Dijon Server: 1

GTR2 : Dijon

2017_07_19

Summary

Qualification

Race

Gaps

Gaps graph

Positions

Summary
Simulator	GTR2	Winner	Marc Madman
Track	Dijon	Winner average speed
Track length		Pole position	Sanyo
First qualification date/time		Pole position time	1:16.843
Second qualification date/time		Fastest lap owner	Sanyo
Race date/time	2017_07_19	Fastest lap time	1:18.520
Laps	45	Drivers	23


#	Driver	Team	Car	Class	Laps	Race time	Race diff	Fastest lap	Start pos	Qual time	Lap Schnitt	Led	Overtakes	Ballast	Penalty
1	Marc Madman	BMW M1 Procar-80066	BMW M1 Procar	GT4	45	01:01:35.894	+ 0,000	1:19.235	10	1:18.106	01:22.130	14	14	-	-
2	Shawn	BMW M1 Procar-80027	BMW M1 Procar	GT4	45	01:01:55.682	+ 19,788	1:19.080	12	1:18.322	01:22.570	0	16	-	-
3	Finguni	BMW M1 Procar-79070	BMW M1 Procar	GT4	45	01:01:55.714	+ 19,820	1:18.542	2	1:17.247	01:22.571	20	9	-	-
4	mr_roschie	BMW M1 Procar-79099	BMW M1 Procar	GT4	45	01:02:08.800	+ 32,906	1:19.504	14	1:18.878	01:22.862	0	19	-	-
5	soeri	BMW M1 Procar-80025	BMW M1 Procar	GT4	45	01:02:18.871	+ 42,977	1:19.097	11	1:18.204	01:23.086	1	15	-	-
6	Mazzel	BMW M1 Procar-79005	BMW M1 Procar	GT4	45	01:02:47.015	+ 71,121	1:19.030	4	1:17.577	01:23.711	0	10	-	-
7	Nobody	BMW M1 Procar-79044	BMW M1 Procar	GT4	45	01:02:51.399	+ 75,505	1:19.466	13	1:18.381	01:23.808	0	19	-	-
8	Horst-RSK	BMW M1 Procar-79028	BMW M1 Procar	GT4	44	01:01:50.253	- 1 Laps	1:19.073	7	1:18.055	01:24.323	0	12	-	-
9	girindus	BMW M1 Procar-79027	BMW M1 Procar	GT4	44	01:02:06.399	- 1 Laps	1:18.806	3	1:17.330	01:24.690	0	7	-	-
10	Boernie	BMW M1 Procar-79051	BMW M1 Procar	GT4	44	01:02:23.707	- 1 Laps	1:20.360	20	1:20.651	01:25.084	0	20	-	-
11	JensenButton7	BMW M1 Procar-9004	BMW M1 Procar	GT4	44	01:02:34.490	- 1 Laps	1:20.514	16	1:19.450	01:25.329	0	14	-	-
12	Burnie J	BMW M1 Procar-79088	BMW M1 Procar	GT4	43	01:01:47.569	- 2 Laps	1:20.535	15	1:19.399	01:26.222	0	12	-	-
13	odb	BMW M1 Procar-79050	BMW M1 Procar	GT4	43	01:01:47.582	- 2 Laps	1:18.603	5	1:17.822	01:26.222	1	16	-	-
14	Iceman	BMW M1 Procar-80077	BMW M1 Procar	GT4	42	01:02:04.195	- 3 Laps	1:19.386	6	1:17.878	01:28.671	0	8	-	-
15	[HD]Punisher	BMW M1 Procar-9004	BMW M1 Procar	GT4	40	01:02:03.664	- 5 Laps	1:20.078	9	1:18.067	01:33.091	0	8	-	-
16	Sunjin	BMW M1 Procar-9004	BMW M1 Procar	GT4	38	DNF	- 7 Laps	1:22.415	21	1:22.448	01:34.530	0	11	-	-
17	Marius(A-Team)	BMW M1 Procar-80090	BMW M1 Procar	GT4	35	DNF	- 10 Laps	1:21.890	19	1:20.499	01:29.144	0	12	-	-
18	Valera Kudrahov	BMW M1 Procar-79027	BMW M1 Procar	GT4	34	DNF	- 11 Laps	1:21.729	23	-	01:33.619	0	9	-	-
19	Sanyo	BMW M1 Procar-80077	BMW M1 Procar	GT4	28	DNF	- 17 Laps	1:18.520	1	1:16.843	01:23.533	9	7	-	-
20	francie	BMW M1 Procar-80070	BMW M1 Procar	GT4	22	DNF	- 23 Laps	1:21.749	18	1:20.358	01:28.022	0	8	-	-
21	VR46	BMW M1 Procar-79044	BMW M1 Procar	GT4	10	DNF	- 35 Laps	1:20.997	17	1:19.782	01:23.250	0	6	-	-
22	**JB**	BMW M1 Procar-80066	BMW M1 Procar	GT4	4	DNF	- 41 Laps	1:19.729	8	1:18.067	01:24.354	0	2	-	-
23	brontal77	BMW M1 Procar-9004	BMW M1 Procar	GT4	3	DNF	- 42 Laps	1:21.561	22	-	01:26.815	0	11	-	-

