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Writing Makefile for Math::Complex

Microsoft (R) Program Maintenance Utility   Version 6.00.8168.0
Copyright (C) Microsoft Corp 1988-1998. All rights reserved.

cp lib/Math/Trig.pm blib\lib\Math\Trig.pm
cp lib/Math/Complex.pm blib\lib\Math\Complex.pm

Microsoft (R) Program Maintenance Utility   Version 6.00.8168.0
Copyright (C) Microsoft Corp 1988-1998. All rights reserved.

	D:\cpanrun\build\5-6-1\bin\perl.exe -Mblib -Id:\cpanrun\build\5-6-1\lib -Id:\cpanrun\build\5-6-1\lib -e "use Test::Harness qw(&runtests $verbose); $verbose=1; runtests @ARGV;" t\Complex.t t\pod-coverage.t t\pod.t t\Trig.t
Using D:/cpanrun/depot/main/contrib-patched/perl/CPAN/src/Math-Complex/blib
t\Complex...........1..1069
# 1 $z0 + $z1 6+8i 6+8i (3,4) (3,4)
ok 1
# 2 $z0 += $z1 6+8i 6+8i (3,4) (3,4)
ok 2
ok 3
# 4 $z0 + $z1 0 0 (-3,4) (3,-4)
ok 4
# 5 $z0 += $z1 0 0 (-3,4) (3,-4)
ok 5
ok 6
# 7 $z0 + $z1 4i 4i (3,4) -3
ok 7
# 8 $z0 += $z1 4i 4i (3,4) -3
ok 8
ok 9
# 10 $z0 + $z1 5+2i 5+2i 1 (4,2)
ok 10
# 11 $z0 += $z1 5+2i 5+2i 1 (4,2)
ok 11
ok 12
# 13 $z0 + $z1 2.44921270764475e-016i 0 [2,0] [2,pi]
ok 13
# 14 $z0 += $z1 2.44921270764475e-016i 0 [2,0] [2,pi]
ok 14
ok 15
# 16 ++ $z0 3+i 3+i (2,1)
ok 16
# 17 - $z0 -2-3i -2-3i (2,3)
ok 17
# 18 - $z0 [2,-pi/2] [2,-pi/2] [2,pi/2]
ok 18
# 19 $z0 - $z1 0 0 2 [2,0]
ok 19
# 20 $z0 -= $z1 0 0 2 [2,0]
ok 20
ok 21
# 22 $z0 - $z1 1 1 [3,0] 2
ok 22
# 23 $z0 -= $z1 1 1 [3,0] 2
ok 23
ok 24
# 25 $z0 - $z1 -1-5i -1-5i 3 (4,5)
ok 25
# 26 $z0 -= $z1 -1-5i -1-5i 3 (4,5)
ok 26
ok 27
# 28 $z0 - $z1 1+5i 1+5i (4,5) 3
ok 28
# 29 $z0 -= $z1 1+5i 1+5i (4,5) 3
ok 29
ok 30
# 31 $z0 - $z1 -1-4i -1-4i (2,1) (3,5)
ok 31
# 32 $z0 -= $z1 -1-4i -1-4i (2,1) (3,5)
ok 32
ok 33
# 34 -- $z0 2i 2i (1,2)
ok 34
# 35 -- $z0 [3,pi] [3,pi] [2,pi]
ok 35
# 36 $z0 * $z1 -1 -1 (0,1) (0,1)
ok 36
# 37 $z0 *= $z1 -1 -1 (0,1) (0,1)
ok 37
ok 38
# 39 $z0 * $z1 4+5i 4+5i (4,5) (1,0)
ok 39
# 40 $z0 *= $z1 4+5i 4+5i (4,5) (1,0)
ok 40
ok 41
# 42 $z0 * $z1 -1+1.73205080756888i [2,2pi/3] [2,2*pi/3] (1,0)
ok 42
# 43 $z0 *= $z1 -1+1.73205080756888i [2,2pi/3] [2,2*pi/3] (1,0)
ok 43
ok 44
# 45 $z0 * $z1 2i 2i 2 (0,1)
ok 45
# 46 $z0 *= $z1 2i 2i 2 (0,1)
ok 46
ok 47
# 48 $z0 * $z1 3i 3i (0,1) 3
ok 48
# 49 $z0 *= $z1 3i 3i (0,1) 3
ok 49
ok 50
# 51 $z0 * $z1 -1+4i -1+4i (0,1) (4,1)
ok 51
# 52 $z0 *= $z1 -1+4i -1+4i (0,1) (4,1)
ok 52
ok 53
# 54 $z0 * $z1 9+2i 9+2i (2,1) (4,-1)
ok 54
# 55 $z0 *= $z1 9+2i 9+2i (2,1) (4,-1)
ok 55
ok 56
# 57 $z0 / $z1 1 1 (3,4) (3,4)
ok 57
# 58 $z0 /= $z1 1 1 (3,4) (3,4)
ok 58
ok 59
# 60 $z0 / $z1 4-5i 4-5i (4,-5) 1
ok 60
# 61 $z0 /= $z1 4-5i 4-5i (4,-5) 1
ok 61
ok 62
# 63 $z0 / $z1 -i -i 1 (0,1)
ok 63
# 64 $z0 /= $z1 -i -i 1 (0,1)
ok 64
ok 65
# 66 $z0 / $z1 3 3 (0,6) (0,2)
ok 66
# 67 $z0 /= $z1 3 3 (0,6) (0,2)
ok 67
ok 68
# 69 $z0 / $z1 2+i 2+i (9,2) (4,-1)
ok 69
# 70 $z0 /= $z1 2+i 2+i (9,2) (4,-1)
ok 70
ok 71
# 72 $z0 / $z1 [2,pi/2] [2,pi/2] [4,pi] [2,pi/2]
ok 72
# 73 $z0 /= $z1 1.22460635382238e-016+2i [2,pi/2] [4,pi] [2,pi/2]
ok 73
ok 74
# 75 $z0 / $z1 [0.5,-pi/2] [0.5,-pi/2] [2,pi/2] [4,pi]
ok 75
# 76 $z0 /= $z1 3.06151588455594e-017-0.5i [0.5,-pi/2] [2,pi/2] [4,pi]
ok 76
ok 77
# 78 $z0 ** $z1 8 8 (2,0) (3,0)
ok 78
# 79 $z0 **= $z1 8 8 (2,0) (3,0)
ok 79
ok 80
# 81 $z0 ** $z1 9 9 (3,0) (2,0)
ok 81
# 82 $z0 **= $z1 9 9 (3,0) (2,0)
ok 82
ok 83
# 84 $z0 ** $z1 -119-120i -119-120i (2,3) (4,0)
ok 84
# 85 $z0 **= $z1 -119-120i -119-120i (2,3) (4,0)
ok 85
ok 86
# 87 $z0 ** $z1 0 0 (0,0) (1,0)
ok 87
# 88 $z0 **= $z1 0 0 (0,0) (1,0)
ok 88
ok 89
# 90 $z0 ** $z1 0 0 (0,0) (2,3)
ok 90
# 91 $z0 **= $z1 0 0 (0,0) (2,3)
ok 91
ok 92
# 93 $z0 ** $z1 1 1 (1,0) (0,0)
ok 93
# 94 $z0 **= $z1 1 1 (1,0) (0,0)
ok 94
ok 95
# 96 $z0 ** $z1 1 1 (1,0) (1,0)
ok 96
# 97 $z0 **= $z1 1 1 (1,0) (1,0)
ok 97
ok 98
# 99 $z0 ** $z1 1 1 (1,0) (2,3)
ok 99
# 100 $z0 **= $z1 1 1 (1,0) (2,3)
ok 100
ok 101
# 102 $z0 ** $z1 1 1 (2,3) (0,0)
ok 102
# 103 $z0 **= $z1 1 1 (2,3) (0,0)
ok 103
ok 104
# 105 $z0 ** $z1 2+3i 2+3i (2,3) (1,0)
ok 105
# 106 $z0 **= $z1 2+3i 2+3i (2,3) (1,0)
ok 106
ok 107
# 108 $z0 ** $z1 1 1 (0,0) (0,0)
ok 108
# 109 $z0 **= $z1 1 1 (0,0) (0,0)
ok 109
ok 110
# 111 Re $z0 3 3 (3,4)
ok 111
# 112 Re $z0 -3 -3 (-3,4)
ok 112
# 113 Re $z0 6.12303176911189e-017 0 [1,pi/2]
ok 113
# 114 Im $z0 4 4 (3,4)
ok 114
# 115 Im $z0 -4 -4 (3,-4)
ok 115
# 116 Im $z0 1 1 [1,pi/2]
ok 116
# 117 abs $z0 5 5 (3,4)
ok 117
# 118 abs $z0 5 5 (-3,4)
ok 118
# 119 arg $z0 0 0 [2,0]
ok 119
# 120 arg $z0 3.14159265358979 3.14159265358979 [-2,0]
ok 120
# 121 ~ $z0 4-5i 4-5i (4,5)
ok 121
# 122 ~ $z0 -3-4i -3-4i (-3,4)
ok 122
# 123 ~ $z0 [2,-pi/2] [2,-pi/2] [2,pi/2]
ok 123
# 124 $z0 < $z1  0 (3,4) (1,2)
ok 124
# 125 $z0 < $z1  0 (3,4) (3,2)
ok 125
# 126 $z0 < $z1 1 1 (3,4) (3,8)
ok 126
# 127 $z0 < $z1 1 1 (4,4) (5,129)
ok 127
# 128 $z0 == $z1 0 0 (3,4) (4,5)
ok 128
# 129 $z0 == $z1 0 0 (3,4) (3,5)
ok 129
# 130 $z0 == $z1 0 0 (3,4) (2,4)
ok 130
# 131 $z0 == $z1 1 1 (3,4) (3,4)
ok 131
# 132 sqrt $z0 3i 3i -9
ok 132
# 133 sqrt $z0 10i 10i (-100,0)
ok 133
# 134 sqrt $z0 [5.8309518948453,-0.540419500270584] 5-3i (16,-30)
ok 134
# 135 _stringify_cartesian $z0 -100 -100 (-100,0)
ok 135
# 136 _stringify_cartesian $z0 i i (0,1)
ok 136
# 137 _stringify_cartesian $z0 4-3i 4-3i (4,-3)
ok 137
# 138 _stringify_cartesian $z0 4 4 (4,0)
ok 138
# 139 _stringify_cartesian $z0 -4 -4 (-4,0)
ok 139
# 140 _stringify_cartesian $z0 -2+4i -2+4i (-2,4)
ok 140
# 141 _stringify_cartesian $z0 -2-i -2-i (-2,-1)
ok 141
# 142 _stringify_polar $z0 [1,pi] [1,pi] [-1, 0]
ok 142
# 143 _stringify_polar $z0 [1,pi/3] [1,pi/3] [1, pi/3]
ok 143
# 144 _stringify_polar $z0 [6,-2pi/3] [6,-2pi/3] [6, -2*pi/3]
ok 144
# 145 _stringify_polar $z0 [0.5,-2.57039398930074] [0.5,-9pi/11] [0.5, -9*pi/11]
ok 145
# 146 z + ~z 8 8  (4,3)
ok 146
# 147 z + ~z -2.49688101928285 -2.49688101928285 [3,2]
ok 147
# 148 z + ~z -6 -6 (-3,4)
ok 148
# 149 z + ~z 0 0 (0,2)
ok 149
# 150 z + ~z 2.16120922347256 2.16120922347256 [2,1] 
ok 150
# 151 z - ~z 6i 6i  (4,3)
ok 151
# 152 z - ~z 5.45578456095409i 5.45578456095409i [3,2]
ok 152
# 153 z - ~z 8i 8i (-3,4)
ok 153
# 154 z - ~z 4i 4i (0,2)
ok 154
# 155 z - ~z 3.36588393923159i 3.36588393923159i [2,1] 
ok 155
# 156 z * ~z 25 25  (4,3)
ok 156
# 157 z * ~z 9 9 [3,2]
ok 157
# 158 z * ~z 25 25 (-3,4)
ok 158
# 159 z * ~z 4 4 (0,2)
ok 159
# 160 z * ~z 4 4 [2,1] 
ok 160
# 161 (root(z, 4))[1] ** 4 0.5 0.5  (0.5, 0)
ok 161
# 162 (root(z, 4))[1] ** 4 -0.5 -0.5 (-0.5, 0)
ok 162
# 163 (root(z, 4))[1] ** 4 2+3i 2+3i (2,3)
ok 163
# 164 (root(z, 4))[1] ** 4 [3,2] [3,2] [3,2]
ok 164
# 165 (root(z, 4))[1] ** 4 -3+2i -3+2i (-3,2)
ok 165
# 166 (root(z, 4))[1] ** 4 2i 2i (0,2)
ok 166
# 167 (root(z, 4))[1] ** 4 3 3 3
ok 167
# 168 (root(z, 4))[1] ** 4 1.2 1.2 1.2
ok 168
# 169 (root(z, 4))[1] ** 4 -3 -3 (-3, 0)
ok 169
# 170 (root(z, 4))[1] ** 4 -2-i -2-i (-2, -1)
ok 170
# 171 (root(z, 4))[1] ** 4 [2,1] [2,1] [2,1] 
ok 171
# 172 (root(z, 5))[3] ** 5 0.5 0.5  (0.5, 0)
ok 172
# 173 (root(z, 5))[3] ** 5 -0.5 -0.5 (-0.5, 0)
ok 173
# 174 (root(z, 5))[3] ** 5 2+3i 2+3i (2,3)
ok 174
# 175 (root(z, 5))[3] ** 5 [3,2] [3,2] [3,2]
ok 175
# 176 (root(z, 5))[3] ** 5 -3+2i -3+2i (-3,2)
ok 176
# 177 (root(z, 5))[3] ** 5 2i 2i (0,2)
ok 177
# 178 (root(z, 5))[3] ** 5 3 3 3
ok 178
# 179 (root(z, 5))[3] ** 5 1.2 1.2 1.2
ok 179
# 180 (root(z, 5))[3] ** 5 -3 -3 (-3, 0)
ok 180
# 181 (root(z, 5))[3] ** 5 -2-i -2-i (-2, -1)
ok 181
# 182 (root(z, 5))[3] ** 5 [2,1] [2,1] [2,1] 
ok 182
# 183 (root(z, 8))[7] ** 8 0.5 0.5  (0.5, 0)
ok 183
# 184 (root(z, 8))[7] ** 8 -0.5 -0.5 (-0.5, 0)
ok 184
# 185 (root(z, 8))[7] ** 8 2+3i 2+3i (2,3)
ok 185
# 186 (root(z, 8))[7] ** 8 [3,2] [3,2] [3,2]
ok 186
# 187 (root(z, 8))[7] ** 8 -3+2i -3+2i (-3,2)
ok 187
# 188 (root(z, 8))[7] ** 8 2i 2i (0,2)
ok 188
# 189 (root(z, 8))[7] ** 8 3 3 3
ok 189
# 190 (root(z, 8))[7] ** 8 1.2 1.2 1.2
ok 190
# 191 (root(z, 8))[7] ** 8 -3 -3 (-3, 0)
ok 191
# 192 (root(z, 8))[7] ** 8 -2-i -2-i (-2, -1)
ok 192
# 193 (root(z, 8))[7] ** 8 [2,1] [2,1] [2,1] 
ok 193
# 194 (root(z, 8, 0)) ** 8 0.5 0.5  (0.5, 0)
ok 194
# 195 (root(z, 8, 0)) ** 8 -0.5 -0.5 (-0.5, 0)
ok 195
# 196 (root(z, 8, 0)) ** 8 2+3i 2+3i (2,3)
ok 196
# 197 (root(z, 8, 0)) ** 8 [3,2] [3,2] [3,2]
ok 197
# 198 (root(z, 8, 0)) ** 8 -3+2i -3+2i (-3,2)
ok 198
# 199 (root(z, 8, 0)) ** 8 2i 2i (0,2)
ok 199
# 200 (root(z, 8, 0)) ** 8 3 3 3
ok 200
# 201 (root(z, 8, 0)) ** 8 1.2 1.2 1.2
ok 201
# 202 (root(z, 8, 0)) ** 8 -3 -3 (-3, 0)
ok 202
# 203 (root(z, 8, 0)) ** 8 -2-i -2-i (-2, -1)
ok 203
# 204 (root(z, 8, 0)) ** 8 [2,1] [2,1] [2,1] 
ok 204
# 205 (root(z, 8, 7)) ** 8 0.5 0.5  (0.5, 0)
ok 205
# 206 (root(z, 8, 7)) ** 8 -0.5 -0.5 (-0.5, 0)
ok 206
# 207 (root(z, 8, 7)) ** 8 2+3i 2+3i (2,3)
ok 207
# 208 (root(z, 8, 7)) ** 8 [3,2] [3,2] [3,2]
ok 208
# 209 (root(z, 8, 7)) ** 8 -3+2i -3+2i (-3,2)
ok 209
# 210 (root(z, 8, 7)) ** 8 2i 2i (0,2)
ok 210
# 211 (root(z, 8, 7)) ** 8 3 3 3
ok 211
# 212 (root(z, 8, 7)) ** 8 1.2 1.2 1.2
ok 212
# 213 (root(z, 8, 7)) ** 8 -3 -3 (-3, 0)
ok 213
# 214 (root(z, 8, 7)) ** 8 -2-i -2-i (-2, -1)
ok 214
# 215 (root(z, 8, 7)) ** 8 [2,1] [2,1] [2,1] 
ok 215
# 216 abs(z) 0.5 0.5  (0.5, 0)
ok 216
# 217 abs(z) 0.5 0.5 (-0.5, 0)
ok 217
# 218 abs(z) 3.60555127546399 3.60555127546399 (2,3)
ok 218
