IAME LGM PRACTICE 1
Round 8 28 August 2016
Best Lap
1:03.370 | Joseph Taylor (lap 3) | |
S1 | 21.100 | Joseph Taylor (lap 3) |
S2 | 24.360 | Bray Kenneally (lap 2) |
S3 | 17.520 | Joseph Taylor (lap 3) |
Ultimate | 1:02.980 |
Info
Start |
10:00
|
3 Laps (36.11 MPH) |
Download laptimes (MS Excel)
Click on a driver to remove / show on graph | L1 | L2 | L3 |
---|---|---|---|
|
1:04.200
21.820
|
1:03.870
21.380
24.850
17.640
|
1:03.370
21.200
24.650
17.520
|
|
1:04.700
22.130
24.610
17.960
|
1:03.580
21.350
24.600
17.630
|
1:03.760
21.170
24.820
17.770
|
|
1:04.660
22.060
24.600
18.000
|
1:03.590
21.380
24.420
17.790
|
|
|
1:04.630
22.210
24.660
17.760
|
1:03.990
21.600
24.580
17.810
|
1:03.820
21.390
24.650
17.780
|
|
1:04.680
22.160
24.530
17.990
|
1:03.850
21.390
24.360
18.100
|
|
|
1:05.450
22.100
25.010
18.340
|
1:03.930
21.290
24.890
17.750
|
1:04.090
21.520
24.790
17.780
|
|
1:04.700
21.840
24.860
18.000
|
1:04.070
21.330
24.900
17.840
|
1:04.870
21.230
25.750
17.890
|
|
1:05.480
22.060
25.010
18.410
|
1:04.710
21.810
24.680
18.220
|
1:04.100
21.480
24.740
17.880
|
|
1:05.470
22.570
24.740
18.160
|
1:04.340
21.510
24.950
17.880
|
1:04.210
21.460
24.930
17.820
|
|
1:05.370
22.210
25.070
18.090
|
1:04.350
21.660
24.860
17.830
|
1:04.250
21.550
24.870
17.830
|
|
1:05.650
22.500
24.920
18.230
|
1:04.500
21.610
24.810
18.080
|
1:04.320
21.520
24.680
18.120
|
|
1:05.460
22.350
25.110
18.000
|
1:05.090
21.540
25.580
17.970
|
1:04.390
21.590
25.100
17.700
|
|
1:05.580
22.450
25.020
18.110
|
1:04.620
21.700
24.670
18.250
|
1:04.720
21.700
24.680
18.340
|
|
1:05.640
22.600
25.090
17.950
|
1:05.000
21.740
24.980
18.280
|
1:04.700
21.370
25.360
17.970
|
|
1:05.780
22.410
25.060
18.310
|
1:05.130
21.650
24.860
18.620
|
1:04.810
21.480
25.020
18.310
|
|
1:05.630
22.420
25.020
18.190
|
1:04.880
21.880
25.010
17.990
|
1:05.380
21.700
25.440
18.240
|
|
1:05.460
22.200
25.100
18.160
|
1:04.910
21.820
24.950
18.140
|
1:05.130
21.840
24.910
18.380
|
|
1:06.430
22.760
25.350
18.320
|
1:06.360
22.500
25.230
18.630
|
1:05.330
22.240
25.200
17.890
|
|
1:06.380
22.440
25.410
18.530
|
1:05.790
21.950
25.360
18.480
|
1:12.750
21.990
25.440
25.320
|
|
1:07.060
22.660
25.940
18.460
|
1:06.240
21.960
25.210
19.070
|
1:11.170
21.900
30.050
19.220
|
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