Fastest laps
Lap	Driver	Laptime	Car
1	Finguni	1:27.868	BMW M1 Procar
2	Finguni	1:19.522	BMW M1 Procar
4	Sanyo	1:19.025	BMW M1 Procar
6	Sanyo	1:18.577	BMW M1 Procar
9	Finguni	1:18.542	BMW M1 Procar
28	Sanyo	1:18.520	BMW M1 Procar

Race laptimes
Lap	Marc Madman	Shawn	Finguni	mr_roschie	soeri	Mazzel	Nobody	Horst-RSK	girindus	Boernie	JensenButton7	Burnie J	odb	Iceman	[HD]Punisher	Sunjin	Marius(A-Team)	Valera Kudrahov	Sanyo	francie	VR46	**JB**	brontal77
1	1:38.991	1:32.796	1:27.868	1:31.035	1:32.708	1:28.636	1:42.073	1:29.598	1:30.231	1:41.301	1:38.975	1:40.032	1:31.382	1:35.240	5:50.393	1:46.824	1:54.223	1:48.957	1:28.136	1:40.759	1:37.529	1:37.295	1:35.838
2	1:21.087	1:20.433	1:19.522	1:20.738	1:21.211	1:19.738	1:22.648	1:19.829	1:19.862	1:23.316	1:22.351	1:22.941	1:20.440	4:13.972	1:27.343	1:25.847	1:24.834	1:29.571	1:19.607	1:23.206	1:22.123	1:20.588	1:23.046
3	1:20.740	1:20.559	1:20.037	1:20.840	1:20.308	1:19.706	1:21.754	1:19.673	1:19.697	1:22.912	1:21.230	1:21.625	1:19.867	1:27.382	1:20.714	1:22.600	1:30.536	1:24.992	1:19.922	1:22.106	1:21.097	1:19.807	1:21.561
4	1:20.148	1:19.863	1:19.115	1:19.519	1:19.839	1:19.165	1:20.426	1:19.103	1:19.663	1:22.566	1:20.910	1:22.002	1:19.918	1:20.665	1:20.175	1:24.147	1:21.901	1:25.207	1:19.025	1:34.041	1:22.548	1:19.729	-
5	1:20.052	1:19.080	1:19.036	1:20.269	1:19.643	1:19.030	1:21.450	1:19.073	1:19.280	1:22.165	1:22.483	1:21.769	1:19.908	1:19.386	1:20.461	1:24.192	1:26.656	1:26.144	1:19.039	1:22.732	1:21.716	-	-
6	1:19.451	1:20.615	1:19.861	1:24.163	1:19.793	1:19.460	1:20.367	1:19.281	1:19.677	1:21.595	1:21.576	1:21.756	1:19.711	1:19.790	1:20.189	1:27.890	1:22.325	1:25.231	1:18.577	1:29.492	1:21.994	-	-
7	1:19.279	1:20.171	1:18.958	1:19.735	1:20.055	1:21.986	1:20.700	1:19.584	1:19.845	1:21.407	1:21.505	1:21.305	1:21.256	1:21.157	1:20.419	1:28.994	1:24.596	1:24.057	1:19.146	1:22.418	1:20.997	-	-
8	1:19.675	1:20.151	1:19.092	1:20.816	1:19.910	1:19.708	1:20.902	1:20.943	1:19.683	1:20.856	1:22.636	1:21.178	1:19.843	1:25.379	1:20.121	1:23.946	1:22.877	1:22.790	1:18.712	1:22.321	1:21.608	-	-