# 219 abs(z) 3 3 [3,2]
ok 219
# 220 abs(z) 3.60555127546399 3.60555127546399 (-3,2)
ok 220
# 221 abs(z) 2 2 (0,2)
ok 221
# 222 abs(z) 3 3 3
ok 222
# 223 abs(z) 1.2 1.2 1.2
ok 223
# 224 abs(z) 3 3 (-3, 0)
ok 224
# 225 abs(z) 2.23606797749979 2.23606797749979 (-2, -1)
ok 225
# 226 abs(z) 2 2 [2,1] 
ok 226
# 227 acot(z) 1.10714871779409 1.10714871779409  (0.5, 0)
ok 227
# 228 acot(z) -1.10714871779409 -1.10714871779409 (-0.5, 0)
ok 228
# 229 acot(z) 0.160875277198321-0.229072682968539i 0.160875277198321-0.229072682968539i (2,3)
ok 229
# 230 acot(z) -0.151264821272582-0.306032061613634i -0.151264821272582-0.306032061613634i [3,2]
ok 230
# 231 acot(z) -0.231823804500403-0.14694666622553i -0.231823804500403-0.14694666622553i (-3,2)
ok 231
# 232 acot(z) -0.549306144334055i -0.549306144334055i (0,2)
ok 232
# 233 acot(z) 0.321750554396642-5.55111512312578e-017i 0.321750554396642-5.55111512312578e-017i 3
ok 233
# 234 acot(z) 0.694738276196703 0.694738276196703 1.2
ok 234
# 235 acot(z) -0.321750554396642-5.55111512312578e-017i -0.321750554396642-5.55111512312578e-017i (-3, 0)
ok 235
# 236 acot(z) -0.392699081698724+0.173286795139986i -0.392699081698724+0.173286795139986i (-2, -1)
ok 236
# 237 acot(z) 0.312144231130105-0.408264994368984i 0.312144231130105-0.408264994368984i [2,1] 
ok 237
# 238 acsc(z) 1.5707963267949-1.31695789692482i 1.5707963267949-1.31695789692482i  (0.5, 0)
ok 238
# 239 acsc(z) -1.5707963267949+1.31695789692482i -1.5707963267949+1.31695789692482i (-0.5, 0)
ok 239
# 240 acsc(z) 0.150385604327862-0.231334698573973i 0.150385604327862-0.231334698573973i (2,3)
ok 240
# 241 acsc(z) -0.133043916528279-0.301225515671227i -0.133043916528279-0.301225515671227i [3,2]
ok 241
# 242 acsc(z) -0.229962902377208-0.157355498844986i -0.229962902377208-0.157355498844986i (-3,2)
ok 242
# 243 acsc(z) -0.481211825059604i -0.481211825059604i (0,2)
ok 243
# 244 acsc(z) 0.339836909454122 0.339836909454122 3
ok 244
# 245 acsc(z) 0.985110783337746 0.985110783337746 1.2
ok 245
# 246 acsc(z) -0.339836909454122 -0.339836909454122 (-3, 0)
ok 246
# 247 acsc(z) -0.401586391667806+0.21561241855583i -0.401586391667806+0.21561241855583i (-2, -1)
ok 247
# 248 acsc(z) 0.25040165498032-0.421671771582216i 0.25040165498032-0.421671771582216i [2,1] 
ok 248
# 249 acsc(z) 1.5707963267949-1.31695789692482i 1.5707963267949-1.31695789692482i  (0.5, 0)
ok 249
# 250 acsc(z) -1.5707963267949+1.31695789692482i -1.5707963267949+1.31695789692482i (-0.5, 0)
ok 250
# 251 acsc(z) 0.150385604327862-0.231334698573973i 0.150385604327862-0.231334698573973i (2,3)
ok 251
# 252 acsc(z) -0.133043916528279-0.301225515671227i -0.133043916528279-0.301225515671227i [3,2]
ok 252
# 253 acsc(z) -0.229962902377208-0.157355498844986i -0.229962902377208-0.157355498844986i (-3,2)
ok 253
# 254 acsc(z) -0.481211825059604i -0.481211825059604i (0,2)
ok 254
# 255 acsc(z) 0.339836909454122 0.339836909454122 3
ok 255
# 256 acsc(z) 0.985110783337746 0.985110783337746 1.2
ok 256
# 257 acsc(z) -0.339836909454122 -0.339836909454122 (-3, 0)
ok 257
# 258 acsc(z) -0.401586391667806+0.21561241855583i -0.401586391667806+0.21561241855583i (-2, -1)
ok 258
# 259 acsc(z) 0.25040165498032-0.421671771582216i 0.25040165498032-0.421671771582216i [2,1] 
ok 259
# 260 asec(z) 1.31695789692482i 1.31695789692482i  (0.5, 0)
ok 260
# 261 asec(z) 3.14159265358979-1.31695789692482i 3.14159265358979-1.31695789692482i (-0.5, 0)
ok 261
# 262 asec(z) 1.42041072246703+0.231334698573973i 1.42041072246703+0.231334698573973i (2,3)
ok 262
# 263 asec(z) 1.70384024332318+0.301225515671227i 1.70384024332318+0.301225515671227i [3,2]
ok 263
# 264 asec(z) 1.8007592291721+0.157355498844986i 1.8007592291721+0.157355498844986i (-3,2)
ok 264
# 265 asec(z) 1.5707963267949+0.481211825059604i 1.5707963267949+0.481211825059604i (0,2)
ok 265
# 266 asec(z) 1.23095941734077 1.23095941734077 3
ok 266
# 267 asec(z) 0.585685543457151 0.585685543457151 1.2
ok 267
# 268 asec(z) 1.91063323624902 1.91063323624902 (-3, 0)
ok 268
# 269 asec(z) 1.9723827184627-0.21561241855583i 1.9723827184627-0.21561241855583i (-2, -1)
ok 269
# 270 asec(z) 1.32039467181458+0.421671771582216i 1.32039467181458+0.421671771582216i [2,1] 
ok 270
# 271 cbrt(z) 0.7937005259841 0.7937005259841  (0.5, 0)
ok 271
# 272 cbrt(z) 0.39685026299205+0.687364818499301i 0.39685026299205+0.687364818499301i (-0.5, 0)
ok 272
# 273 cbrt(z) 1.45185661835266+0.493403534104005i 1.45185661835266+0.493403534104005i (2,3)
ok 273
# 274 cbrt(z) 1.13344556416562+0.891843582768405i 1.13344556416562+0.891843582768405i [3,2]
ok 274
# 275 cbrt(z) 1.01064294709397+1.15322830402742i 1.01064294709397+1.15322830402742i (-3,2)
ok 275
# 276 cbrt(z) 1.09112363597172+0.629960524947436i 1.09112363597172+0.629960524947436i (0,2)
ok 276
# 277 cbrt(z) 1.44224957030741 1.44224957030741 3
ok 277
# 278 cbrt(z) 1.06265856918261 1.06265856918261 1.2
ok 278
# 279 cbrt(z) 0.721124785153704+1.24902476648341i 0.721124785153704+1.24902476648341i (-3, 0)
ok 279
# 280 cbrt(z) 0.820363244883714-1.01832219514285i 0.820363244883714-1.01832219514285i (-2, -1)
ok 280
# 281 cbrt(z) 1.19057114790632+0.412239485907443i 1.19057114790632+0.412239485907443i [2,1] 
ok 281
# 282 cos(acos(z)) 0.5 0.5  (0.5, 0)
ok 282
# 283 cos(acos(z)) -0.5 -0.5 (-0.5, 0)
ok 283
# 284 cos(acos(z)) 2+3i 2+3i (2,3)
ok 284
# 285 cos(acos(z)) [3,2] [3,2] [3,2]
ok 285
# 286 cos(acos(z)) -3+2i -3+2i (-3,2)
ok 286
# 287 cos(acos(z)) 2i 2i (0,2)
ok 287
# 288 cos(acos(z)) 3 3 3
ok 288
# 289 cos(acos(z)) 1.2 1.2 1.2
ok 289
# 290 cos(acos(z)) -3 -3 (-3, 0)
ok 290
# 291 cos(acos(z)) -2-i -2-i (-2, -1)
ok 291
# 292 cos(acos(z)) [2,1] [2,1] [2,1] 
ok 292
# 293 addsq(cos(z), sin(z)) 1 1  (0.5, 0)
ok 293
# 294 addsq(cos(z), sin(z)) 1 1 (-0.5, 0)
ok 294
# 295 addsq(cos(z), sin(z)) 1 1 (2,3)
ok 295
# 296 addsq(cos(z), sin(z)) 1 1 [3,2]
ok 296
# 297 addsq(cos(z), sin(z)) 1 1 (-3,2)
ok 297
# 298 addsq(cos(z), sin(z)) 1 1 (0,2)
ok 298
# 299 addsq(cos(z), sin(z)) 1 1 3
ok 299
# 300 addsq(cos(z), sin(z)) 1 1 1.2
ok 300
# 301 addsq(cos(z), sin(z)) 1 1 (-3, 0)
ok 301
# 302 addsq(cos(z), sin(z)) 1 1 (-2, -1)
ok 302
# 303 addsq(cos(z), sin(z)) 1 1 [2,1] 
ok 303
# 304 cos(z) 0.877582561890373 0.877582561890373  (0.5, 0)
ok 304
# 305 cos(z) 0.877582561890373 0.877582561890373 (-0.5, 0)
ok 305
# 306 cos(z) -4.18962569096881-9.10922789375534i -4.18962569096881-9.10922789375534i (2,3)
ok 306
# 307 cos(z) 2.43398282759891+7.22525271373742i 2.43398282759891+7.22525271373742i [3,2]
ok 307
# 308 cos(z) -3.72454550491532+0.511822569987379i -3.72454550491532+0.511822569987379i (-3,2)
ok 308
# 309 cos(z) 3.76219569108363-8.88295259975256e-016i 3.76219569108363-8.88295259975256e-016i (0,2)
ok 309
# 310 cos(z) -0.989992496600445+3.13349364366704e-017i -0.989992496600445+3.13349364366704e-017i 3
ok 310
# 311 cos(z) 0.362357754476674 0.362357754476674 1.2
ok 311
# 312 cos(z) -0.989992496600445-3.13349364366704e-017i -0.989992496600445-3.13349364366704e-017i (-3, 0)
ok 312
# 313 cos(z) -0.64214812471552-1.06860742138278i -0.64214812471552-1.06860742138278i (-2, -1)
ok 313
# 314 cos(z) 1.31050294172865-2.29186253737294i 1.31050294172865-2.29186253737294i [2,1] 
ok 314
# 315 subsq(cosh(z), sinh(z)) 1 1  (0.5, 0)
ok 315
# 316 subsq(cosh(z), sinh(z)) 1 1 (-0.5, 0)
ok 316
# 317 subsq(cosh(z), sinh(z)) 1 1 (2,3)
ok 317
# 318 subsq(cosh(z), sinh(z)) 1 1 [3,2]
ok 318
# 319 subsq(cosh(z), sinh(z)) 1 1 (-3,2)
ok 319
# 320 subsq(cosh(z), sinh(z)) 1 1 (0,2)
ok 320
# 321 subsq(cosh(z), sinh(z)) 1 1 3
ok 321
# 322 subsq(cosh(z), sinh(z)) 1 1 1.2
ok 322
# 323 subsq(cosh(z), sinh(z)) 1 1 (-3, 0)
ok 323
# 324 subsq(cosh(z), sinh(z)) 1 1 (-2, -1)
ok 324
# 325 subsq(cosh(z), sinh(z)) 1 1 [2,1] 
ok 325
# 326 cot(acot(z)) 0.5 0.5  (0.5, 0)
ok 326
# 327 cot(acot(z)) -0.5 -0.5 (-0.5, 0)
ok 327
# 328 cot(acot(z)) 2+3i 2+3i (2,3)
ok 328
# 329 cot(acot(z)) [3,2] [3,2] [3,2]
ok 329
# 330 cot(acot(z)) -3+2i -3+2i (-3,2)
ok 330
# 331 cot(acot(z)) 2i 2i (0,2)
ok 331
# 332 cot(acot(z)) 3 3 3
ok 332
# 333 cot(acot(z)) 1.2 1.2 1.2
ok 333
# 334 cot(acot(z)) -3 -3 (-3, 0)
ok 334
# 335 cot(acot(z)) -2-i -2-i (-2, -1)
ok 335
# 336 cot(acot(z)) [2,1] [2,1] [2,1] 
ok 336
# 337 cot(z) 1.83048772171245 1.83048772171245  (0.5, 0)
ok 337
# 338 cot(z) -1.83048772171245 -1.83048772171245 (-0.5, 0)
ok 338
# 339 cot(z) -0.00373971037633686-0.996757796569358i -0.00373971037633686-0.996757796569358i (2,3)
ok 339
# 340 cot(z) -0.00509918708429202-0.993181958947316i -0.00509918708429202-0.993181958947316i [3,2]
ok 340
# 341 cot(z) 0.0106047834703371-1.035746637765i 0.0106047834703371-1.035746637765i (-3,2)
ok 341
# 342 cot(z) -1.03731472072755i -1.03731472072755i (0,2)
ok 342
# 343 cot(z) -7.01525255143453 -7.01525255143453 3
ok 343
# 344 cot(z) 0.388779569368205 0.388779569368205 1.2
ok 344
# 345 cot(z) 7.01525255143453 7.01525255143453 (-3, 0)
ok 345
# 346 cot(z) 0.171383612909185+0.821329797493852i 0.171383612909185+0.821329797493852i (-2, -1)
ok 346
# 347 cot(z) 0.0551838599284974-0.96072441079458i 0.0551838599284974-0.96072441079458i [2,1] 
ok 347
# 348 cot(z) 1.83048772171245 1.83048772171245  (0.5, 0)
ok 348
# 349 cot(z) -1.83048772171245 -1.83048772171245 (-0.5, 0)
ok 349
# 350 cot(z) -0.00373971037633686-0.996757796569358i -0.00373971037633686-0.996757796569358i (2,3)
ok 350
