2.169 6_Hyperbolic_functions\6.3aHyperbolicsecant\6.3.7(dhyper)^m(a+b(csech)^n)^p

Table 171: Breakdown of results for each integral
14
13.3
12.3.1
12.1
12
11.3
11.2
10.3
9
8
7
6.0.1
5.2
# grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size
1 A 0.2 53 A 0.2 53 A 0.1 53 A 0.1 53 A 0.1 53 A 0. 53 A 0. 53 A 0. 53 A 0. 53 A 0. 53 A 0. 53 A 0. 53 A 0. 53
2 A 0.3 37 A 0.3 37 A 0.1 37 A 0.1 37 A 0.1 37 A 0.1 37 A 0. 37 A 0. 37 A 0. 37 A 0. 37 A 0. 37 A 0. 37 A 0. 37
3 A 0.2 84 A 0.2 84 A 0.1 84 A 0.1 84 A 0.1 84 A 0. 84 A 0. 84 A 0. 84 A 0. 84 A 0. 84 A 0. 84 A 0. 84 A 0. 84
4 A 1.6 153 A 1.6 153 A 1.8 153 A 1.7 153 A 2.1 153 A 3.4 153 A 3.1 153 A 2.9 153 A 2.1 153 B 1.4 376 B 1.1 376 B 1.2 376 B 1.3 376
5 B 1.8 108 B 1.8 108 B 0.6 108 B 0.6 108 B 0.7 108 B 0.9 108 B 0.8 108 B 0.8 108 B 0.6 108 B 0.7 106 B 0.6 110 A 0.6 93 A 0.5 93
6 B 3.9 151 B 3.9 151 B 1.4 151 B 1.3 151 B 1.4 151 B 2.2 151 B 2.1 151 B 1.9 151 B 1.6 151 B 6.3 762 A 0.7 102 A 0.8 102 A 0.8 102
7 B 2.3 480 B 2.4 480 B 2.1 480 B 2. 480 B 2.3 480 B 3.7 480 B 3.4 480 B 3.2 480 B 2.3 480 B 6.3 2140 B 2. 480 B 2.1 480 B 2.4 480
8 A 4.3 134 A 4.2 134 A 1.4 134 A 1.3 134 A 1.4 134 A 2.1 134 A 1.9 134 A 1.8 134 A 1.6 134 A 2.3 132 A 1.2 148 A 2.1 121 A 1.9 121
9 C 1.4 328 C 1.4 328 C 1.8 328 C 1.7 328 C 2.2 328 C 3.5 328 C 3.4 328 C 3.4 359 C 3. 359 C 2.1 298 C 1.7 289 C 1.7 289 C 1.4 297
10 B 0.9 179 B 0.9 179 B 0.9 179 B 0.8 179 B 0.8 179 B 1.3 179 B 1.3 179 B 1.2 179 B 1.1 179 B 0.9 179 B 0.8 182 B 0.8 182 B 0.6 188
11 C 1.5 377 C 1.4 377 C 1.4 377 C 1.3 377 C 1.7 377 C 2.6 377 C 2.5 377 C 2.4 377 C 1.7 377 C 1.5 377 C 1.3 377 C 1.4 377 C 1.3 376
12 B 4.3 295 B 4.3 295 B 6.4 295 B 6.2 295 C 6.8 620 C 7.2 620 C 7.1 620 C 7. 620 C 7. 620 B 4.5 296 B 4.9 301 B 5. 301 B 3.2 305
13 C 3.5 524 C 3.5 524 C 4.4 524 C 3.8 524 C 4.8 524 C 8.4 524 C 7.9 524 C 7.3 524 C 5.7 524 C 5. 524 C 5.4 524 C 5.6 524 C 5.2 494
14 A 0. 110 A 0. 109 A 0.2 71 A 0.2 71 A 0.2 71 A 0.1 126 A 0.1 126 A 0.1 126 A 0.1 126 A 0.1 126 A 0. 126 B 0. 241 B 0.1 241
15 A 0. 187 A 0. 187 A 0.3 104 A 0.2 104 A 0.3 104 A 0.1 196 A 0.1 196 A 0.1 196 A 0.1 196 A 0. 196 A 0. 196 A 0. 196 A 0. 196
16 B 2. 162 B 2. 162 B 1.5 319 B 1.5 319 B 1.6 319 B 2.6 319 B 2.3 319 B 2.2 319 B 1.8 319 B 6.3 1273 B 1.6 319 B 1.8 319 B 1.6 319
17 A 0.5 95 A 0.5 95 A 0.6 95 A 0.6 95 A 0.7 95 A 0.7 95 A 0.9 95 A 0.7 104 A 0.5 104 A 1.1 221 A 0.9 222 A 1. 222 A 0.8 228
18 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0.1 36 A 0. 36 A 0. 36 A 0. 36
19 A 0.2 124 A 0.2 124 A 0.3 124 A 0.3 124 A 0.4 124 A 2.4 161 A 2.3 161 A 2.1 161 A 1.8 161 A 1.6 161 C 3.2 313 A 1.5 161 B 1.3 165
20 B 1.9 187 B 1.9 187 B 1.2 187 B 1.2 187 B 1.2 187 B 1.9 187 B 1.8 187 B 1.5 190 B 1.4 190 B 1. 190 B 1.2 196 B 1.3 196 B 1. 200
21 B 2.8 258 B 2.8 258 B 2.3 258 B 2.2 258 B 2.5 258 B 4.2 258 B 4.1 258 B 3.8 258 B 3.3 258 B 2.5 258 B 3.8 264 B 4.1 264 B 3.7 268