9	1:19.486	1:19.857	1:18.542	1:20.003	1:19.952	1:20.052	1:20.914	1:19.974	1:20.308	1:22.876	1:21.407	1:20.754	1:19.912	1:20.765	1:20.598	1:24.135	1:23.307	1:22.431	1:18.772	1:22.781	1:21.227	-	-
10	1:19.826	1:20.269	1:19.936	1:20.836	1:20.568	1:30.099	1:32.981	1:35.934	1:21.077	1:22.832	1:21.368	1:21.799	1:20.337	1:20.461	1:20.511	1:34.949	1:24.258	1:23.874	1:18.685	1:26.224	1:21.666	-	-
11	1:19.930	1:19.606	1:19.914	1:20.550	1:20.069	1:26.815	1:20.172	1:20.519	1:19.253	1:20.510	1:21.077	1:21.266	1:19.856	1:21.065	1:20.723	1:23.909	1:24.539	1:23.949	1:19.021	1:22.617	-	-	-
12	1:20.149	1:20.107	1:18.971	1:21.381	1:19.628	1:19.695	1:20.280	1:19.537	1:19.392	1:21.038	1:21.351	1:20.720	1:19.658	1:19.538	1:21.036	4:03.098	1:26.226	2:53.718	1:19.046	1:21.749	-	-	-
13	1:20.232	1:19.794	1:20.474	1:19.504	1:20.400	1:19.490	1:21.477	1:20.035	1:20.391	1:23.495	1:21.547	1:21.971	1:19.706	1:20.227	1:20.833	1:50.874	1:25.453	1:42.824	1:19.093	1:22.822	-	-	-
14	1:19.235	1:19.470	1:19.032	1:19.661	1:20.280	1:19.927	1:20.375	1:19.258	1:20.286	1:21.233	1:21.236	1:20.535	1:19.742	1:20.173	1:21.773	1:29.932	1:33.559	1:24.365	1:18.715	1:25.543	-	-	-
15	1:20.001	1:22.586	1:19.020	1:20.438	1:20.495	1:19.347	1:20.417	1:19.862	1:19.349	1:20.360	1:22.803	1:21.519	1:20.662	1:20.634	1:21.488	1:25.345	1:23.552	1:23.761	1:26.271	1:24.486	-	-	-
16	1:20.097	1:19.796	1:20.978	1:20.016	1:19.801	1:20.233	1:21.104	1:22.218	1:19.604	1:21.662	1:20.524	1:20.870	2:18.718	1:21.539	1:25.061	1:23.844	1:23.134	1:27.071	1:20.021	1:22.052	-	-	-
17	1:20.569	1:20.023	1:20.090	1:20.229	1:20.065	1:20.363	1:21.401	1:19.874	1:21.414	1:21.985	1:24.023	1:21.432	1:25.467	1:22.108	1:22.952	1:23.537	1:22.970	1:22.860	1:19.148	1:22.198	-	-	-
18	1:19.433	1:24.208	1:19.596	1:20.047	1:20.076	1:19.733	1:20.327	1:19.939	1:21.148	1:21.670	1:24.341	2:48.963	1:20.237	1:20.684	1:20.225	1:25.384	1:22.784	1:33.635	1:19.520	2:30.773	-	-	-
19	1:19.297	1:20.192	1:19.366	1:20.074	1:21.061	1:20.450	1:20.714	1:19.830	1:20.430	1:21.160	1:27.646	1:30.653	1:19.796	1:20.727	1:20.487	1:25.241	1:22.967	1:22.726	1:19.316	1:27.783	-	-	-
20	1:19.822	1:21.198	1:18.980	1:21.406	1:20.654	1:19.845	1:20.319	1:19.984	1:19.809	1:22.416	1:22.804	1:21.349	1:20.217	1:21.627	1:20.889	1:23.698	1:22.717	1:24.084	1:19.176	1:23.323	-	-	-