# 351 cot(z) -0.00509918708429202-0.993181958947316i -0.00509918708429202-0.993181958947316i [3,2]
ok 351
# 352 cot(z) 0.0106047834703371-1.035746637765i 0.0106047834703371-1.035746637765i (-3,2)
ok 352
# 353 cot(z) -1.03731472072755i -1.03731472072755i (0,2)
ok 353
# 354 cot(z) -7.01525255143453 -7.01525255143453 3
ok 354
# 355 cot(z) 0.388779569368205 0.388779569368205 1.2
ok 355
# 356 cot(z) 7.01525255143453 7.01525255143453 (-3, 0)
ok 356
# 357 cot(z) 0.171383612909185+0.821329797493852i 0.171383612909185+0.821329797493852i (-2, -1)
ok 357
# 358 cot(z) 0.0551838599284974-0.96072441079458i 0.0551838599284974-0.96072441079458i [2,1] 
ok 358
# 359 csc(acsc(z)) 0.5 0.5  (0.5, 0)
ok 359
# 360 csc(acsc(z)) -0.5 -0.5 (-0.5, 0)
ok 360
# 361 csc(acsc(z)) 2+3i 2+3i (2,3)
ok 361
# 362 csc(acsc(z)) [3,2] [3,2] [3,2]
ok 362
# 363 csc(acsc(z)) -3+2i -3+2i (-3,2)
ok 363
# 364 csc(acsc(z)) 2i 2i (0,2)
ok 364
# 365 csc(acsc(z)) 3 3 3
ok 365
# 366 csc(acsc(z)) 1.2 1.2 1.2
ok 366
# 367 csc(acsc(z)) -3 -3 (-3, 0)
ok 367
# 368 csc(acsc(z)) -2-i -2-i (-2, -1)
ok 368
# 369 csc(acsc(z)) [2,1] [2,1] [2,1] 
ok 369
# 370 csc(z) 2.08582964293349 2.08582964293349  (0.5, 0)
ok 370
# 371 csc(z) -2.08582964293349 -2.08582964293349 (-0.5, 0)
ok 371
# 372 csc(z) 0.0904732097532074+0.0412009862885741i 0.0904732097532074+0.0412009862885741i (2,3)
ok 372
# 373 csc(z) -0.123663880812829-0.0409531108366332i -0.123663880812829-0.0409531108366332i [3,2]
ok 373
# 374 csc(z) -0.0403005788568915+0.27254866146294i -0.0403005788568915+0.27254866146294i (-3,2)
ok 374
# 375 csc(z) -0.275720564771783i -0.275720564771783i (0,2)
ok 375
# 376 csc(z) 7.08616739573719 7.08616739573719 3
ok 376
# 377 csc(z) 1.0729163777099 1.0729163777099 1.2
ok 377
# 378 csc(z) -7.08616739573719 -7.08616739573719 (-3, 0)
ok 378
# 379 csc(z) -0.6354937992539-0.221500930850509i -0.6354937992539-0.221500930850509i (-2, -1)
ok 379
# 380 csc(z) 0.326276897990534-0.162489228142394i 0.326276897990534-0.162489228142394i [2,1] 
ok 380
# 381 csc(z) 2.08582964293349 2.08582964293349  (0.5, 0)
ok 381
# 382 csc(z) -2.08582964293349 -2.08582964293349 (-0.5, 0)
ok 382
# 383 csc(z) 0.0904732097532074+0.0412009862885741i 0.0904732097532074+0.0412009862885741i (2,3)
ok 383
# 384 csc(z) -0.123663880812829-0.0409531108366332i -0.123663880812829-0.0409531108366332i [3,2]
ok 384
# 385 csc(z) -0.0403005788568915+0.27254866146294i -0.0403005788568915+0.27254866146294i (-3,2)
ok 385
# 386 csc(z) -0.275720564771783i -0.275720564771783i (0,2)
ok 386
# 387 csc(z) 7.08616739573719 7.08616739573719 3
ok 387
# 388 csc(z) 1.0729163777099 1.0729163777099 1.2
ok 388
# 389 csc(z) -7.08616739573719 -7.08616739573719 (-3, 0)
ok 389
# 390 csc(z) -0.6354937992539-0.221500930850509i -0.6354937992539-0.221500930850509i (-2, -1)
ok 390
# 391 csc(z) 0.326276897990534-0.162489228142394i 0.326276897990534-0.162489228142394i [2,1] 
ok 391
# 392 exp(log(z)) 0.5 0.5  (0.5, 0)
ok 392
# 393 exp(log(z)) -0.5 -0.5 (-0.5, 0)
ok 393
# 394 exp(log(z)) 2+3i 2+3i (2,3)
ok 394
# 395 exp(log(z)) [3,2] [3,2] [3,2]
ok 395
# 396 exp(log(z)) -3+2i -3+2i (-3,2)
ok 396
# 397 exp(log(z)) 2i 2i (0,2)
ok 397
# 398 exp(log(z)) 3 3 3
ok 398
# 399 exp(log(z)) 1.2 1.2 1.2
ok 399
# 400 exp(log(z)) -3 -3 (-3, 0)
ok 400
# 401 exp(log(z)) -2-i -2-i (-2, -1)
ok 401
# 402 exp(log(z)) [2,1] [2,1] [2,1] 
ok 402
# 403 exp(z) 1.64872127070013 1.64872127070013  (0.5, 0)
ok 403
# 404 exp(z) 0.606530659712633 0.606530659712633 (-0.5, 0)
ok 404
# 405 exp(z) -7.3151100949011+1.0427436562359i -7.3151100949011+1.0427436562359i (2,3)
ok 405
# 406 exp(z) -0.262744549808075+0.115354763128585i -0.262744549808075+0.115354763128585i [3,2]
ok 406
# 407 exp(z) -0.0207187310022429+0.045271253156093i -0.0207187310022429+0.045271253156093i (-3,2)
ok 407
# 408 exp(z) -0.416146836547142+0.909297426825682i -0.416146836547142+0.909297426825682i (0,2)
ok 408
# 409 exp(z) 20.0855369231877 20.0855369231877 3
ok 409
# 410 exp(z) 3.32011692273655 3.32011692273655 1.2
ok 410
# 411 exp(z) 0.0497870683678639 0.0497870683678639 (-3, 0)
ok 411
# 412 exp(z) 0.0731219655980596-0.113880714064368i 0.0731219655980596-0.113880714064368i (-2, -1)
ok 412
# 413 exp(z) -0.32974051719538+2.92795159370698i -0.32974051719538+2.92795159370698i [2,1] 
ok 413
# 414 ln(z) -0.693147180559945 -0.693147180559945  (0.5, 0)
ok 414
# 415 ln(z) -0.693147180559945+3.14159265358979i -0.693147180559945+3.14159265358979i (-0.5, 0)
ok 415
# 416 ln(z) 1.28247467873077+0.982793723247329i 1.28247467873077+0.982793723247329i (2,3)
ok 416
# 417 ln(z) 1.09861228866811+2i 1.09861228866811+2i [3,2]
ok 417
# 418 ln(z) 1.28247467873077+2.55359005004223i 1.28247467873077+2.55359005004223i (-3,2)
ok 418
# 419 ln(z) 0.693147180559945+1.5707963267949i 0.693147180559945+1.5707963267949i (0,2)
ok 419
# 420 ln(z) 1.09861228866811 1.09861228866811 3
ok 420
# 421 ln(z) 0.182321556793955 0.182321556793955 1.2
ok 421
# 422 ln(z) 1.09861228866811+3.14159265358979i 1.09861228866811+3.14159265358979i (-3, 0)
ok 422
# 423 ln(z) 0.80471895621705-2.67794504458899i 0.80471895621705-2.67794504458899i (-2, -1)
ok 423
# 424 ln(z) 0.693147180559945+i 0.693147180559945+i [2,1] 
ok 424
# 425 log(exp(z)) 0.5 0.5  (0.5, 0)
ok 425
# 426 log(exp(z)) -0.5 -0.5 (-0.5, 0)
ok 426
# 427 log(exp(z)) 2+3i 2+3i (2,3)
ok 427
# 428 log(exp(z)) [3,2] [3,2] [3,2]
ok 428
# 429 log(exp(z)) -3+2i -3+2i (-3,2)
ok 429
# 430 log(exp(z)) 2i 2i (0,2)
ok 430
# 431 log(exp(z)) 3 3 3
ok 431
# 432 log(exp(z)) 1.2 1.2 1.2
ok 432
# 433 log(exp(z)) -3 -3 (-3, 0)
ok 433
# 434 log(exp(z)) -2-i -2-i (-2, -1)
ok 434
# 435 log(exp(z)) [2,1] [2,1] [2,1] 
ok 435
# 436 log(z) -0.693147180559945 -0.693147180559945  (0.5, 0)
ok 436
# 437 log(z) -0.693147180559945+3.14159265358979i -0.693147180559945+3.14159265358979i (-0.5, 0)
ok 437
# 438 log(z) 1.28247467873077+0.982793723247329i 1.28247467873077+0.982793723247329i (2,3)
ok 438
# 439 log(z) 1.09861228866811+2i 1.09861228866811+2i [3,2]
ok 439
# 440 log(z) 1.28247467873077+2.55359005004223i 1.28247467873077+2.55359005004223i (-3,2)
ok 440
# 441 log(z) 0.693147180559945+1.5707963267949i 0.693147180559945+1.5707963267949i (0,2)
ok 441
# 442 log(z) 1.09861228866811 1.09861228866811 3
ok 442
# 443 log(z) 0.182321556793955 0.182321556793955 1.2
ok 443
# 444 log(z) 1.09861228866811+3.14159265358979i 1.09861228866811+3.14159265358979i (-3, 0)
ok 444
# 445 log(z) 0.80471895621705-2.67794504458899i 0.80471895621705-2.67794504458899i (-2, -1)
ok 445
# 446 log(z) 0.693147180559945+i 0.693147180559945+i [2,1] 
ok 446
# 447 log10(z) -0.301029995663981 -0.301029995663981  (0.5, 0)
ok 447
# 448 log10(z) -0.301029995663981+1.36437635384184i -0.301029995663981+1.36437635384184i (-0.5, 0)
ok 448
# 449 log10(z) 0.556971676153418+0.426821890855467i 0.556971676153418+0.426821890855467i (2,3)
ok 449
# 450 log10(z) 0.477121254719662+0.868588963806504i 0.477121254719662+0.868588963806504i [3,2]
ok 450
# 451 log10(z) 0.556971676153418+1.10901006777639i 0.556971676153418+1.10901006777639i (-3,2)
ok 451
# 452 log10(z) 0.301029995663981+0.682188176920921i 0.301029995663981+0.682188176920921i (0,2)
ok 452
# 453 log10(z) 0.477121254719662 0.477121254719662 3
ok 453
# 454 log10(z) 0.0791812460476248 0.0791812460476248 1.2
ok 454
# 455 log10(z) 0.477121254719662+1.36437635384184i 0.477121254719662+1.36437635384184i (-3, 0)
ok 455
# 456 log10(z) 0.349485002168009-1.16301675570515i 0.349485002168009-1.16301675570515i (-2, -1)
ok 456
# 457 log10(z) 0.301029995663981+0.434294481903252i 0.301029995663981+0.434294481903252i [2,1] 
ok 457
# 458 logn(z, 2) -1 -1  (0.5, 0)
ok 458
# 459 logn(z, 2) -1+4.53236014182719i -1+4.53236014182719i (-0.5, 0)
ok 459
# 460 logn(z, 2) 1.85021985907055+1.41787163074572i 1.85021985907055+1.41787163074572i (2,3)
ok 460
# 461 logn(z, 2) 1.58496250072116+2.88539008177793i 1.58496250072116+2.88539008177793i [3,2]
ok 461
# 462 logn(z, 2) 1.85021985907055+3.68405170165932i 1.85021985907055+3.68405170165932i (-3,2)
ok 462
# 463 logn(z, 2) 1+2.2661800709136i 1+2.2661800709136i (0,2)
ok 463
# 464 logn(z, 2) 1.58496250072116 1.58496250072116 3
ok 464
# 465 logn(z, 2) 0.263034405833794 0.263034405833794 1.2
ok 465
# 466 logn(z, 2) 1.58496250072116+4.53236014182719i 1.58496250072116+4.53236014182719i (-3, 0)
ok 466
# 467 logn(z, 2) 1.16096404744368-3.86345803560171i 1.16096404744368-3.86345803560171i (-2, -1)
ok 467
# 468 logn(z, 2) 1+1.44269504088896i 1+1.44269504088896i [2,1] 
ok 468
# 469 logn(z, 3) -0.630929753571457 -0.630929753571457  (0.5, 0)
ok 469
# 470 logn(z, 3) -0.630929753571457+2.85960086738013i -0.630929753571457+2.85960086738013i (-0.5, 0)
ok 470
# 471 logn(z, 3) 1.1673587597364+0.894577398582359i 1.1673587597364+0.894577398582359i (2,3)
ok 471
# 472 logn(z, 3) 1+1.82047845325367i 1+1.82047845325367i [3,2]
ok 472
# 473 logn(z, 3) 1.1673587597364+2.32437783227242i 1.1673587597364+2.32437783227242i (-3,2)
ok 473
# 474 logn(z, 3) 0.630929753571457+1.42980043369006i 0.630929753571457+1.42980043369006i (0,2)
ok 474
# 475 logn(z, 3) 1 1 3
ok 475
# 476 logn(z, 3) 0.16595623285353 0.16595623285353 1.2
ok 476
# 477 logn(z, 3) 1+2.85960086738013i 1+2.85960086738013i (-3, 0)
ok 477
