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Compare lap times

Endurance League 8 Hours Of Watkins · Round 5 Watkins

Session Entry A Entry B Lap inclusion

Updated 03 Nov 2026, 11:33 GMT · refreshed every five minutes.

Invalid laps and laps with unknown validity are excluded. Pit stops, traffic and outliers remain included. Entries may represent teams; lap numbers do not establish who drove a stint. Times are not telemetry.

SimRC Endurance Team

76 included laps

Best lap: 1:50.212
Average: 1:50.814
Consistency (standard deviation): 0.452 s

SKYE Simsport - 47

222 included laps

Best lap: 1:50.297
Average: 1:51.453
Consistency (standard deviation): 0.814 s

Lower standard deviation means less variation in lap times. Average and consistency use each entry’s included laps; the per-lap difference compares matching lap numbers.

Lap-by-lap pace

Difference = A − B. A negative value means A was faster. Missing or excluded times are shown as —.

● A: SimRC Endurance Team · ● B: SKYE Simsport - 47

Lap	SimRC Endurance Team (A)	SKYE Simsport - 47 (B)	Difference (seconds)
1	1:52.725	1:54.105	-1.380
2	1:50.717	1:50.795	-0.078
3	1:50.457	1:50.540	-0.083
4	1:50.317	1:50.610	-0.293
5	1:50.480	1:50.737	-0.257
6	1:50.212	1:50.985	-0.773
7	1:50.492	1:50.352	+0.140
8	1:50.590	1:50.495	+0.095
9	1:50.427	1:50.477	-0.050
10	1:50.397	1:50.297	+0.100
11	1:50.302	1:50.600	-0.298
12	1:50.327	1:50.632	-0.305
13	1:50.410	1:50.512	-0.102
14	1:50.345	1:50.605	-0.260
15	1:50.607	1:50.597	+0.010
16	1:50.422	1:50.790	-0.368
17	1:50.780	1:50.387	+0.393
18	1:50.380	1:50.447	-0.067
19	1:50.495	1:50.802	-0.307
20	1:50.407	1:51.732	-1.325
21	1:50.517	1:50.315	+0.202
22	1:50.627	1:51.307	-0.680
23	1:50.875	1:50.657	+0.218
24	1:50.847	—	—
25	1:50.472	1:50.482	-0.010
26	1:50.605	1:50.940	-0.335
27	1:50.660	1:50.392	+0.268
28	1:50.592	1:51.000	-0.408
29	1:50.900	1:50.797	+0.103
30	—	1:51.242	—
31	1:50.857	1:50.600	+0.257
32	1:51.090	1:50.685	+0.405
33	1:50.777	1:50.752	+0.025
34	1:51.455	1:51.577	-0.122
35	—	—	—
36	—	—	—
37	1:51.260	1:51.415	-0.155
38	1:50.827	1:51.357	-0.530
39	1:50.765	1:50.727	+0.038
40	—	1:50.702	—
41	1:50.812	1:50.547	+0.265
42	1:50.552	1:50.785	-0.233
43	1:50.910	1:50.750	+0.160
44	1:51.090	1:50.980	+0.110
45	1:50.545	1:50.615	-0.070
46	1:50.870	1:50.910	-0.040
47	1:50.575	1:51.177	-0.602
48	1:50.545	1:50.970	-0.425
49	1:51.410	1:50.855	+0.555
50	1:50.797	1:50.517	+0.280
51	1:50.580	1:51.237	-0.657
52	1:50.770	1:50.802	-0.032
53	1:50.900	1:51.622	-0.722
54	1:51.047	1:50.632	+0.415
55	1:50.632	1:50.825	-0.193
56	1:51.232	1:50.490	+0.742
57	—	—	—
58	1:50.570	1:51.415	-0.845
59	1:50.722	1:50.485	+0.237
60	1:50.502	1:50.752	-0.250
61	1:50.710	1:50.712	-0.002
62	1:50.935	1:50.945	-0.010
63	1:50.742	1:51.352	-0.610
64	1:50.827	1:50.850	-0.023
65	1:51.110	1:50.557	+0.553
66	1:51.025	1:50.665	+0.360
67	1:51.237	1:50.912	+0.325
68	1:50.772	1:50.590	+0.182
69	1:51.015	1:50.687	+0.328
70	—	—	—
71	—	—	—
72	1:51.327	1:52.120	-0.793
73	1:51.125	—	—