22 A 3.5 250 A 3.6 250 A 3.5 250 A 3.4 250 A 3.7 250 A 6.2 250 A 6. 250 A 4.6 250 A 4.2 250 A 3.1 250 B 5. 253 B 5.5 253 B 5.1 257
23 A 0. 29 A 0. 29 A 0. 29 A 0. 29 A 0. 29 A 0.1 29 A 0.1 29 A 0.1 29 A 0.1 29 A 0.1 29 A 0. 29 A 0. 29 A 0. 29
24 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15 A 0. 15
25 C 0.1 41 C 0.1 41 C 0. 41 C 0. 41 C 0. 41 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28
26 A 0.2 53 A 0.2 62 A 0.3 62 A 0.3 62 A 0.3 62 A 0.1 59 A 0. 59 A 0. 59 A 0. 59 A 0. 59 A 0. 59 A 0. 59 A 0. 59
27 B 1.5 395 B 1.5 395 B 1.2 395 B 1.2 395 B 1.3 395 B 1.9 395 B 1.8 395 B 1.6 395 B 1.4 395 B 6.3 1621 B 1.2 395 B 1.3 395 B 1.2 395
28 B 1.1 281 B 1.1 281 B 0.9 281 B 0.8 281 B 1. 281 B 1.3 281 B 1.2 281 B 1.1 281 B 1. 281 B 6.2 1165 B 0.8 281 B 0.9 281 B 0.8 281
29 A 0.1 26 A 0.1 26 A 0.2 26 A 0.2 26 A 0.2 26 A 0.3 26 A 0.3 26 A 0.3 26 A 0.2 26 A 0.2 26 A 0.2 26 A 0.2 26 A 0.1 26
30 A 0.1 42 A 0.1 42 A 0.1 42 A 0.1 42 A 0.1 42 A 0.8 44 A 0.8 44 A 0.7 44 A 0.6 44 A 0.6 44 A 0.4 44 A 0.4 44 A 0.4 44
31 A 0.6 81 A 0.6 81 A 0.8 81 A 0.8 81 A 0.8 81 A 1.2 81 A 1.1 81 A 1. 81 A 0.9 81 A 0.8 81 A 0.7 81 A 0.7 81 A 0.6 81
32 A 1.8 136 A 1.9 136 A 2.3 136 A 2.2 136 A 2.2 136 A 3.4 136 A 3.2 136 A 3. 136 A 2.8 136 A 2.7 136 A 2. 136 A 2.1 136 A 1.6 136
33 A 0.7 155 A 0.7 155 A 1.1 155 A 1.1 155 A 1.3 155 B 4.4 358 B 4.2 358 B 3.9 358 A 3.4 173 A 3.2 173 A 2.8 173 A 2.9 173 A 2. 173
34 C 7.7 2083 C 7.8 2083 C 7.3 2083 C 7. 2083 C 7.1 2083 C 7.6 2083 C 7.5 2083 C 7.4 2083 C 7.4 2083 C 7.3 7368 C 7. 2089 C 7. 2089 C 6.9 2089
35 C 8.3 3334 C 8.4 3334 C 7.8 3334 C 7.5 3334 C 7.6 3334 C 8.5 3334 C 8.4 3334 C 8.2 3334 C 8.4 3334 C 8.1 12426 C 7.6 3340 C 7.7 3340 C 7.6 3340
36 A 0.7 108 A 0.7 108 A 0.8 114 A 0.7 114 A 0.9 114 A 1.5 114 A 1.4 114 A 1.3 114 A 1.1 114 A 0.9 114 A 0.6 134 A 0.7 134 A 0.7 134
37 B 0.2 90 B 0.2 90 B 0.3 90 B 0.3 90 B 0.3 90 A 0.2 73 A 0.2 73 A 0.1 73 A 0.1 73 A 0.1 73 A 0.1 73 A 0.1 73 A 0.1 73
38 A 0.6 156 A 0.5 156 A 0.6 156 A 0.5 156 A 0.5 156 A 0.8 156 A 0.8 156 A 0.7 156 A 0.7 156 A 1.9 156 A 0.8 156 A 0.8 156 A 1. 156
39 A 0.4 149 A 0.4 149 A 0.6 149 A 0.6 149 A 0.7 149 A 0.7 97 A 0.7 97 A 0.6 97 A 0.6 97 A 0.5 97 A 0.3 97 A 0.3 97 A 0.3 97
40 A 0.6 197 A 0.5 197 A 0.8 197 A 0.8 197 A 1. 197 A 1.7 197 A 1.6 197 A 1.4 197 A 1.1 197 A 0.6 197 A 0.5 197 A 0.5 197 A 0.6 197
41 B 0.5 159 B 0.5 159 B 0.5 159 B 0.5 159 B 0.6 159 B 0.8 159 B 0.8 159 B 0.6 159 B 0.5 159 B 0.5 155 B 0.4 155 B 0.4 155 B 0.4 155
42 A 0.2 42 A 0.2 42 B 0.2 105 B 0.2 105 B 0.2 105 B 0.3 105 B 0.3 105 B 0.3 105 B 0.2 105 B 0.4 105 B 0.3 105 B 0.3 105 B 0.3 105
43 A 0.6 155 A 0.6 155 A 0.7 155 A 0.6 155 A 0.7 155 A 1. 155 A 1. 155 A 0.9 155 A 0.8 155 A 0.7 155 A 0.6 155 A 0.6 155 A 0.6 155
44 A 0.4 120 A 0.4 120 A 0.4 120 A 0.4 120 A 0.5 120 A 0.7 120 A 0.6 120 A 0.6 124 A 0.6 124 A 0.5 120 A 0.4 120 A 0.5 120 A 0.4 120