926 0:27.607 0:25.852
53 8 1:14.751 0:21.136 0:27.740 0:25.875
54 8 1:14.749 0:21.251 0:27.752 0:25.746
55 8 1:15.565 0:21.363 0:28.089 0:26.113
56 8 1:14.694 0:21.150 0:27.752 0:25.791
57 8 1:14.689 0:21.148 0:27.795 0:25.745
58 8 1:15.305 0:21.701 0:27.898 0:25.706
59 8 1:14.782 0:21.203 0:27.794 0:25.784
60 8 1:16.150 0:21.301 0:28.836 0:26.012
61 8 1:15.276 0:21.416 0:27.936 0:25.924
62 8 1:15.999 0:21.243 0:28.586 0:26.170
63 8 1:14.982 0:21.208 0:27.967 0:25.807
64 8 1:15.270 0:21.330 0:27.971 0:25.970
65 8 1:15.644 0:21.266 0:28.087 0:26.291
66 8 1:16.410 0:21.600 0:28.616 0:26.194
67 8 1:16.239 0:21.658 0:28.406 0:26.175
68 8 1:15.627 0:21.452 0:28.088 0:26.088
69 8 1:19.193 0:21.797 0:31.126 0:26.270
70 8 1:16.463 0:22.148 0:28.268 0:26.047
71 8 1:15.714 0:21.441 0:28.229 0:26.044