# 478 logn(z, 3) 0.732486760358964-2.43757062633585i 0.732486760358964-2.43757062633585i (-2, -1)
ok 478
# 479 logn(z, 3) 0.630929753571457+0.910239226626837i 0.630929753571457+0.910239226626837i [2,1] 
ok 479
# 480 sec(asec(z)) 0.5 0.5  (0.5, 0)
ok 480
# 481 sec(asec(z)) -0.5 -0.5 (-0.5, 0)
ok 481
# 482 sec(asec(z)) 2+3i 2+3i (2,3)
ok 482
# 483 sec(asec(z)) [3,2] [3,2] [3,2]
ok 483
# 484 sec(asec(z)) -3+2i -3+2i (-3,2)
ok 484
# 485 sec(asec(z)) 2i 2i (0,2)
ok 485
# 486 sec(asec(z)) 3 3 3
ok 486
# 487 sec(asec(z)) 1.2 1.2 1.2
ok 487
# 488 sec(asec(z)) -3 -3 (-3, 0)
ok 488
# 489 sec(asec(z)) -2-i -2-i (-2, -1)
ok 489
# 490 sec(asec(z)) [2,1] [2,1] [2,1] 
ok 490
# 491 sec(z) 1.13949392732455 1.13949392732455  (0.5, 0)
ok 491
# 492 sec(z) 1.13949392732455 1.13949392732455 (-0.5, 0)
ok 492
# 493 sec(z) -0.0416749644111443+0.0906111371962376i -0.0416749644111443+0.0906111371962376i (2,3)
ok 493
# 494 sec(z) 0.0418724165979216-0.12429783325683i 0.0418724165979216-0.12429783325683i [3,2]
ok 494
# 495 sec(z) -0.263512975158389-0.0362116365587685i -0.263512975158389-0.0362116365587685i (-3,2)
ok 495
# 496 sec(z) 0.26580222883408 0.26580222883408 (0,2)
ok 496
# 497 sec(z) -1.01010866590799 -1.01010866590799 3
ok 497
# 498 sec(z) 2.75970360133241 2.75970360133241 1.2
ok 498
# 499 sec(z) -1.01010866590799 -1.01010866590799 (-3, 0)
ok 499
# 500 sec(z) -0.41314934426694+0.687527438655479i -0.41314934426694+0.687527438655479i (-2, -1)
ok 500
# 501 sec(z) 0.188019109446935+0.328815708481544i 0.188019109446935+0.328815708481544i [2,1] 
ok 501
# 502 sin(asin(z)) 0.5 0.5  (0.5, 0)
ok 502
# 503 sin(asin(z)) -0.5 -0.5 (-0.5, 0)
ok 503
# 504 sin(asin(z)) 2+3i 2+3i (2,3)
ok 504
# 505 sin(asin(z)) [3,2] [3,2] [3,2]
ok 505
# 506 sin(asin(z)) -3+2i -3+2i (-3,2)
ok 506
# 507 sin(asin(z)) 2i 2i (0,2)
ok 507
# 508 sin(asin(z)) 3 3 3
ok 508
# 509 sin(asin(z)) 1.2 1.2 1.2
ok 509
# 510 sin(asin(z)) -3 -3 (-3, 0)
ok 510
# 511 sin(asin(z)) -2-i -2-i (-2, -1)
ok 511
# 512 sin(asin(z)) [2,1] [2,1] [2,1] 
ok 512
# 513 sin(i * z) 0.521095305493747i 0.521095305493747i  (0.5, 0)
ok 513
# 514 sin(i * z) -0.521095305493747i -0.521095305493747i (-0.5, 0)
ok 514
# 515 sin(i * z) -0.53092108624852-3.59056458998578i -0.53092108624852-3.59056458998578i (2,3)
ok 515
# 516 sin(i * z) -0.758143582938543+1.46408569964616i -0.758143582938543+1.46408569964616i [3,2]
ok 516
# 517 sin(i * z) -9.15449914691143+4.16890695996656i -9.15449914691143+4.16890695996656i (-3,2)
ok 517
# 518 sin(i * z) -0.909297426825682 -0.909297426825682 (0,2)
ok 518
# 519 sin(i * z) 10.0178749274099i 10.0178749274099i 3
ok 519
# 520 sin(i * z) 1.50946135541217i 1.50946135541217i 1.2
ok 520
# 521 sin(i * z) -10.0178749274099i -10.0178749274099i (-3, 0)
ok 521
# 522 sin(i * z) 3.16577851321617-1.95960104142161i 3.16577851321617-1.95960104142161i (-2, -1)
ok 522
# 523 sin(i * z) -1.632604949157-0.145879553965042i -1.632604949157-0.145879553965042i [2,1] 
ok 523
# 524 sqrt(z) * sqrt(z) 0.5 0.5  (0.5, 0)
ok 524
# 525 sqrt(z) * sqrt(z) -0.5 -0.5 (-0.5, 0)
ok 525
# 526 sqrt(z) * sqrt(z) 2+3i 2+3i (2,3)
ok 526
# 527 sqrt(z) * sqrt(z) [3,2] [3,2] [3,2]
ok 527
# 528 sqrt(z) * sqrt(z) -3+2i -3+2i (-3,2)
ok 528
# 529 sqrt(z) * sqrt(z) 2i 2i (0,2)
ok 529
# 530 sqrt(z) * sqrt(z) 3 3 3
ok 530
# 531 sqrt(z) * sqrt(z) 1.2 1.2 1.2
ok 531
# 532 sqrt(z) * sqrt(z) -3 -3 (-3, 0)
ok 532
# 533 sqrt(z) * sqrt(z) -2-i -2-i (-2, -1)
ok 533
# 534 sqrt(z) * sqrt(z) [2,1] [2,1] [2,1] 
ok 534
# 535 sqrt(z) 0.707106781186548 0.707106781186548  (0.5, 0)
ok 535
# 536 sqrt(z) 4.32963728535968e-017+0.707106781186548i 4.32963728535968e-017+0.707106781186548i (-0.5, 0)
ok 536
# 537 sqrt(z) 1.67414922803554+0.895977476129838i 1.67414922803554+0.895977476129838i (2,3)
ok 537
# 538 sqrt(z) 0.935831045210238+1.4574704987823i 0.935831045210238+1.4574704987823i [3,2]
ok 538
# 539 sqrt(z) 0.550250522700337+1.81735402102397i 0.550250522700337+1.81735402102397i (-3,2)
ok 539
# 540 sqrt(z) 1+i 1+i (0,2)
ok 540
# 541 sqrt(z) 1.73205080756888 1.73205080756888 3
ok 541
# 542 sqrt(z) 1.09544511501033 1.09544511501033 1.2
ok 542
# 543 sqrt(z) 1.06054021204601e-016+1.73205080756888i 1.06054021204601e-016+1.73205080756888i (-3, 0)
ok 543
# 544 sqrt(z) 0.343560749722513-1.45534669022535i 0.343560749722513-1.45534669022535i (-2, -1)
ok 544
# 545 sqrt(z) 1.24108916112749+0.67801009884209i 1.24108916112749+0.67801009884209i [2,1] 
ok 545
# 546 tan(atan(z)) 0.5 0.5  (0.5, 0)
ok 546
# 547 tan(atan(z)) -0.5 -0.5 (-0.5, 0)
ok 547
# 548 tan(atan(z)) 2+3i 2+3i (2,3)
ok 548
# 549 tan(atan(z)) [3,2] [3,2] [3,2]
ok 549
# 550 tan(atan(z)) -3+2i -3+2i (-3,2)
ok 550
# 551 tan(atan(z)) 2i 2i (0,2)
ok 551
# 552 tan(atan(z)) 3 3 3
ok 552
# 553 tan(atan(z)) 1.2 1.2 1.2
ok 553
# 554 tan(atan(z)) -3 -3 (-3, 0)
ok 554
# 555 tan(atan(z)) -2-i -2-i (-2, -1)
ok 555
# 556 tan(atan(z)) [2,1] [2,1] [2,1] 
ok 556
# 557 z**z [0.707106781186548,0] [0.707106781186548,0]  (0.5, 0)
ok 557
# 558 z**z [1.41421356237309,-pi/2] [1.41421356237309,-pi/2] (-0.5, 0)
ok 558
# 559 z**z [0.681518547660007,5.81301148268696] [0.681518547660007,5.81301148268696] (2,3)
ok 559
# 560 z**z [0.00108374066174827,0.500014962212101] [0.00108374066174827,0.500014962212101] [3,2]
ok 560
# 561 z**z [0.000129141205461561,-5.09582079266514] [0.000129141205461561,-5.09582079266514] (-3,2)
ok 561
# 562 z**z [0.0432139182637723,1.38629436111989] [0.0432139182637723,1.38629436111989] (0,2)
ok 562
# 563 z**z [27,0] [27,0] 3
ok 563
# 564 z**z [1.24456474720398,0] [1.24456474720398,0] 1.2
ok 564
# 565 z**z [0.037037037037037,-10pi/2] [0.037037037037037,-10pi/2] (-3, 0)
ok 565
# 566 z**z [0.0137408386487583,4.55117113296092] [0.0137408386487583,4.55117113296092] (-2, -1)
ok 566
# 567 z**z [0.393008542899759,2.24713109302147] [0.393008542899759,2.24713109302147] [2,1] 
ok 567
# 568 cosh(acosh(z)) 1+i 1+i  (1,1)
ok 568
# 569 cosh(acosh(z)) [1,0.5] [1,0.5] [1,0.5]
ok 569
# 570 cosh(acosh(z)) -2-i -2-i (-2, -1)
ok 570
# 571 cosh(acosh(z)) 2 2 2
ok 571
# 572 cosh(acosh(z)) -3 -3 -3
ok 572
# 573 cosh(acosh(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 573
# 574 cosh(acosh(z)) 0.5i 0.5i (0,0.5)
ok 574
# 575 cosh(acosh(z)) 0.5 0.5 0.5
ok 575
# 576 cosh(acosh(z)) 2 2 (2, 0)
ok 576
# 577 cosh(acosh(z)) -1-2i -1-2i (-1, -2) 
ok 577
# 578 coth(acoth(z)) 1+i 1+i  (1,1)
ok 578
# 579 coth(acoth(z)) [1,0.5] [1,0.5] [1,0.5]
ok 579
# 580 coth(acoth(z)) -2-i -2-i (-2, -1)
ok 580
# 581 coth(acoth(z)) 2 2 2
ok 581
# 582 coth(acoth(z)) -3 -3 -3
ok 582
# 583 coth(acoth(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 583
# 584 coth(acoth(z)) 0.5i 0.5i (0,0.5)
ok 584
# 585 coth(acoth(z)) 0.5 0.5 0.5
ok 585
# 586 coth(acoth(z)) 2 2 (2, 0)
ok 586
# 587 coth(acoth(z)) -1-2i -1-2i (-1, -2) 
ok 587
# 588 coth(z) 0.868014142895925-0.217621561854403i 0.868014142895925-0.217621561854403i  (1,1)
ok 588
# 589 coth(z) 1.16703495964174-0.340462075687244i 1.16703495964174-0.340462075687244i [1,0.5]
ok 589
# 590 coth(z) -0.984329226458191+0.0327977555337526i -0.984329226458191+0.0327977555337526i (-2, -1)
ok 590
# 591 coth(z) 1.03731472072755 1.03731472072755 2
ok 591
# 592 coth(z) -1.00496982331369 -1.00496982331369 -3
ok 592
# 593 coth(z) -1.1256922480706-0.261172821133439i -1.1256922480706-0.261172821133439i (-1,0.5)
ok 593
# 594 coth(z) -1.83048772171245i -1.83048772171245i (0,0.5)
ok 594
# 595 coth(z) 2.16395341373865 2.16395341373865 0.5
ok 595
# 596 coth(z) 1.03731472072755 1.03731472072755 (2, 0)
ok 596
# 597 coth(z) -0.821329797493852-0.171383612909185i -0.821329797493852-0.171383612909185i (-1, -2) 
ok 597
# 598 coth(z) 0.868014142895925-0.217621561854403i 0.868014142895925-0.217621561854403i  (1,1)
ok 598
# 599 coth(z) 1.16703495964174-0.340462075687244i 1.16703495964174-0.340462075687244i [1,0.5]
ok 599
# 600 coth(z) -0.984329226458191+0.0327977555337526i -0.984329226458191+0.0327977555337526i (-2, -1)
ok 600
# 601 coth(z) 1.03731472072755 1.03731472072755 2
ok 601
# 602 coth(z) -1.00496982331369 -1.00496982331369 -3
ok 602
# 603 coth(z) -1.1256922480706-0.261172821133439i -1.1256922480706-0.261172821133439i (-1,0.5)
ok 603
# 604 coth(z) -1.83048772171245i -1.83048772171245i (0,0.5)
ok 604
# 605 coth(z) 2.16395341373865 2.16395341373865 0.5
ok 605
# 606 coth(z) 1.03731472072755 1.03731472072755 (2, 0)
ok 606
# 607 coth(z) -0.821329797493852-0.171383612909185i -0.821329797493852-0.171383612909185i (-1, -2) 
ok 607
# 608 csch(acsch(z)) 1+i 1+i  (1,1)
ok 608
# 609 csch(acsch(z)) [1,0.5] [1,0.5] [1,0.5]
ok 609
# 610 csch(acsch(z)) -2-i -2-i (-2, -1)
ok 610
# 611 csch(acsch(z)) 2 2 2
ok 611
# 612 csch(acsch(z)) -3 -3 -3
ok 612
# 613 csch(acsch(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 613
# 614 csch(acsch(z)) 0.5i 0.5i (0,0.5)
ok 614
# 615 csch(acsch(z)) 0.5 0.5 0.5
ok 615
# 616 csch(acsch(z)) 2 2 (2, 0)
ok 616
# 617 csch(acsch(z)) -1-2i -1-2i (-1, -2) 
ok 617
# 618 csch(z) 0.303931001628426-0.621518017170428i 0.303931001628426-0.621518017170428i  (1,1)
ok 618
# 619 csch(z) 0.734145985387982-0.541215443069166i 0.734145985387982-0.541215443069166i [1,0.5]
ok 619
# 620 csch(z) -0.141363021612408+0.228375065599687i -0.141363021612408+0.228375065599687i (-2, -1)
ok 620
# 621 csch(z) 0.275720564771783 0.275720564771783 2
ok 621
# 622 csch(z) -0.0998215696688227 -0.0998215696688227 -3
ok 622
