Cadet Final
Round 3 - Silverstone 6 June 2015
Best Lap
| 1:00.680 | Joseph Taylor (lap 10) | |
| S1 | 21.600 | Max Dodds (lap 11) |
| S2 | 19.840 | Oliver Bearman (lap 12) |
| S3 | 18.980 | Max Dodds (lap 6) |
| Ultimate | 1:00.420 |
Info
| Start |
16:47
|
| 16 Laps (53.83 MPH) |
Download laptimes (MS Excel)
| Click on a driver to remove / show on graph | L1 | L2 | L3 | L4 | L5 | L6 | L7 | L8 | L9 | L10 | L11 | L12 | L13 | L14 | L15 | L16 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
|
|
1:02.760
23.280
20.230
19.250
|
1:01.230
22.030
19.930
19.270
|
1:01.460
22.040
19.980
19.440
|
1:01.130
21.970
19.970
19.190
|
1:01.360
22.020
20.170
19.170
|
1:00.930
21.900
19.960
19.070
|
1:00.970
21.840
19.930
19.200
|
1:00.890
21.870
19.930
19.090
|
1:01.110
22.020
19.950
19.140
|
1:00.680
21.750
19.920
19.010
|
1:00.850
21.730
19.850
19.270
|
1:00.750
21.700
19.870
19.180
|
1:01.250
21.960
20.190
19.100
|
1:03.600
22.440
21.010
20.150
|
1:02.380
22.590
20.430
19.360
|
1:02.720
22.930
20.460
19.330
|
|
|
1:02.750
23.320
20.260
19.170
|
1:01.300
21.960
20.030
19.310
|
1:01.420
21.900
20.070
19.450
|
1:01.120
21.870
20.080
19.170
|
1:01.270
22.050
20.130
19.090
|
1:00.940
21.910
20.050
18.980
|
1:01.020
21.830
20.080
19.110
|
1:00.980
21.820
20.110
19.050
|
1:01.070
21.890
20.000
19.180
|
1:00.690
21.640
20.020
19.030
|
1:00.750
21.600
19.980
19.170
|
1:00.820
21.680
19.980
19.160
|
1:01.380
21.930
20.220
19.230
|
1:03.390
22.340
21.030
20.020
|
1:02.430
22.820
20.510
19.100
|
1:02.830
22.870
20.620
19.340
|
|
|
1:02.650
23.170
20.220
19.260
|
1:01.230
22.030
19.850
19.350
|
1:01.450
22.040
19.920
19.490
|
1:01.100
21.980
19.970
19.150
|
1:01.400
22.070
20.130
19.200
|
1:00.930
21.910
19.940
19.080
|
1:00.950
21.850
19.910
19.190
|
1:00.900
21.900
19.910
19.090
|
1:01.120
22.030
19.950
19.140
|
1:00.680
21.750
19.920
19.010
|
1:00.810
21.730
19.850
19.230
|
1:00.790
21.740
19.840
19.210
|
1:01.450
21.970
20.170
19.310
|
1:03.380
22.390
21.010
19.980
|
1:02.390
22.620
20.410
19.360
|
1:03.930
23.550
21.120
19.260
|
|
|
1:03.180
23.520
20.430
19.230
|
1:01.360
22.160
20.050
19.150
|
1:01.320
22.150
20.020
19.150
|
1:01.620
21.990
20.340
19.290
|
1:02.330
22.540
20.670
19.120
|
1:01.600
22.330
20.120
19.150
|
1:01.850
22.450
20.050
19.350
|
1:01.580
22.340
20.160
19.080
|
1:02.220
22.360
20.620
19.240
|
1:01.190
22.000
20.030
19.160
|
1:02.110
22.130
20.640
19.340
|
1:02.260
22.440
20.550
19.270
|
1:02.690
22.700
20.600
19.390
|
1:02.660
22.790
20.500
19.370
|
1:02.940
22.470
21.100
19.370
|
1:03.060
22.550
20.940
19.570
|
|
|
1:02.840
23.150
20.210
19.480
|
1:01.280
21.980
20.050
19.250
|
1:01.390
21.910
19.990
19.490
|
1:02.410
22.170
20.750
19.490
|
1:02.070
22.390
20.440
19.240
|
1:01.740
22.200