21	1:20.516	1:20.174	1:19.813	1:20.773	1:20.132	1:20.916	1:20.341	1:20.359	1:27.175	1:20.855	1:21.437	1:20.819	1:19.677	1:21.670	1:20.959	1:23.965	3:24.337	1:22.824	1:19.333	1:23.171	-	-	-
22	1:27.886	1:21.154	2:25.502	2:37.933	1:21.476	2:44.868	1:20.917	3:52.461	1:31.292	1:23.063	1:21.905	1:22.740	1:19.520	1:21.402	1:20.572	1:23.746	1:31.694	1:25.266	3:00.171	1:23.908	-	-	-
23	2:25.414	2:35.986	1:28.733	1:26.394	2:45.751	1:26.921	2:45.578	1:25.837	4:06.551	3:05.917	2:58.512	1:21.295	1:19.686	2:38.271	2:35.699	1:23.650	1:25.776	2:39.742	1:24.920	-	-	-	-
24	1:25.363	1:26.092	1:22.550	1:21.145	1:27.932	1:19.556	1:27.762	1:20.690	1:26.626	1:28.628	1:28.298	1:21.827	1:19.762	1:26.524	1:27.821	1:22.415	1:30.358	1:30.573	1:19.969	-	-	-	-
25	1:20.108	1:20.403	1:20.253	1:20.444	1:19.513	1:19.229	1:21.652	1:19.410	1:20.314	1:22.631	1:21.621	1:21.527	1:20.074	1:20.965	1:20.261	1:37.475	1:23.737	1:22.580	1:19.873	-	-	-	-
26	1:20.186	1:20.550	1:21.636	1:19.785	1:20.284	1:19.320	1:21.361	1:19.149	1:20.284	1:21.186	1:20.514	1:32.367	1:21.643	1:19.953	1:29.307	1:23.500	1:24.831	1:22.301	1:18.571	-	-	-	-
27	1:19.991	1:19.898	1:19.890	1:24.059	1:19.097	1:20.941	1:22.822	1:20.274	1:20.133	1:24.114	1:21.058	1:21.738	1:19.944	1:28.618	1:20.714	1:23.850	1:28.804	1:23.433	1:18.628	-	-	-	-
28	1:19.606	1:20.279	1:19.678	1:19.765	1:19.639	1:20.877	1:21.438	1:19.329	1:19.078	1:23.047	1:21.678	1:22.557	1:19.614	1:20.759	1:20.123	1:27.374	1:21.890	1:25.055	1:18.520	-	-	-	-
29	1:19.800	1:19.984	1:21.256	1:21.238	1:19.395	1:20.680	1:20.377	1:19.447	1:18.806	1:22.030	1:21.770	1:22.019	1:20.655	1:20.107	1:23.997	1:22.999	1:25.495	1:21.788	-	-	-	-	-
30	1:20.610	1:19.772	1:19.641	1:20.067	1:19.588	1:20.419	1:20.213	1:19.905	1:19.550	1:22.256	1:22.091	1:22.058	2:14.252	1:24.939	1:23.599	1:31.713	1:22.953	1:21.729	-	-	-	-	-
31	1:19.958	1:23.784	1:37.616	1:20.021	1:20.080	1:19.853	1:19.605	1:21.072	1:27.824	1:21.506	1:22.436	1:21.500	1:26.228	1:20.047	1:20.078	1:23.624	1:23.494	1:26.661	-	-	-	-	-
32	1:20.165	1:19.812	1:25.623	1:20.165	1:19.930	1:19.549	1:20.950	1:19.787	1:19.828	1:23.221	1:21.754	1:23.774	1:19.439	1:27.342	1:20.228	2:01.001	1:22.186	1:26.876	-	-	-	-	-