# 623 csch(z) -0.640204967046463-0.459228271084789i -0.640204967046463-0.459228271084789i (-1,0.5)
ok 623
# 624 csch(z) -2.08582964293349i -2.08582964293349i (0,0.5)
ok 624
# 625 csch(z) 1.91903475133494 1.91903475133494 0.5
ok 625
# 626 csch(z) 0.275720564771783 0.275720564771783 (2, 0)
ok 626
# 627 csch(z) 0.221500930850509+0.6354937992539i 0.221500930850509+0.6354937992539i (-1, -2) 
ok 627
# 628 csch(z) 0.303931001628426-0.621518017170428i 0.303931001628426-0.621518017170428i  (1,1)
ok 628
# 629 csch(z) 0.734145985387982-0.541215443069166i 0.734145985387982-0.541215443069166i [1,0.5]
ok 629
# 630 csch(z) -0.141363021612408+0.228375065599687i -0.141363021612408+0.228375065599687i (-2, -1)
ok 630
# 631 csch(z) 0.275720564771783 0.275720564771783 2
ok 631
# 632 csch(z) -0.0998215696688227 -0.0998215696688227 -3
ok 632
# 633 csch(z) -0.640204967046463-0.459228271084789i -0.640204967046463-0.459228271084789i (-1,0.5)
ok 633
# 634 csch(z) -2.08582964293349i -2.08582964293349i (0,0.5)
ok 634
# 635 csch(z) 1.91903475133494 1.91903475133494 0.5
ok 635
# 636 csch(z) 0.275720564771783 0.275720564771783 (2, 0)
ok 636
# 637 csch(z) 0.221500930850509+0.6354937992539i 0.221500930850509+0.6354937992539i (-1, -2) 
ok 637
# 638 sech(asech(z)) 1+i 1+i  (1,1)
ok 638
# 639 sech(asech(z)) [1,0.5] [1,0.5] [1,0.5]
ok 639
# 640 sech(asech(z)) -2-i -2-i (-2, -1)
ok 640
# 641 sech(asech(z)) 2 2 2
ok 641
# 642 sech(asech(z)) -3 -3 -3
ok 642
# 643 sech(asech(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 643
# 644 sech(asech(z)) 0.5i 0.5i (0,0.5)
ok 644
# 645 sech(asech(z)) 0.5 0.5 0.5
ok 645
# 646 sech(asech(z)) 2 2 (2, 0)
ok 646
# 647 sech(asech(z)) -1-2i -1-2i (-1, -2) 
ok 647
# 648 sech(z) 0.498337030555187-0.591083841721045i 0.498337030555187-0.591083841721045i  (1,1)
ok 648
# 649 sech(z) 0.704410253888215-0.258253159774689i 0.704410253888215-0.258253159774689i [1,0.5]
ok 649
# 650 sech(z) 0.151176298265577-0.226973675393722i 0.151176298265577-0.226973675393722i (-2, -1)
ok 650
# 651 sech(z) 0.26580222883408 0.26580222883408 2
ok 651
# 652 sech(z) 0.0993279274194332 0.0993279274194332 -3
ok 652
# 653 sech(z) 0.62948578135957+0.261904347488438i 0.62948578135957+0.261904347488438i (-1,0.5)
ok 653
# 654 sech(z) 1.13949392732455 1.13949392732455 (0,0.5)
ok 654
# 655 sech(z) 0.886818883970074 0.886818883970074 0.5
ok 655
# 656 sech(z) 0.26580222883408 0.26580222883408 (2, 0)
ok 656
# 657 sech(z) -0.41314934426694-0.687527438655479i -0.41314934426694-0.687527438655479i (-1, -2) 
ok 657
# 658 sinh(asinh(z)) 1+i 1+i  (1,1)
ok 658
# 659 sinh(asinh(z)) [1,0.5] [1,0.5] [1,0.5]
ok 659
# 660 sinh(asinh(z)) -2-i -2-i (-2, -1)
ok 660
# 661 sinh(asinh(z)) 2 2 2
ok 661
# 662 sinh(asinh(z)) -3 -3 -3
ok 662
# 663 sinh(asinh(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 663
# 664 sinh(asinh(z)) 0.5i 0.5i (0,0.5)
ok 664
# 665 sinh(asinh(z)) 0.5 0.5 0.5
ok 665
# 666 sinh(asinh(z)) 2 2 (2, 0)
ok 666
# 667 sinh(asinh(z)) -1-2i -1-2i (-1, -2) 
ok 667
# 668 tanh(atanh(z)) 1+i 1+i  (1,1)
ok 668
# 669 tanh(atanh(z)) [1,0.5] [1,0.5] [1,0.5]
ok 669
# 670 tanh(atanh(z)) -2-i -2-i (-2, -1)
ok 670
# 671 tanh(atanh(z)) 2 2 2
ok 671
# 672 tanh(atanh(z)) -3 -3 -3
ok 672
# 673 tanh(atanh(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 673
# 674 tanh(atanh(z)) 0.5i 0.5i (0,0.5)
ok 674
# 675 tanh(atanh(z)) 0.5 0.5 0.5
ok 675
# 676 tanh(atanh(z)) 2 2 (2, 0)
ok 676
# 677 tanh(atanh(z)) -1-2i -1-2i (-1, -2) 
ok 677
# 678 acos(cos(z)) ** 2 -0.12-0.16i -0.12-0.16i  (0.2,-0.4)
ok 678
# 679 acos(cos(z)) ** 2 [1,1] [1,1] [1,0.5]
ok 679
# 680 acos(cos(z)) ** 2 1.44 1.44 -1.2
ok 680
# 681 acos(cos(z)) ** 2 0.75-i 0.75-i (-1,0.5)
ok 681
# 682 acos(cos(z)) ** 2 0.25 0.25 0.5
ok 682
# 683 acos(cos(z)) ** 2 1.21 1.21 (1.1, 0) 
ok 683
# 684 acosh(cosh(z)) ** 2 -0.12-0.16i -0.12-0.16i  (0.2,-0.4)
ok 684
# 685 acosh(cosh(z)) ** 2 [1,1] [1,1] [1,0.5]
ok 685
# 686 acosh(cosh(z)) ** 2 1.44 1.44 -1.2
ok 686
# 687 acosh(cosh(z)) ** 2 0.75-i 0.75-i (-1,0.5)
ok 687
# 688 acosh(cosh(z)) ** 2 0.25 0.25 0.5
ok 688
# 689 acosh(cosh(z)) ** 2 1.21 1.21 (1.1, 0) 
ok 689
# 690 acoth(z) 0.173286795139986+1.17809724509617i 0.173286795139986+1.17809724509617i  (0.2,-0.4)
ok 690
# 691 acoth(z) 0.68257588222516-0.785398163397448i 0.68257588222516-0.785398163397448i [1,0.5]
ok 691
# 692 acoth(z) -1.19894763639919 -1.19894763639919 -1.2
ok 692
# 693 acoth(z) -0.708303336014054-0.662908831834016i -0.708303336014054-0.662908831834016i (-1,0.5)
ok 693
# 694 acoth(z) 0.549306144334055+1.5707963267949i 0.549306144334055+1.5707963267949i 0.5
ok 694
# 695 acoth(z) 1.52226121886171 1.52226121886171 (1.1, 0) 
ok 695
# 696 acoth(z) 0.173286795139986+1.17809724509617i 0.173286795139986+1.17809724509617i  (0.2,-0.4)
ok 696
# 697 acoth(z) 0.68257588222516-0.785398163397448i 0.68257588222516-0.785398163397448i [1,0.5]
ok 697
# 698 acoth(z) -1.19894763639919 -1.19894763639919 -1.2
ok 698
# 699 acoth(z) -0.708303336014054-0.662908831834016i -0.708303336014054-0.662908831834016i (-1,0.5)
ok 699
# 700 acoth(z) 0.549306144334055+1.5707963267949i 0.549306144334055+1.5707963267949i 0.5
ok 700
# 701 acoth(z) 1.52226121886171 1.52226121886171 (1.1, 0) 
ok 701
# 702 acsch(z) 1.46935174436818+1.06344002357775i 1.46935174436818+1.06344002357775i  (0.2,-0.4)
ok 702
# 703 acsch(z) 0.835966554890403-0.357445176022917i 0.835966554890403-0.357445176022917i [1,0.5]
ok 703
# 704 acsch(z) -0.758486137193733 -0.758486137193733 -1.2
ok 704
# 705 acsch(z) -0.763884345953711-0.311225797244761i -0.763884345953711-0.311225797244761i (-1,0.5)
ok 705
# 706 acsch(z) 1.44363547517881 1.44363547517881 0.5
ok 706
# 707 acsch(z) 0.815608900440146 0.815608900440146 (1.1, 0) 
ok 707
# 708 acsch(z) 1.46935174436818+1.06344002357775i 1.46935174436818+1.06344002357775i  (0.2,-0.4)
ok 708
# 709 acsch(z) 0.835966554890403-0.357445176022917i 0.835966554890403-0.357445176022917i [1,0.5]
ok 709
# 710 acsch(z) -0.758486137193733 -0.758486137193733 -1.2
ok 710
# 711 acsch(z) -0.763884345953711-0.311225797244761i -0.763884345953711-0.311225797244761i (-1,0.5)
ok 711
# 712 acsch(z) 1.44363547517881 1.44363547517881 0.5
ok 712
# 713 acsch(z) 0.815608900440146 0.815608900440146 (1.1, 0) 
ok 713
# 714 asech(z) 1.528570919481+1.14371774040242i 1.528570919481+1.14371774040242i  (0.2,-0.4)
ok 714
# 715 asech(z) 0.646433907148005-0.764817891344031i 0.646433907148005-0.764817891344031i [1,0.5]
ok 715
# 716 asech(z) 2.55590711013264i 2.55590711013264i -1.2
ok 716
# 717 asech(z) 0.533218290584112-2.3438826835144i 0.533218290584112-2.3438826835144i (-1,0.5)
ok 717
# 718 asech(z) 1.31695789692482 1.31695789692482 0.5
ok 718
# 719 asech(z) 0.429699666151425i 0.429699666151425i (1.1, 0) 
ok 719
# 720 asin(sin(z)) 0.2-0.4i 0.2-0.4i  (0.2,-0.4)
ok 720
# 721 asin(sin(z)) [1,0.5] [1,0.5] [1,0.5]
ok 721
# 722 asin(sin(z)) -1.2 -1.2 -1.2
ok 722
# 723 asin(sin(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 723
# 724 asin(sin(z)) 0.5 0.5 0.5
ok 724
# 725 asin(sin(z)) 1.1 1.1 (1.1, 0) 
ok 725
# 726 asinh(sinh(z)) 0.2-0.4i 0.2-0.4i  (0.2,-0.4)
ok 726
# 727 asinh(sinh(z)) [1,0.5] [1,0.5] [1,0.5]
ok 727
# 728 asinh(sinh(z)) -1.2 -1.2 -1.2
ok 728
# 729 asinh(sinh(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 729
# 730 asinh(sinh(z)) 0.5 0.5 0.5
ok 730
# 731 asinh(sinh(z)) 1.1 1.1 (1.1, 0) 
ok 731
# 732 atan(tan(z)) 0.2-0.4i 0.2-0.4i  (0.2,-0.4)
ok 732
# 733 atan(tan(z)) [1,0.5] [1,0.5] [1,0.5]
ok 733
# 734 atan(tan(z)) -1.2 -1.2 -1.2
ok 734
# 735 atan(tan(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 735
# 736 atan(tan(z)) 0.5 0.5 0.5
ok 736
# 737 atan(tan(z)) 1.1 1.1 (1.1, 0) 
ok 737
# 738 atanh(tanh(z)) 0.2-0.4i 0.2-0.4i  (0.2,-0.4)
ok 738
# 739 atanh(tanh(z)) [1,0.5] [1,0.5] [1,0.5]
ok 739
# 740 atanh(tanh(z)) -1.2 -1.2 -1.2
ok 740
# 741 atanh(tanh(z)) -1+0.5i -1+0.5i (-1,0.5)
ok 741
# 742 atanh(tanh(z)) 0.5 0.5 0.5
ok 742
# 743 atanh(tanh(z)) 1.1 1.1 (1.1, 0) 
ok 743
# 744 log $z0 0.693147180559945+3.14159265358979i 0.69314718055995+3.14159265358979i (-2.0,0)
ok 744
# 745 log $z0 3.14159265358979i 3.14159265358979i (-1.0,0)
ok 745
# 746 log $z0 -0.693147180559945+3.14159265358979i -0.69314718055995+3.14159265358979i (-0.5,0)
ok 746
# 747 log $z0 -0.693147180559945 -0.69314718055995 ( 0.5,0)
ok 747
# 748 log $z0 0 0 ( 1.0,0)
ok 748
# 749 log $z0 0.693147180559945 0.69314718055995 ( 2.0,0)
ok 749
# 750 log $z0 1.28247467873077+0.982793723247329i 1.28247467873077+0.98279372324733i ( 2, 3)
ok 750
# 751 log $z0 1.28247467873077+2.15879893034246i 1.28247467873077+2.15879893034246i (-2, 3)
ok 751
# 752 log $z0 1.28247467873077-2.15879893034246i 1.28247467873077-2.15879893034246i (-2,-3)
ok 752
# 753 log $z0 1.28247467873077-0.982793723247329i 1.28247467873077-0.98279372324733i ( 2,-3)
ok 753
# 754 sin $z0 -0.909297426825682 -0.90929742682568 (-2.0,0)
ok 754
# 755 sin $z0 -0.841470984807897 -0.8414709848079 (-1.0,0)
ok 755
# 756 sin $z0 -0.479425538604203 -0.4794255386042 (-0.5,0)
ok 756
# 757 sin $z0 0 0 ( 0.0,0)
ok 757
# 758 sin $z0 0.479425538604203 0.4794255386042 ( 0.5,0)
ok 758
# 759 sin $z0 0.841470984807897 0.8414709848079 ( 1.0,0)
ok 759
# 760 sin $z0 0.909297426825682 0.90929742682568 ( 2.0,0)
ok 760
