OV - - Loops

Loop id	Source Location	Source Function	Level	Coverage m1o52 (%)	Max Time Over Threads m1o52 (s)	Time w.r.t. Wall Time m1o52 (s)	Nb Threads m1o52	Vectorization Ratio (%)	Vector Length Use (%)	Speedup If No Scalar Integer	Speedup If FP Vectorized	Speedup If Fully Vectorized	Speedup If Perfect Load Balancing m1o52	Stride 0	Stride 1	Stride n	Stride Unknown	Stride Indirect
36	libqmckl.so.0.0.0 - qmckl_ao.c:2433-3618 [...]	qmckl_compute_ao_vgl_hpc_gaussian	InBetween	23.53	2.21	1.54	52	29.12	21.19	1.5	1.02	5.11	1.44	NA	NA	NA	NA	NA
37	libqmckl.so.0.0.0 - qmckl_ao.c:3503-3618 [...]	qmckl_compute_ao_vgl_hpc_gaussian	InBetween	5.21	0.52	0.34	52	37.96	25.69	1.92	1.84	6.03	1.53	NA	NA	NA	NA	NA
106	libqmckl.so.0.0.0 - qmckl_ao.c:2433-2999 [...]	qmckl_compute_ao_value_hpc_gaussian	InBetween	4.16	0.35	0.27	52	29.75	21.19	1.35	1.04	5.18	1.3	NA	NA	NA	NA	NA
35	libqmckl.so.0.0.0 - qmckl_ao.c:2433-3618 [...]	qmckl_compute_ao_vgl_hpc_gaussian	Outermost	3.01	0.28	0.2	52	9.09	13.64	3.5	1	7.8	1.4	NA	NA	NA	NA	NA
41	libqmckl.so.0.0.0 - qmckl_ao.c:3486-3493	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	2.68	0.31	0.18	52	75	40.63	1.15	1.33	3.33	1.82	1	2	0	0	1
40	libqmckl.so.0.0.0 - qmckl_ao.c:3477-3493	qmckl_compute_ao_vgl_hpc_gaussian	InBetween	2.61	0.3	0.17	52	28.15	21.71	1.58	1	3.93	1.76	1	0.33	0	3	0.67
34	bench_aos -	__intel_avx_rep_memset	Single	2.44	0.22	0.16	52	100	50	1	1	2	1.38	0	1	0	0	0
112	libqmckl.so.0.0.0 - qmckl_ao.c:2938-2998 [...]	qmckl_compute_ao_value_hpc_gaussian	InBetween	1.09	0.11	0.07	52	0	9.82	3.75	1	10.91	1.57	NA	NA	NA	NA	NA
107	libqmckl.so.0.0.0 - qmckl_ao.c:2953-2999 [...]	qmckl_compute_ao_value_hpc_gaussian	InBetween	0.98	0.1	0.06	52	11.86	14.65	3.19	1.27	9.71	1.67	NA	NA	NA	NA	NA
49	libqmckl.so.0.0.0 - qmckl_ao.c:3415-3419	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.88	0.1	0.06	52	0	12.5	1.13	2.25	8	1.67	0	2	0	0	0
63	libqmckl.so.0.0.0 - qmckl_ao.c:3304-3308	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.6	0.07	0.04	52	91.37	46.76	1.36	1	2.36	1.75	2	0	0	3.25	0
113	libqmckl.so.0.0.0 - qmckl_ao.c:2942-2945	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.54	0.07	0.04	52	0	11.25	1.44	2.14	11.87	1.75	2	0	1	0	3
120	libqmckl.so.0.0.0 - qmckl_ao.c:2893-2897	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.53	0.06	0.03	52	0	12.5	1.13	2.25	8	2	0	2	0	0	0
134	libqmckl.so.0.0.0 - qmckl_ao.c:2803-2807	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.51	0.06	0.03	52	91.37	46.76	1.36	1	2.36	2	2	0	0	3.25	0
42	libqmckl.so.0.0.0 - qmckl_ao.c:3464-3470	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.37	0.05	0.02	52	7.14	13.39	1.06	1.13	7.58	2.5	1	2	0	1	0
104	libqmckl.so.0.0.0 - qmckl_ao.c:2433-2999 [...]	qmckl_compute_ao_value_hpc_gaussian	InBetween	0.32	0.04	0.02	51	20	15	2.64	1	7.77	2	NA	NA	NA	NA	NA
50	libqmckl.so.0.0.0 - qmckl_ao.c:2669-2695	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.22	0.04	0.01	45	12.9	13.51	1.18	1.25	9.41	2	1	8	0	0	1
64	libqmckl.so.0.0.0 - qmckl_ao.c:3304-3309	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.2	0.04	0.01	49	0	10.83	1.32	1	10.92	4	0	2.33	0	0	0
135	libqmckl.so.0.0.0 - qmckl_ao.c:2803-2808	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.15	0.03	0.01	44	0	10.83	1.32	1	10.92	3	0	2.33	0	0	0