20.150
19.390
|
1:01.720
22.180
20.160
19.380
|
1:01.610
22.200
20.170
19.240
|
1:02.300
22.490
20.440
19.370
|
1:01.210
21.750
20.070
19.390
|
1:02.130
22.240
20.440
19.450
|
1:02.180
22.300
20.560
19.320
|
1:02.660
22.540
20.570
19.550
|
1:02.710
22.610
20.590
19.510
|
1:02.960
22.530
20.860
19.570
|
1:03.150
22.570
20.780
19.800
|
|
|
1:04.250
23.930
20.740
19.580
|
1:02.120
22.350
20.370
19.400
|
1:02.720
22.470
20.480
19.770
|
1:02.690
22.680
20.740
19.270
|
1:02.940
22.740
20.760
19.440
|
1:02.380
22.540
20.400
19.440
|
1:02.480
22.660
20.480
19.340
|
1:02.180
22.460
20.500
19.220
|
1:02.380
22.360
20.680
19.340
|
1:02.300
22.180
20.750
19.370
|
1:02.050
22.250
20.520
19.280
|
1:02.010
22.290
20.390
19.330
|
1:02.450
22.420
20.550
19.480
|
1:02.700
22.570
20.710
19.420
|
1:02.760
22.610
20.760
19.390
|
1:02.960
22.610
20.880
19.470
|
|
|
1:03.370
23.540
20.430
19.400
|
1:02.800
22.580
20.490
19.730
|
1:03.010
22.830
20.290
19.890
|
1:02.830
22.550
20.810
19.470
|
1:02.970
22.480
20.790
19.700
|
1:02.280
22.260
20.480
19.540
|
1:02.450
22.460
20.560
19.430
|
1:02.570
22.280
20.700
19.590
|
1:02.330
22.480
20.360
19.490
|
1:02.080
22.120
20.400
19.560
|
1:02.050
22.100
20.450
19.500
|
1:01.960
21.990
20.450
19.520
|
1:02.360
22.180
20.530
19.650
|
1:02.780
22.420
20.700
19.660
|
1:02.930
22.450
20.810
19.670
|
1:02.770
22.600
20.570
19.600
|
|
|
1:04.950
24.360
20.880
19.710
|
1:03.260
22.800
20.810
19.650
|
1:03.330
22.800
20.900
19.630
|
1:03.550
22.900
21.130
19.520
|
1:03.570
22.950
21.210
19.410
|
1:03.360
22.830
21.070
19.460
|
1:03.680
22.990
21.210
19.480
|
1:03.530
22.610
21.120
19.800
|
1:03.520
22.910
20.930
19.680
|
1:03.190
22.610
21.020
19.560
|
1:03.370
22.600
21.110
19.660
|
1:03.730
22.820
21.220
19.690
|
1:03.610
22.830
21.130
19.650
|
1:03.560
22.840
21.130
19.590
|
1:03.720
22.820
21.140
19.760
|
1:03.850
22.800
21.230
19.820
|
|
|
1:05.490
24.690
21.060
19.740
|
1:03.520
22.940
20.890
19.690
|
1:03.440
22.780
20.920
19.740
|
1:03.400
22.850
21.140
19.410
|
1:03.490
22.840
21.110
19.540
|
1:03.190
22.790
20.920
19.480
|
1:03.370
22.800
21.070
19.500
|
1:02.950
22.470
20.960
19.520
|
1:03.590
22.900
20.990
19.700
|
1:03.120
22.480
21.140
19.500
|
1:03.450
22.620
21.190
19.640
|
1:03.660
22.580
21.370
19.710
|
1:03.540
22.760
21.310
19.470
|
1:03.690
22.740
21.310
19.640
|
1:03.760
22.620
21.240
19.900
|
1:03.620
22.700
21.170
19.750
|
|
|
1:03.130
23.790
20.140
19.200
|
1:01.410
22.020
20.120
19.270
|
1:01.300
21.960
20.030
19.310
|
1:02.090
21.890
20.580
19.620
|
1:02.400
22.180
21.020
19.200
|
1:01.370
22.110
20.230
19.030
|
1:01.720
22.060
20.140
19.520
|
1:01.620
22.090
20.200
19.330
|
1:02.190
22.370
20.440
19.380
|
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