# 761 sin $z0 9.15449914691143-4.16890695996656i 9.15449914691143-4.16890695996656i ( 2, 3)
ok 761
# 762 sin $z0 -9.15449914691143-4.16890695996656i -9.15449914691143-4.16890695996656i (-2, 3)
ok 762
# 763 sin $z0 -9.15449914691143+4.16890695996656i -9.15449914691143+4.16890695996656i (-2,-3)
ok 763
# 764 sin $z0 9.15449914691143+4.16890695996656i 9.15449914691143+4.16890695996656i ( 2,-3)
ok 764
# 765 cos $z0 -0.416146836547142 -0.41614683654714 (-2.0,0)
ok 765
# 766 cos $z0 0.54030230586814 0.54030230586814 (-1.0,0)
ok 766
# 767 cos $z0 0.877582561890373 0.87758256189037 (-0.5,0)
ok 767
# 768 cos $z0 1 1 ( 0.0,0)
ok 768
# 769 cos $z0 0.877582561890373 0.87758256189037 ( 0.5,0)
ok 769
# 770 cos $z0 0.54030230586814 0.54030230586814 ( 1.0,0)
ok 770
# 771 cos $z0 -0.416146836547142 -0.41614683654714 ( 2.0,0)
ok 771
# 772 cos $z0 -4.18962569096881-9.10922789375534i -4.18962569096881-9.10922789375534i ( 2, 3)
ok 772
# 773 cos $z0 -4.18962569096881+9.10922789375534i -4.18962569096881+9.10922789375534i (-2, 3)
ok 773
# 774 cos $z0 -4.18962569096881-9.10922789375534i -4.18962569096881-9.10922789375534i (-2,-3)
ok 774
# 775 cos $z0 -4.18962569096881+9.10922789375534i -4.18962569096881+9.10922789375534i ( 2,-3)
ok 775
# 776 tan $z0 2.18503986326152 2.18503986326152 (-2.0,0)
ok 776
# 777 tan $z0 -1.5574077246549 -1.5574077246549 (-1.0,0)
ok 777
# 778 tan $z0 -0.54630248984379 -0.54630248984379 (-0.5,0)
ok 778
# 779 tan $z0 0 0 ( 0.0,0)
ok 779
# 780 tan $z0 0.54630248984379 0.54630248984379 ( 0.5,0)
ok 780
# 781 tan $z0 1.5574077246549 1.5574077246549 ( 1.0,0)
ok 781
# 782 tan $z0 -2.18503986326152 -2.18503986326152 ( 2.0,0)
ok 782
# 783 tan $z0 -0.00376402564150415+1.00323862735361i -0.0037640256415+1.00323862735361i ( 2, 3)
ok 783
# 784 tan $z0 0.00376402564150415+1.00323862735361i 0.0037640256415+1.00323862735361i (-2, 3)
ok 784
# 785 tan $z0 0.00376402564150415-1.00323862735361i 0.0037640256415-1.00323862735361i (-2,-3)
ok 785
# 786 tan $z0 -0.00376402564150415-1.00323862735361i -0.0037640256415-1.00323862735361i ( 2,-3)
ok 786
# 787 sec $z0 -2.40299796172238 -2.40299796172238 (-2.0,0)
ok 787
# 788 sec $z0 1.85081571768093 1.85081571768093 (-1.0,0)
ok 788
# 789 sec $z0 1.13949392732455 1.13949392732455 (-0.5,0)
ok 789
# 790 sec $z0 1 1 ( 0.0,0)
ok 790
# 791 sec $z0 1.13949392732455 1.13949392732455 ( 0.5,0)
ok 791
# 792 sec $z0 1.85081571768093 1.85081571768093 ( 1.0,0)
ok 792
# 793 sec $z0 -2.40299796172238 -2.40299796172238 ( 2.0,0)
ok 793
# 794 sec $z0 -0.0416749644111443+0.0906111371962376i -0.04167496441114+0.09061113719624i ( 2, 3)
ok 794
# 795 sec $z0 -0.0416749644111443-0.0906111371962376i -0.04167496441114-0.09061113719624i (-2, 3)
ok 795
# 796 sec $z0 -0.0416749644111443+0.0906111371962376i -0.04167496441114+0.09061113719624i (-2,-3)
ok 796
# 797 sec $z0 -0.0416749644111443-0.0906111371962376i -0.04167496441114-0.09061113719624i ( 2,-3)
ok 797
# 798 csc $z0 -1.09975017029462 -1.09975017029462 (-2.0,0)
ok 798
# 799 csc $z0 -1.18839510577812 -1.18839510577812 (-1.0,0)
ok 799
# 800 csc $z0 -2.08582964293349 -2.08582964293349 (-0.5,0)
ok 800
# 801 csc $z0 2.08582964293349 2.08582964293349 ( 0.5,0)
ok 801
# 802 csc $z0 1.18839510577812 1.18839510577812 ( 1.0,0)
ok 802
# 803 csc $z0 1.09975017029462 1.09975017029462 ( 2.0,0)
ok 803
# 804 csc $z0 0.0904732097532074+0.0412009862885741i 0.09047320975321+0.04120098628857i ( 2, 3)
ok 804
# 805 csc $z0 -0.0904732097532074+0.0412009862885741i -0.09047320975321+0.04120098628857i (-2, 3)
ok 805
# 806 csc $z0 -0.0904732097532074-0.0412009862885741i -0.09047320975321-0.04120098628857i (-2,-3)
ok 806
# 807 csc $z0 0.0904732097532074-0.0412009862885741i 0.09047320975321-0.04120098628857i ( 2,-3)
ok 807
# 808 cot $z0 0.457657554360286 0.45765755436029 (-2.0,0)
ok 808
# 809 cot $z0 -0.642092615934331 -0.64209261593433 (-1.0,0)
ok 809
# 810 cot $z0 -1.83048772171245 -1.83048772171245 (-0.5,0)
ok 810
# 811 cot $z0 1.83048772171245 1.83048772171245 ( 0.5,0)
ok 811
# 812 cot $z0 0.642092615934331 0.64209261593433 ( 1.0,0)
ok 812
# 813 cot $z0 -0.457657554360286 -0.45765755436029 ( 2.0,0)
ok 813
# 814 cot $z0 -0.00373971037633686-0.996757796569358i -0.00373971037634-0.99675779656936i ( 2, 3)
ok 814
# 815 cot $z0 0.00373971037633686-0.996757796569358i 0.00373971037634-0.99675779656936i (-2, 3)
ok 815
# 816 cot $z0 0.00373971037633686+0.996757796569358i 0.00373971037634+0.99675779656936i (-2,-3)
ok 816
# 817 cot $z0 -0.00373971037633686+0.996757796569358i -0.00373971037634+0.99675779656936i ( 2,-3)
ok 817
# 818 asin $z0 -1.5707963267949+1.31695789692482i -1.5707963267949+1.31695789692482i (-2.0,0)
ok 818
# 819 asin $z0 -1.5707963267949 -1.5707963267949 (-1.0,0)
ok 819
# 820 asin $z0 -0.523598775598299 -0.5235987755983 (-0.5,0)
ok 820
# 821 asin $z0 0 0 ( 0.0,0)
ok 821
# 822 asin $z0 0.523598775598299 0.5235987755983 ( 0.5,0)
ok 822
# 823 asin $z0 1.5707963267949 1.5707963267949 ( 1.0,0)
ok 823
# 824 asin $z0 1.5707963267949-1.31695789692482i 1.5707963267949-1.31695789692482i ( 2.0,0)
ok 824
# 825 asin $z0 0.570652784321099+1.98338702991654i 0.5706527843211+1.98338702991654i ( 2, 3)
ok 825
# 826 asin $z0 -0.570652784321099+1.98338702991654i -0.5706527843211+1.98338702991654i (-2, 3)
ok 826
# 827 asin $z0 -0.570652784321099-1.98338702991654i -0.5706527843211-1.98338702991654i (-2,-3)
ok 827
# 828 asin $z0 0.570652784321099-1.98338702991654i 0.5706527843211-1.98338702991654i ( 2,-3)
ok 828
# 829 acos $z0 3.14159265358979-1.31695789692482i 3.14159265358979-1.31695789692482i (-2.0,0)
ok 829
# 830 acos $z0 3.14159265358979 3.14159265358979 (-1.0,0)
ok 830
# 831 acos $z0 2.0943951023932 2.0943951023932 (-0.5,0)
ok 831
# 832 acos $z0 1.5707963267949 1.5707963267949 ( 0.0,0)
ok 832
# 833 acos $z0 1.0471975511966 1.0471975511966 ( 0.5,0)
ok 833
# 834 acos $z0 0 0 ( 1.0,0)
ok 834
# 835 acos $z0 1.31695789692482i 1.31695789692482i ( 2.0,0)
ok 835
# 836 acos $z0 1.0001435424738-1.98338702991654i 1.0001435424738-1.98338702991654i ( 2, 3)
ok 836
# 837 acos $z0 2.141449111116-1.98338702991654i 2.141449111116-1.98338702991654i (-2, 3)
ok 837
# 838 acos $z0 2.141449111116+1.98338702991654i 2.141449111116+1.98338702991654i (-2,-3)
ok 838
# 839 acos $z0 1.0001435424738+1.98338702991654i 1.0001435424738+1.98338702991654i ( 2,-3)
ok 839
# 840 atan $z0 -1.10714871779409 -1.10714871779409 (-2.0,0)
ok 840
# 841 atan $z0 -0.785398163397448 -0.78539816339745 (-1.0,0)
ok 841
# 842 atan $z0 -0.463647609000806 -0.46364760900081 (-0.5,0)
ok 842
# 843 atan $z0 0 0 ( 0.0,0)
ok 843
# 844 atan $z0 0.463647609000806 0.46364760900081 ( 0.5,0)
ok 844
# 845 atan $z0 0.785398163397448 0.78539816339745 ( 1.0,0)
ok 845
# 846 atan $z0 1.10714871779409 1.10714871779409 ( 2.0,0)
ok 846
# 847 atan $z0 1.40992104959658+0.229072682968539i 1.40992104959658+0.22907268296854i ( 2, 3)
ok 847
# 848 atan $z0 -1.40992104959658+0.229072682968539i -1.40992104959658+0.22907268296854i (-2, 3)
ok 848
# 849 atan $z0 -1.40992104959658-0.229072682968539i -1.40992104959658-0.22907268296854i (-2,-3)
ok 849
# 850 atan $z0 1.40992104959658-0.229072682968539i 1.40992104959658-0.22907268296854i ( 2,-3)
ok 850
# 851 asec $z0 2.0943951023932 2.0943951023932 (-2.0,0)
ok 851
# 852 asec $z0 3.14159265358979 3.14159265358979 (-1.0,0)
ok 852
# 853 asec $z0 3.14159265358979-1.31695789692482i 3.14159265358979-1.31695789692482i (-0.5,0)
ok 853
# 854 asec $z0 1.31695789692482i 1.31695789692482i ( 0.5,0)
ok 854
# 855 asec $z0 0 0 ( 1.0,0)
ok 855
# 856 asec $z0 1.0471975511966 1.0471975511966 ( 2.0,0)
ok 856
# 857 asec $z0 1.42041072246703+0.231334698573973i 1.42041072246703+0.23133469857397i ( 2, 3)
ok 857
# 858 asec $z0 1.72118193112276+0.231334698573973i 1.72118193112276+0.23133469857397i (-2, 3)
ok 858
# 859 asec $z0 1.72118193112276-0.231334698573973i 1.72118193112276-0.23133469857397i (-2,-3)
ok 859
# 860 asec $z0 1.42041072246703-0.231334698573973i 1.42041072246703-0.23133469857397i ( 2,-3)
ok 860
# 861 acsc $z0 -0.523598775598299 -0.5235987755983 (-2.0,0)
ok 861
# 862 acsc $z0 -1.5707963267949 -1.5707963267949 (-1.0,0)
ok 862
# 863 acsc $z0 -1.5707963267949+1.31695789692482i -1.5707963267949+1.31695789692482i (-0.5,0)
ok 863
# 864 acsc $z0 1.5707963267949-1.31695789692482i 1.5707963267949-1.31695789692482i ( 0.5,0)
ok 864
# 865 acsc $z0 1.5707963267949 1.5707963267949 ( 1.0,0)
ok 865
# 866 acsc $z0 0.523598775598299 0.5235987755983 ( 2.0,0)
ok 866
# 867 acsc $z0 0.150385604327862-0.231334698573973i 0.15038560432786-0.23133469857397i ( 2, 3)
ok 867
# 868 acsc $z0 -0.150385604327862-0.231334698573973i -0.15038560432786-0.23133469857397i (-2, 3)
ok 868
# 869 acsc $z0 -0.150385604327862+0.231334698573973i -0.15038560432786+0.23133469857397i (-2,-3)
ok 869
# 870 acsc $z0 0.150385604327862+0.231334698573973i 0.15038560432786+0.23133469857397i ( 2,-3)
ok 870
# 871 acot $z0 -0.463647609000806 -0.46364760900081 (-2.0,0)
ok 871
# 872 acot $z0 -0.785398163397448 -0.78539816339745 (-1.0,0)
ok 872
# 873 acot $z0 -1.10714871779409 -1.10714871779409 (-0.5,0)
ok 873
# 874 acot $z0 1.10714871779409 1.10714871779409 ( 0.5,0)
ok 874
# 875 acot $z0 0.785398163397448 0.78539816339745 ( 1.0,0)
ok 875
# 876 acot $z0 0.463647609000806 0.46364760900081 ( 2.0,0)
ok 876
# 877 acot $z0 0.160875277198321-0.229072682968539i 0.16087527719832-0.22907268296854i ( 2, 3)
ok 877