33	1:20.187	1:20.213	1:20.131	1:21.548	1:27.954	1:20.035	1:20.319	1:19.554	1:19.828	1:24.945	1:21.431	1:20.954	1:18.603	1:21.025	1:20.847	1:24.541	1:23.347	1:22.048	-	-	-	-	-
34	1:19.672	1:19.714	1:19.593	1:20.035	1:25.628	1:21.398	1:22.347	1:19.874	1:19.293	1:21.466	1:20.871	1:21.552	1:18.843	1:20.401	1:21.340	1:33.400	1:23.300	2:59.953	-	-	-	-	-
35	1:19.703	1:20.497	1:19.924	1:20.602	1:19.965	1:20.214	1:28.847	1:19.982	1:19.339	1:22.411	1:23.272	1:32.257	1:20.102	1:19.875	1:24.089	1:24.905	1:24.441	-	-	-	-	-	-
36	1:19.438	1:19.991	1:19.914	1:21.094	1:20.414	1:21.079	1:20.326	1:19.573	1:21.469	1:23.141	1:20.881	1:22.458	1:19.552	1:22.375	1:20.225	2:53.194	-	-	-	-	-	-	-
37	1:19.703	1:19.916	1:19.238	1:20.453	1:19.941	1:20.375	1:19.466	1:19.910	1:19.288	1:21.822	1:22.500	1:24.253	1:20.178	1:20.198	1:21.520	1:27.599	-	-	-	-	-	-	-
38	1:19.651	1:19.519	1:19.394	1:20.643	1:19.983	1:20.883	1:21.499	1:21.413	1:19.773	1:21.847	1:21.474	1:23.817	1:19.344	1:21.353	1:27.654	1:24.808	-	-	-	-	-	-	-
39	1:19.726	1:20.386	1:19.639	1:20.663	1:19.984	1:20.983	1:20.817	1:19.766	1:20.480	1:21.568	1:21.035	1:24.964	1:19.774	1:41.468	1:33.147	-	-	-	-	-	-	-	-
40	1:19.975	1:19.919	1:19.522	1:21.913	1:21.397	1:21.085	1:20.214	1:20.390	1:19.414	1:21.538	1:24.387	2:08.371	3:25.672	1:23.916	2:55.093	-	-	-	-	-	-	-	-
41	1:19.786	1:23.782	1:19.153	1:21.912	1:21.167	1:21.060	1:20.342	1:21.283	1:19.428	1:21.161	1:21.683	1:27.104	1:27.873	1:26.194	-	-	-	-	-	-	-	-	-
42	1:19.842	1:20.653	1:25.512	1:21.235	1:20.288	1:21.041	1:21.094	1:22.577	1:20.454	1:23.585	1:22.970	1:21.866	1:20.751	1:24.274	-	-	-	-	-	-	-	-	-
43	1:20.156	1:20.903	1:25.170	1:21.858	1:20.213	1:21.467	1:20.405	1:22.099	1:20.190	1:21.851	1:39.068	1:21.313	1:19.763	-	-	-	-	-	-	-	-	-	-
44	1:20.409	1:20.532	1:26.316	1:21.708	1:23.572	1:53.197	1:20.895	1:22.064	1:19.583	1:22.563	1:30.051	-	-	-	-	-	-	-	-	-	-	-	-
45	1:20.543	1:20.995	1:21.629	1:22.087	1:29.032	1:27.591	1:21.011	-	-	-	-	-	-	-	-	-	-	-	-	-	-	-	-

Gaps
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Logs	Generated with SimBin Log Analyzer 2017-07-19 by J. Watchman