74	—	1:52.605	—
75	—	—	—
76	—	1:51.812	—
77	1:50.830	1:52.580	-1.750
78	1:50.902	1:51.750	-0.848
79	1:51.402	1:52.417	-1.015
80	1:50.992	—	—
81	—	1:52.002	—
82	—	1:51.235	—
83	1:51.185	1:51.382	-0.197
84	1:50.727	1:51.860	-1.133
85	1:50.800	—	—
86	1:50.830	—	—
87	1:50.735	1:52.057	-1.322
88	—	1:51.455	—
89	—	1:52.220	—
90	1:53.150	1:51.635	+1.515
91	—	1:52.247	—
92	—	1:51.547	—
93	—	1:51.637	—
94	—	1:52.385	—
95	—	1:51.885	—
96	—	1:52.037	—
97	—	1:51.905	—
98	—	1:51.677	—
99	—	1:51.612	—
100	—	1:51.132	—
101	—	1:51.767	—
102	—	1:51.485	—
103	—	1:51.712	—
104	—	—	—
105	—	—	—
106	—	1:51.212	—
107	—	1:51.617	—
108	—	1:51.247	—
109	—	1:51.130	—
110	—	1:51.007	—
111	—	1:51.157	—
112	—	1:51.732	—
113	—	1:51.095	—
114	—	1:51.855	—
115	—	1:50.845	—
116	—	1:51.010	—
117	—	1:50.862	—
118	—	1:51.450	—
119	—	1:51.347	—
120	—	1:51.630	—
121	—	1:50.840	—
122	—	1:50.815	—
123	—	1:50.820	—
124	—	1:50.987	—
125	—	1:50.662	—
126	—	1:51.350	—
127	—	1:50.640	—
128	—	1:50.722	—
129	—	1:50.672	—
130	—	1:51.017	—
131	—	1:50.805	—
132	—	1:51.130	—
133	—	1:50.975	—
134	—	1:50.822	—
135	—	1:51.090	—
136	—	1:50.932	—
137	—	1:50.875	—
138	—	1:51.292	—
139	—	—	—
140	—	—	—
141	—	1:51.242	—
142	—	—	—
143	—	1:51.310	—
144	—	1:51.365	—
145	—	1:51.045	—
146	—	1:51.440	—
147	—	1:51.432	—
148	—	1:51.207	—
149	—	1:51.012	—
150	—	1:51.032	—
151	—	1:50.855	—
152	—	1:50.935	—
153	—	1:50.987	—
154	—	1:51.340	—
155	—	1:50.867	—
156	—	1:51.095	—
157	—	1:51.710	—
158	—	1:51.322	—
159	—	1:51.280	—
160	—	1:51.105	—
161	—	1:51.385	—
162	—	1:51.082	—
163	—	1:51.055	—
164	—	1:52.722	—
165	—	1:51.235	—
166	—	1:51.010	—
167	—	1:51.155	—
168	—	1:51.090	—
169	—	1:51.320	—
170	—	1:51.260	—
171	—	1:50.887	—
172	—	1:51.232	—
173	—	—	—
174	—	—	—
175	—	1:51.620	—
176	—	1:51.757	—
177	—	1:51.155	—
178	—	1:52.007	—
179	—	1:51.670	—
180	—	1:51.520	—
181	—	1:51.145	—
182	—	1:51.837	—
183	—	1:50.880	—
184	—	1:51.340	—
185	—	1:51.087	—
186	—	1:51.285	—
187	—	1:50.922	—
188	—	1:50.875	—
189	—	1:51.282	—
190	—	1:51.292	—
191	—	1:51.582	—
192	—	1:51.140	—
193	—	1:51.237	—
194	—	1:51.592	—
195	—	1:51.240	—
196	—	1:51.282	—
197	—	1:51.292	—
198	—	1:51.437	—
199	—	1:51.707	—
200	—	1:51.640	—
201	—	1:51.625	—
202	—	1:51.427	—
203	—	—	—
204	—	—	—
205	—	—	—
206	—	1:53.445	—
207	—	1:52.875	—
208	—	1:52.725	—
209	—	1:53.255	—
210	—	1:52.382	—
211	—	1:52.430	—
212	—	1:51.640	—
213	—	1:51.662	—
214	—	1:51.427	—
215	—	1:52.165	—
216	—	1:52.092	—
217	—	1:52.062	—
218	—	1:51.750	—
219	—	1:51.675	—
220	—	1:52.057	—
221	—	—	—
222	—	1:52.787	—
223	—	—	—
224	—	—	—
225	—	—	—
226	—	1:53.067	—
227	—	1:54.350	—
228	—	1:52.630	—
229	—	1:52.902	—
230	—	—	—
231	—	1:52.965	—
232	—	1:52.605	—
233	—	1:52.925	—
234	—	1:52.500	—
235	—	1:53.182	—
236	—	1:52.757	—
237	—	1:53.252	—
238	—	1:52.687	—
239	—	1:52.815	—
240	—	1:53.487	—
241	—	—	—
242	—	1:52.602	—
243	—	1:52.867	—
244	—	1:52.567	—
245	—	1:54.272	—
246	—	—	—
247	—	—	—
248	—	—	—
249	—	—	—
250	—	1:53.342	—
251	—	—	—
252	—	1:53.605	—
253	—	1:53.372	—
254	—	1:53.545	—