# 878 acot $z0 -0.160875277198321-0.229072682968539i -0.16087527719832-0.22907268296854i (-2, 3)
ok 878
# 879 acot $z0 -0.160875277198321+0.229072682968539i -0.16087527719832+0.22907268296854i (-2,-3)
ok 879
# 880 acot $z0 0.160875277198321+0.229072682968539i 0.16087527719832+0.22907268296854i ( 2,-3)
ok 880
# 881 sinh $z0 -3.62686040784702 -3.62686040784702 (-2.0,0)
ok 881
# 882 sinh $z0 -1.1752011936438 -1.1752011936438 (-1.0,0)
ok 882
# 883 sinh $z0 -0.521095305493747 -0.52109530549375 (-0.5,0)
ok 883
# 884 sinh $z0 0 0 ( 0.0,0)
ok 884
# 885 sinh $z0 0.521095305493747 0.52109530549375 ( 0.5,0)
ok 885
# 886 sinh $z0 1.1752011936438 1.1752011936438 ( 1.0,0)
ok 886
# 887 sinh $z0 3.62686040784702 3.62686040784702 ( 2.0,0)
ok 887
# 888 sinh $z0 -3.59056458998578+0.53092108624852i -3.59056458998578+0.53092108624852i ( 2, 3)
ok 888
# 889 sinh $z0 3.59056458998578+0.53092108624852i 3.59056458998578+0.53092108624852i (-2, 3)
ok 889
# 890 sinh $z0 3.59056458998578-0.53092108624852i 3.59056458998578-0.53092108624852i (-2,-3)
ok 890
# 891 sinh $z0 -3.59056458998578-0.53092108624852i -3.59056458998578-0.53092108624852i ( 2,-3)
ok 891
# 892 cosh $z0 3.76219569108363 3.76219569108363 (-2.0,0)
ok 892
# 893 cosh $z0 1.54308063481524 1.54308063481524 (-1.0,0)
ok 893
# 894 cosh $z0 1.12762596520638 1.12762596520638 (-0.5,0)
ok 894
# 895 cosh $z0 1 1 ( 0.0,0)
ok 895
# 896 cosh $z0 1.12762596520638 1.12762596520638 ( 0.5,0)
ok 896
# 897 cosh $z0 1.54308063481524 1.54308063481524 ( 1.0,0)
ok 897
# 898 cosh $z0 3.76219569108363 3.76219569108363 ( 2.0,0)
ok 898
# 899 cosh $z0 -3.72454550491532+0.511822569987385i -3.72454550491532+0.51182256998738i ( 2, 3)
ok 899
# 900 cosh $z0 -3.72454550491532-0.511822569987385i -3.72454550491532-0.51182256998738i (-2, 3)
ok 900
# 901 cosh $z0 -3.72454550491532+0.511822569987385i -3.72454550491532+0.51182256998738i (-2,-3)
ok 901
# 902 cosh $z0 -3.72454550491532-0.511822569987385i -3.72454550491532-0.51182256998738i ( 2,-3)
ok 902
# 903 tanh $z0 -0.964027580075817 -0.96402758007582 (-2.0,0)
ok 903
# 904 tanh $z0 -0.761594155955765 -0.76159415595576 (-1.0,0)
ok 904
# 905 tanh $z0 -0.46211715726001 -0.46211715726001 (-0.5,0)
ok 905
# 906 tanh $z0 0 0 ( 0.0,0)
ok 906
# 907 tanh $z0 0.46211715726001 0.46211715726001 ( 0.5,0)
ok 907
# 908 tanh $z0 0.761594155955765 0.76159415595576 ( 1.0,0)
ok 908
# 909 tanh $z0 0.964027580075817 0.96402758007582 ( 2.0,0)
ok 909
# 910 tanh $z0 0.965385879022133-0.00988437503832248i 0.96538587902213-0.00988437503832i ( 2, 3)
ok 910
# 911 tanh $z0 -0.965385879022133-0.0098843750383225i -0.96538587902213-0.00988437503832i (-2, 3)
ok 911
# 912 tanh $z0 -0.965385879022133+0.0098843750383225i -0.96538587902213+0.00988437503832i (-2,-3)
ok 912
# 913 tanh $z0 0.965385879022133+0.00988437503832248i 0.96538587902213+0.00988437503832i ( 2,-3)
ok 913
# 914 sech $z0 0.26580222883408 0.26580222883408 (-2.0,0)
ok 914
# 915 sech $z0 0.648054273663885 0.64805427366389 (-1.0,0)
ok 915
# 916 sech $z0 0.886818883970074 0.88681888397007 (-0.5,0)
ok 916
# 917 sech $z0 1 1 ( 0.0,0)
ok 917
# 918 sech $z0 0.886818883970074 0.88681888397007 ( 0.5,0)
ok 918
# 919 sech $z0 0.648054273663885 0.64805427366389 ( 1.0,0)
ok 919
# 920 sech $z0 0.26580222883408 0.26580222883408 ( 2.0,0)
ok 920
# 921 sech $z0 -0.263512975158389-0.0362116365587685i -0.26351297515839-0.03621163655877i ( 2, 3)
ok 921
# 922 sech $z0 -0.263512975158389+0.0362116365587685i -0.26351297515839+0.03621163655877i (-2, 3)
ok 922
# 923 sech $z0 -0.263512975158389-0.0362116365587685i -0.26351297515839-0.03621163655877i (-2,-3)
ok 923
# 924 sech $z0 -0.263512975158389+0.0362116365587685i -0.26351297515839+0.03621163655877i ( 2,-3)
ok 924
# 925 csch $z0 -0.275720564771783 -0.27572056477178 (-2.0,0)
ok 925
# 926 csch $z0 -0.850918128239322 -0.85091812823932 (-1.0,0)
ok 926
# 927 csch $z0 -1.91903475133494 -1.91903475133494 (-0.5,0)
ok 927
# 928 csch $z0 1.91903475133494 1.91903475133494 ( 0.5,0)
ok 928
# 929 csch $z0 0.850918128239322 0.85091812823932 ( 1.0,0)
ok 929
# 930 csch $z0 0.275720564771783 0.27572056477178 ( 2.0,0)
ok 930
# 931 csch $z0 -0.27254866146294-0.0403005788568915i -0.27254866146294-0.04030057885689i ( 2, 3)
ok 931
# 932 csch $z0 0.27254866146294-0.0403005788568915i 0.27254866146294-0.04030057885689i (-2, 3)
ok 932
# 933 csch $z0 0.27254866146294+0.0403005788568915i 0.27254866146294+0.04030057885689i (-2,-3)
ok 933
# 934 csch $z0 -0.27254866146294+0.0403005788568915i -0.27254866146294+0.04030057885689i ( 2,-3)
ok 934
# 935 coth $z0 -1.03731472072755 -1.03731472072755 (-2.0,0)
ok 935
# 936 coth $z0 -1.31303528549933 -1.31303528549933 (-1.0,0)
ok 936
# 937 coth $z0 -2.16395341373865 -2.16395341373865 (-0.5,0)
ok 937
# 938 coth $z0 2.16395341373865 2.16395341373865 ( 0.5,0)
ok 938
# 939 coth $z0 1.31303528549933 1.31303528549933 ( 1.0,0)
ok 939
# 940 coth $z0 1.03731472072755 1.03731472072755 ( 2.0,0)
ok 940
# 941 coth $z0 1.035746637765+0.0106047834703371i 1.035746637765+0.01060478347034i ( 2, 3)
ok 941
# 942 coth $z0 -1.035746637765+0.0106047834703371i -1.035746637765+0.01060478347034i (-2, 3)
ok 942
# 943 coth $z0 -1.035746637765-0.0106047834703371i -1.035746637765-0.01060478347034i (-2,-3)
ok 943
# 944 coth $z0 1.035746637765-0.0106047834703371i 1.035746637765-0.01060478347034i ( 2,-3)
ok 944
# 945 asinh $z0 -1.44363547517881 -1.44363547517881 (-2.0,0)
ok 945
# 946 asinh $z0 -0.881373587019531 -0.88137358701954 (-1.0,0)
ok 946
# 947 asinh $z0 -0.481211825059611 -0.4812118250596 (-0.5,0)
ok 947
# 948 asinh $z0 0 0 ( 0.0,0)
ok 948
# 949 asinh $z0 0.4812118250596 0.4812118250596 ( 0.5,0)
ok 949
# 950 asinh $z0 0.881373587019545 0.88137358701954 ( 1.0,0)
ok 950
# 951 asinh $z0 1.44363547517881 1.44363547517881 ( 2.0,0)
ok 951
# 952 asinh $z0 1.9686379257931+0.964658504407603i 1.9686379257931+0.9646585044076i ( 2, 3)
ok 952
# 953 asinh $z0 -1.9686379257931+0.964658504407602i -1.9686379257931+0.96465850440761i (-2, 3)
ok 953
# 954 asinh $z0 -1.9686379257931-0.964658504407602i -1.9686379257931-0.96465850440761i (-2,-3)
ok 954
# 955 asinh $z0 1.9686379257931-0.964658504407603i 1.9686379257931-0.9646585044076i ( 2,-3)
ok 955
# 956 acosh $z0 1.31695789692483+3.14159265358979i 1.31695789692482+3.14159265358979i (-2.0,0)
ok 956
# 957 acosh $z0 3.14159265358979i 3.14159265358979i (-1.0,0)
ok 957
# 958 acosh $z0 2.0943951023932i 2.0943951023932i (-0.5,0)
ok 958
# 959 acosh $z0 1.5707963267949i 1.5707963267949i ( 0.0,0)
ok 959
# 960 acosh $z0 1.0471975511966i 1.0471975511966i ( 0.5,0)
ok 960
# 961 acosh $z0 0 0 ( 1.0,0)
ok 961
# 962 acosh $z0 1.31695789692482 1.31695789692482 ( 2.0,0)
ok 962
# 963 acosh $z0 1.98338702991654+1.0001435424738i 1.98338702991654+1.0001435424738i ( 2, 3)
ok 963
# 964 acosh $z0 1.98338702991654+2.141449111116i 1.98338702991653+2.141449111116i (-2, 3)
ok 964
# 965 acosh $z0 1.98338702991654-2.141449111116i 1.98338702991653-2.141449111116i (-2,-3)
ok 965
# 966 acosh $z0 1.98338702991654-1.0001435424738i 1.98338702991654-1.0001435424738i ( 2,-3)
ok 966
# 967 atanh $z0 -0.549306144334055+1.5707963267949i -0.54930614433405+1.5707963267949i (-2.0,0)
ok 967
# 968 atanh $z0 -0.549306144334055 -0.54930614433405 (-0.5,0)
ok 968
# 969 atanh $z0 0 0 ( 0.0,0)
ok 969
# 970 atanh $z0 0.549306144334055 0.54930614433405 ( 0.5,0)
ok 970
# 971 atanh $z0 0.549306144334055+1.5707963267949i 0.54930614433405+1.5707963267949i ( 2.0,0)
ok 971
# 972 atanh $z0 0.14694666622553+1.33897252229449i 0.14694666622553+1.33897252229449i ( 2, 3)
ok 972
# 973 atanh $z0 -0.14694666622553+1.33897252229449i -0.14694666622553+1.33897252229449i (-2, 3)
ok 973
# 974 atanh $z0 -0.14694666622553-1.33897252229449i -0.14694666622553-1.33897252229449i (-2,-3)
ok 974
# 975 atanh $z0 0.14694666622553-1.33897252229449i 0.14694666622553-1.33897252229449i ( 2,-3)
ok 975
# 976 asech $z0 2.0943951023932i 2.0943951023932i (-2.0,0)
ok 976
# 977 asech $z0 3.14159265358979i 3.14159265358979i (-1.0,0)
ok 977
# 978 asech $z0 1.31695789692483+3.14159265358979i 1.31695789692482+3.14159265358979i (-0.5,0)
ok 978
# 979 asech $z0 1.31695789692482 1.31695789692482 ( 0.5,0)
ok 979
# 980 asech $z0 0 0 ( 1.0,0)
ok 980
# 981 asech $z0 1.0471975511966i 1.0471975511966i ( 2.0,0)
ok 981
# 982 asech $z0 0.231334698573973-1.42041072246703i 0.23133469857397-1.42041072246703i ( 2, 3)
ok 982
# 983 asech $z0 0.231334698573973-1.72118193112276i 0.23133469857397-1.72118193112276i (-2, 3)
ok 983
# 984 asech $z0 0.231334698573973+1.72118193112276i 0.23133469857397+1.72118193112276i (-2,-3)
ok 984
# 985 asech $z0 0.231334698573973+1.42041072246703i 0.23133469857397+1.42041072246703i ( 2,-3)
ok 985
# 986 acsch $z0 -0.481211825059611 -0.4812118250596 (-2.0,0)
ok 986
# 987 acsch $z0 -0.881373587019531 -0.88137358701954 (-1.0,0)
ok 987
# 988 acsch $z0 -1.44363547517881 -1.44363547517881 (-0.5,0)
ok 988
# 989 acsch $z0 1.44363547517881 1.44363547517881 ( 0.5,0)
ok 989
# 990 acsch $z0 0.881373587019545 0.88137358701954 ( 1.0,0)
ok 990
# 991 acsch $z0 0.4812118250596 0.4812118250596 ( 2.0,0)
ok 991
# 992 acsch $z0 0.157355498844985-0.229962902377208i 0.15735549884499-0.22996290237721i ( 2, 3)
ok 992
# 993 acsch $z0 -0.157355498844985-0.229962902377208i -0.15735549884499-0.22996290237721i (-2, 3)
ok 993