62	libqmckl.so.0.0.0 - qmckl_ao.c:3304-3308	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.13	0.03	0.01	43	79.17	34.9	1.29	1	3.45	3	1	0	0	2	0
133	libqmckl.so.0.0.0 - qmckl_ao.c:2803-2807	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.1	0.03	0.01	38	79.17	34.9	1.29	1	3.45	3	1	0	0	2	0
121	libqmckl.so.0.0.0 - qmckl_ao.c:2669-2695	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.1	0.02	0.01	38	12.9	13.51	1.18	1.25	9.41	2	1	8	0	0	1
119	libqmckl.so.0.0.0 - qmckl_ao.c:2906-2907	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.1	0.02	0.01	40	100	50	1.6	1	2	2	1	2	0	0	0
51	libqmckl.so.0.0.0 - qmckl_ao.c:2666-2698	qmckl_compute_ao_vgl_hpc_gaussian	InBetween	0.09	0.02	0.01	35	22.22	13.54	2.88	2.88	13.43	2	2	1	2	6	0
122	libqmckl.so.0.0.0 - qmckl_ao.c:2666-2698	qmckl_compute_ao_value_hpc_gaussian	InBetween	0.07	0.01	0	32	22.22	13.54	2.88	2.88	13.43	1	2	5	3	2	0
131	libqmckl.so.0.0.0 - qmckl_ao.c:2801-2811	qmckl_compute_ao_value_hpc_gaussian	InBetween	0.03	0.01	0	19	5.26	11.84	5	1	12.31	1	NA	NA	NA	NA	NA
52	libqmckl.so.0.0.0 - qmckl_ao.c:2663-2700	qmckl_compute_ao_vgl_hpc_gaussian	InBetween	0.03	0.01	0	16	10	11.88	1.5	1	9.6	1	1	3	1	6	0
60	libqmckl.so.0.0.0 - qmckl_ao.c:3302-3312	qmckl_compute_ao_vgl_hpc_gaussian	InBetween	0.03	0.01	0	19	5.26	11.84	5	1	12.31	1	NA	NA	NA	NA	NA
48	libqmckl.so.0.0.0 - qmckl_ao.c:3428-3429	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.02	0.01	0	10	100	44.44	1.17	1	2.91	1	1	1	1	0	0
38	libqmckl.so.0.0.0 - qmckl_ao.c:3610-3618	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.02	0.01	0	9	100	50	1	1.73	2	1	0	11	0	0	0
132	libqmckl.so.0.0.0 - qmckl_ao.c:2803-2808	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.02	0.01	0	11	0	10.83	1.41	1	11.14	0	0	1	0	0	1.33
61	libqmckl.so.0.0.0 - qmckl_ao.c:3304-3309	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.01	0.01	0	7	0	10.83	1.41	1	11.14	1	0	1	0	0	1.33
43	libqmckl.so.0.0.0 - qmckl_ao.c:3464-3470	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.01	0.01	0	10	81.4	37.79	1.01	1.23	2.84	0	1	2	2	0	0
127	libqmckl.so.0.0.0 - qmckl_ao.c:2625-2628	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.01	0.01	0	5	0	12.5	1	1.33	8	0	0	3	0	0	0
124	libqmckl.so.0.0.0 - qmckl_ao.c:2632-2633	qmckl_compute_ao_value_hpc_gaussian	Innermost	0.01	0.01	0	5	0	12.5	1	1	8	0	0	1	0	0	0
56	libqmckl.so.0.0.0 - qmckl_ao.c:2625-2628	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0.01	0.01	0	6	0	12.5	1	1.33	8	0	0	3	0	0	0
53	libqmckl.so.0.0.0 - qmckl_ao.c:2632-2633	qmckl_compute_ao_vgl_hpc_gaussian	Innermost	0	0	0	1	0	12.5	1	1	8	0	0	1	0	0	0
130	libqmckl.so.0.0.0 - qmckl_ao.c:2800-2811	qmckl_compute_ao_value_hpc_gaussian	Outermost	0	0	0	1	0	10.82	1	1	9	0	NA	NA	NA	NA	NA
123	libqmckl.so.0.0.0 - qmckl_ao.c:2663-2700	qmckl_compute_ao_value_hpc_gaussian	InBetween	0	0	0	2	11.11	11.81	1.25	1	10	0	2	4	0	6	0
34	libqmckl.so.0.0.0 - qmckl_ao.c:3321-3321	qmckl_compute_ao_vgl_hpc_gaussian	Single	0	0	0	1	100	50	1	1	2	0	0	2	0	0	0
125	libqmckl.so.0.0.0 - qmckl_ao.c:2632-2633	qmckl_compute_ao_value_hpc_gaussian	Innermost	0	0.01	0	3	100	42.5	1	1	2.57	0	0	1	0	0	0

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