2.180 7_Inverse_hyperbolic_functions\7.1bInversehyperboliccosine\7.1.4a(fx)^m(d-c^2dx^2)^p(a+barccosh(cx))^n

Table 182: Breakdown of results for each integral

	2017.3			2016.2			2015.2			18.02			17.02			16.02			14.0			12.0
#	grade	cpu	size	grade	cpu	size	grade	cpu	size	grade	cpu	size	grade	cpu	size	grade	cpu	size	grade	cpu	size	grade	cpu	siz
1	A	0.03	160	A	0.12	160	A	0.02	160	A	0.02	160	A	0.02	160	A	0.03	160	A	0.02	160	A	0.02	160
2	A	0.03	90	A	0.1	90	A	0.02	90	A	0.02	90	A	0.02	90	A	0.02	90	A	0.01	90	A	0.02	90
3	A	0.02	73	A	0.1	73	A	0.01	73	A	0.02	73	A	0.02	73	A	0.01	73	A	0.01	73	A	0.02	73
4	A	0.17	140	A	0.4	140	A	0.13	140	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
5	A	0.04	230	A	0.11	230	A	0.02	230	A	0.03	230	A	0.03	230	A	0.02	230	A	0.02	230	A	0.02	230
6	A	0.26	275	A	0.49	275	A	0.22	275	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
7	A	0.04	223	A	0.11	223	A	0.03	223	A	0.02	223	A	0.03	223	A	0.03	223	A	0.02	223	A	0.02	223
8	A	0.13	244	A	0.36	244	A	0.09	244	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
9	C	0.28	338	C	0.32	326	C	0.18	70	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
10	B	0.15	301	B	0.21	301	B	0.14	301	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
11	C	0.2	225	C	0.26	225	C	0.18	225	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
12	C	0.22	259	C	0.27	259	C	0.17	259	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
13	A	0.23	380	A	0.31	380	A	0.21	380	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
14	C	0.01	321	C	0.09	309	C	0.03	58	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
15	B	0.22	239	B	0.47	239	B	0.18	239	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
16	B	0.3	1017	B	0.38	1017	B	0.31	1017	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
17	B	0.44	2534	B	0.51	2534	B	0.49	2534	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
18	B	0.56	4259	B	0.64	4259	B	0.61	4259	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
19	B	0.64	1846	B	0.7	1846	B	0.54	1846	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
20	B	0.52	1376	B	0.57	1376	B	0.44	1376	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
21	C	0.37	570	C	0.44	570	C	0.32	570	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
22	B	0.37	956	B	0.42	956	B	0.31	956	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
23	A	0.07	89	A	0.15	89	A	0.08	89	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
24	A	0.37	431	A	0.42	431	A	0.3	431	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
25	B	0.38	445	B	0.6	445	B	0.32	445	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
26	A	0.24	242	A	0.31	242	A	0.22	242	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
27	B	0.38	456	B	0.61	456	B	0.32	456	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
28	A	0.07	51	A	0.13	51	A	0.04	51	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
29	C	0.32	301	C	0.39	301	C	0.28	301	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
30	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
31	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
32	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
33	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
34	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
35	A	0.08	140	A	0.14	140	A	0.05	140	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
36	B	0.62	1284	B	0.63	1284	B	0.49	1284	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
37	B	0.7	1952	B	0.7	1952	B	0.56	1952	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
38	B	0.61	1227	B	0.8	1227	B	0.52	1227	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
39	B	0.67	3431	B	0.85	3431	B	0.6	3431	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
40	B	0.06	149	B	0.14	149	B	0.05	149	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
41	A	0.37	1099	A	0.41	1099	A	0.29	1099	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
42	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
43	B	0.64	1211	B	0.66	1211	B	0.53	1211	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
44	B	0.52	835	B	0.54	835	B	0.41	835	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
45	B	0.53	3445	B	0.58	3445	B	0.47	3445	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
46	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
47	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
48	A	0.28	343	A	0.33	343	A	0.22	343	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
49	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
50	A	0.26	208	A	0.34	208	A	0.22	208	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
51	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
52	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
53	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
54	B	0.54	1319	B	0.58	1319	B	0.46	1319	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
55	A	0.27	269	A	0.32	269	A	0.22	269	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
56	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
57	A	0.19	361	A	0.25	361	A	0.15	363	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
58	A	0.32	591	A	0.39	591	A	0.27	597	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
59	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
60	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
61	A	0.32	725	A	0.36	725	A	0.25	731	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
62	A	0.27	725	A	0.33	725	A	0.22	731	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
63	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
64	B	0.3	249	B	0.36	249	B	0.25	249	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
65	A	0.12	48	A	0.19	48	A	0.1	48	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
66	A	0.32	525	A	0.39	525	A	0.28	523	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
67	A	0.17	173	A	0.24	173	A	0.15	171	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
68	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
69	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
70	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
71	A	0.07	87	A	0.14	85	A	0.04	87	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
72	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
73	B	0.5	1499	B	0.58	1499	B	0.44	1499	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
74	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
75	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
76	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
77	B	0.38	634	B	0.44	634	B	0.38	632	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
78	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
79	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
80	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
81	A	0.06	51	A	0.13	51	A	0.04	51	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
82	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
83	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
84	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
85	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
86	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
87	A	0.07	41	A	0.14	41	A	0.05	41	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
88	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
89	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
90	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0
91	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0	F	0	0