# 994 acsch $z0 -0.157355498844985+0.229962902377208i -0.15735549884499+0.22996290237721i (-2,-3)
ok 994
# 995 acsch $z0 0.157355498844985+0.229962902377208i 0.15735549884499+0.22996290237721i ( 2,-3)
ok 995
# 996 acoth $z0 -0.549306144334055 -0.54930614433405 (-2.0,0)
ok 996
# 997 acoth $z0 -0.549306144334055+1.5707963267949i -0.54930614433405+1.5707963267949i (-0.5,0)
ok 997
# 998 acoth $z0 0.549306144334055+1.5707963267949i 0.54930614433405+1.5707963267949i ( 0.5,0)
ok 998
# 999 acoth $z0 0.549306144334055 0.54930614433405 ( 2.0,0)
ok 999
# 1000 acoth $z0 0.14694666622553-0.231823804500403i 0.14694666622553-0.2318238045004i ( 2, 3)
ok 1000
# 1001 acoth $z0 -0.14694666622553-0.231823804500403i -0.14694666622553-0.2318238045004i (-2, 3)
ok 1001
# 1002 acoth $z0 -0.14694666622553+0.231823804500403i -0.14694666622553+0.2318238045004i (-2,-3)
ok 1002
# 1003 acoth $z0 0.14694666622553+0.231823804500403i 0.14694666622553+0.2318238045004i ( 2,-3)
ok 1003
# 1069 Re(z) = 2 Im(z) = 3 z = 2+3i
ok 1004
# 1069 Re(z) = 3 Im(z) = 3 z = 3+3i
ok 1005
# 1069 Re(z) = -1 Im(z) = -1 z = -1-1i
ok 1006
# 1007 op = i/0 divbyzero? i/0: Division by zero....
ok 1007
# 1008 op = acot(0) divbyzero? acot(0): Division by zero....
ok 1008
# 1009 op = acot(+i) divbyzero? acot(i): Division by zero....
ok 1009
# 1010 op = acoth(0) divbyzero? acoth(0): Division by zero....
ok 1010
# 1011 op = acoth(+1) divbyzero? acoth(1): Division by zero....
ok 1011
# 1012 op = acsc(0) divbyzero? acsc(0): Division by zero....
ok 1012
# 1013 op = acsch(0) divbyzero? acsch(0): Division by zero....
ok 1013
# 1014 op = asec(0) divbyzero? asec(0): Division by zero....
ok 1014
# 1015 op = asech(0) divbyzero? asech(0): Division by zero....
ok 1015
# 1016 op = atan(i) divbyzero? atan(i): Division by zero....
ok 1016
# 1017 op = atanh(+1) divbyzero? atanh(1): Division by zero....
ok 1017
# 1018 op = cot(0) divbyzero? cot(0): Division by zero....
ok 1018
# 1019 op = coth(0) divbyzero? coth(0): Division by zero....
ok 1019
# 1020 op = csc(0) divbyzero? csc(0): Division by zero....
ok 1020
# 1021 op = csch(0) divbyzero? csch(0): Division by zero....
ok 1021
# 1022 op = atan(cplx(0, 1), cplx(1, 0)) divbyzero? atan(i): Division by zero....
ok 1022
# 1023 op = log(0) logofzero? log: Logarithm of zero....
ok 1023
# 1024 op = atan(-i) logofzero? atan(-i): Logarithm of zero....
ok 1024
# 1025 op = acot(-i) logofzero? acot(-i): Logarithm of zero....
ok 1025
# 1026 op = atanh(-1) logofzero? atanh(-1): Logarithm of zero....
ok 1026
# 1027 op = acoth(-1) logofzero? acoth(-1): Logarithm of zero....
ok 1027
# 1028 op = -3 badroot? Root '-3' illegal, root rank must be positive integer....
ok 1028
# 1029 op = -2.1 badroot? Root '-2.1' illegal, root rank must be positive integer....
ok 1029
# 1030 op = 0 badroot? Root '0' illegal, root rank must be positive integer....
ok 1030
# 1031 op = 0.99 badroot? Root '0.99' illegal, root rank must be positive integer....
ok 1031
# package display_format cartesian?
ok 1032
# j display_format polar?
ok 1033
# j = [1,2pi/3]
ok 1034
# display_format{style} polar?
ok 1035
# keys %display_format == 2?
ok 1036
# j = -0.50000+0.86603i
ok 1037
# display_format{format} %.5f?
ok 1038
# keys %display_format == 3?
ok 1039
# j = -0.5+0.866025403784439i
ok 1040
# j = [1,2.0943951023932]
ok 1041
# j = (-0.5)+(0.86603)i
ok 1042
# j display_format cartesian?
ok 1043
# remake 2+3i
ok 1044
# make 3i
ok 1045
# emake [2,3]
ok 1046
# make (2,3)
ok 1047
# emake [2,3pi/8]
ok 1048
# emake [2]
ok 1049
# cplx, cplxe, make, emake without arguments
ok 1050
ok 1051
ok 1052
ok 1053
ok 1054
ok 1055
ok 1056
ok 1057
# atan2() with some real arguments
ok 1058
ok 1059
ok 1060
ok 1061
ok 1062
ok 1063
ok 1064
ok 1065
# atan2() with some complex arguments
ok 1066
ok 1067
ok 1068
ok 1069
ok
t\pod-coverage......1..0 # Skip Test::Pod::Coverage 1.00 required for testing POD coverage
skipped: Test::Pod::Coverage 1.00 required for testing POD coverage
t\pod...............1..0 # Skip Test::Pod 1.00 required for testing POD
skipped: Test::Pod 1.00 required for testing POD
t\Trig..............1..69
# near? 1.26015821755034 1.26015821755034 : 0 : 1e-011
ok 1
# near? 3.62686040784702 3.62686040784702 : 2.22044604925031e-016 : 1e-011
ok 2
# near? 2.99822295029797 2.99822295029797 : 0 : 1e-011
ok 3
ok 4
# near? 1.5707963267949 1.5707963267949 : 0 : 1e-011
ok 5
# near? -1.31695789692482 -1.31695789692482 : 0 : 1e-011
ok 6
# near? 1.5707963267949 1.5707963267949 : 0 : 1e-011
ok 7
# near? 180 180 : 0 : 1e-011
ok 8
# near? 1.4142135623731 1.4142135623731 : 0 : 1e-011
ok 9
# near? 0.785398163397448 0.785398163397448 : 0 : 1e-011
ok 10
# near? 1 1 : 0 : 1e-011
ok 11
# near? 1 1 : 2.22044604925031e-016 : 1e-011
ok 12
# near? 1 1 : 0 : 1e-011
ok 13
# near? 1 1 : 0 : 1e-011
ok 14
# near? 1.4142135623731 1.4142135623731 : 0 : 1e-011
ok 15
# near? 0.785398163397448 0.785398163397448 : 0 : 1e-011
ok 16
# near? 0 0 : 0 : 1e-011
ok 17
# near? 1 1 : 2.22044604925031e-016 : 1e-011
ok 18
# near? 1 1 : 0 : 1e-011
ok 19
# near? 0 0 : 0 : 1e-011
ok 20
# near? 1.73205080756888 1.73205080756888 : 0 : 1e-011
ok 21
# near? 0.785398163397448 0.785398163397448 : 0 : 1e-011
ok 22
# near? 0.955316618124509 0.955316618124509 : 1.11022302462516e-016 : 1e-011
ok 23
# near? 1 1 : 0 : 1e-011
ok 24
# near? 1 1 : 1.11022302462516e-016 : 1e-011
ok 25
# near? 1 1 : 0 : 1e-011
ok 26
# near? 1.4142135623731 1.4142135623731 : 0 : 1e-011
ok 27
# near? 0.785398163397448 0.785398163397448 : 0 : 1e-011
ok 28
# near? 1.5707963267949 1.5707963267949 : 0 : 1e-011
ok 29
# near? 1 1 : 2.22044604925031e-016 : 1e-011
ok 30
# near? 1 1 : 0 : 1e-011
ok 31
# near? 8.65927457071936e-017 0 : 8.65927457071936e-017 : 1e-011
ok 32
# near? 1 1 : 0 : 1e-011
ok 33
# near? 1 1 : 1.11022302462516e-016 : 1e-011
ok 34
# near? 1 1 : 1.11022302462516e-016 : 1e-011
ok 35
# near? 1 1 : 2.22044604925031e-016 : 1e-011
ok 36
# near? 1 1 : 0 : 1e-011
ok 37
# near? 1 1 : 0 : 1e-011
ok 38
# near? 1.5707963267949 1.5707963267949 : 0 : 1e-011
ok 39
# near? 3.14159265358979 3.14159265358979 : 0 : 1e-011
ok 40
# near? 9605.26637021388 9605.26637021388 : 2.22044604925031e-016 : 1e-011
ok 41
# near? 1.74532925199433e+018 1.74532925199433e+018 : 0 : 1e-011
ok 42
# near? -5.72957795130823e+021 -5.72957795130823e+021 : 0 : 1e-011
ok 43
# near? -572957.795130823 -572957.795130823 : 0 : 1e-011
ok 44
# near? 3.14159265358979 3.14159265358979 : 0 : 1e-011
ok 45
# near? 31.791945393073 31.791945393073 : 4.44089209850063e-016 : 1e-011
ok 46
# near? 336.069766430326 336.069766430326 : 2.22044604925031e-016 : 1e-011
ok 47
# near? 246.800348034667 246.800348034667 : 2.22044604925031e-016 : 1e-011
ok 48
# near? 58.2079877553156 58.2079877553156 : 4.44089209850063e-016 : 1e-011
ok 49
# near? 58.2079877553156 58.2079877553156 : 4.44089209850063e-016 : 1e-011
ok 50
# near? -0.00291469985083053 -0.00291469985083053 : 1.11022302462516e-016 : 1e-011
ok 51
# near? 0.675442420521806 0.675442420521806 : 0 : 1e-011
ok 52
# near? 2.43473430653209 2.43473430653209 : 0 : 1e-011
ok 53
# near? 0.947713783832921 0.947713783832921 : 2.22044604925031e-016 : 1e-011
ok 54
# near? 1.55609593577679 1.55609593577679 : 2.88657986402541e-015 : 1e-011
ok 55
# near? 0.367835329461615 0.36783532946162 : 1.28785870856518e-014 : 1e-011
ok 56
# near? 1.55609593577679 1.55609593577679 : 2.88657986402541e-015 : 1e-011
ok 57
# near? 0.367835329461615 0.367835329461615 : 6.66133814775094e-016 : 1e-011
ok 58
# near? 0.516073562850837 0.516073562850837 : 2.22044604925031e-016 : 1e-011
ok 59
# near? 0.400231313403387 0.400231313403387 : 4.44089209850063e-016 : 1e-011
ok 60
# near? 2.17494903805952 2.17494903805952 : 1.66533453693773e-015 : 1e-011
ok 61
# near? 0.617809294053591 0.617809294053591 : 2.22044604925031e-016 : 1e-011
ok 62
# near? 2.43473430653209 2.43473430653209 : 2.22044604925031e-016 : 1e-011
ok 63
# near? 0.623082542961976 0.623082542961976 : 0 : 1e-011
ok 64
# near? -0.00291469985082937 -0.00291469985083053 : 3.97459842815806e-013 : 1e-011
ok 65
# near? 0.895353906273091 0.895353906273091 : 3.33066907387547e-016 : 1e-011
ok 66
# near? 2.69379263839118 2.69379263839118 : 0 : 1e-011
ok 67
# near? 3.6993902625701 3.6993902625701 : 4.44089209850063e-016 : 1e-011
ok 68
# near? 1.50238473940471 1.50238473940471 : 0 : 1e-011
ok 69
ok
All tests successful, 2 tests skipped.
Files=4, Tests=1138,  4 wallclock secs ( 0.00 cusr +  0.00 csys =  0.00 CPU)

Microsoft (R) Program Maintenance Utility   Version 6.00.8168.0
Copyright (C) Microsoft Corp 1988-1998. All rights reserved.

Installing D:\cpanrun\build\5-6-1\site\lib\Math\Complex.pm
Installing D:\cpanrun\build\5-6-1\site\lib\Math\Trig.pm
Writing d:\cpanrun\build\5-6-1\site\lib\auto\Math\Complex\.packlist
## Differing versions of Math/Complex.pm found. You might like to
rm D:\cpanrun\build\5-6-1\lib\Math\Complex.pm
rm D:\cpanrun\build\5-6-1\lib\Math\Complex.pm
## Differing versions of Math/Trig.pm found. You might like to
rm D:\cpanrun\build\5-6-1\lib\Math\Trig.pm
rm D:\cpanrun\build\5-6-1\lib\Math\Trig.pm
## Running 'make install UNINST=1' will unlink all those files for you.
Appending installation info to d:\cpanrun\build\5-6-1\lib/perllocal.pod