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math: Remove inline math tests
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CommitLineData
10fdbe1a
RM
1# Begin of automatic generation
2
10fdbe1a 3# Maximal error of functions:
3de10437 4Function: "acos":
9081b7bc 5float: 1
3de10437
DJ
6ldouble: 1
7
5faedd6f 8Function: "acos_downward":
9081b7bc 9double: 1
5faedd6f 10float: 1
24db925a 11ldouble: 3
5faedd6f 12
5faedd6f 13Function: "acos_towardzero":
9081b7bc 14double: 1
5faedd6f 15float: 1
24db925a 16ldouble: 3
5faedd6f
JM
17
18Function: "acos_upward":
24db925a 19double: 1
9081b7bc 20float: 1
9081b7bc 21ldouble: 2
5faedd6f 22
3de10437 23Function: "acosh":
844c75aa 24double: 2
9081b7bc 25float: 2
3de10437
DJ
26ldouble: 1
27
a7672a2f 28Function: "acosh_downward":
844c75aa
JM
29double: 2
30float: 2
9081b7bc 31ldouble: 2
a7672a2f
JM
32
33Function: "acosh_towardzero":
9081b7bc 34double: 2
844c75aa 35float: 2
9081b7bc 36ldouble: 4
a7672a2f
JM
37
38Function: "acosh_upward":
9081b7bc 39double: 2
844c75aa 40float: 2
844c75aa 41ldouble: 4
a7672a2f 42
74759ae5
JM
43Function: "add_ldouble":
44double: 1
45float: 1
46
3de10437 47Function: "asin":
9081b7bc 48float: 1
3de10437
DJ
49ldouble: 2
50
5faedd6f
JM
51Function: "asin_downward":
52double: 1
53float: 1
24db925a 54ldouble: 2
5faedd6f 55
5faedd6f 56Function: "asin_towardzero":
9081b7bc 57double: 1
5faedd6f 58float: 1
5faedd6f
JM
59ldouble: 1
60
61Function: "asin_upward":
24db925a 62double: 1
5faedd6f 63float: 1
24db925a 64ldouble: 2
5faedd6f 65
3de10437 66Function: "asinh":
24db925a
JM
67double: 1
68float: 1
9081b7bc 69ldouble: 2
3de10437 70
a7672a2f 71Function: "asinh_downward":
9081b7bc
JM
72double: 3
73float: 3
9081b7bc 74ldouble: 5
10fdbe1a 75
a7672a2f 76Function: "asinh_towardzero":
9081b7bc
JM
77double: 2
78float: 2
9081b7bc 79ldouble: 5
3de10437 80
a7672a2f 81Function: "asinh_upward":
9081b7bc
JM
82double: 3
83float: 3
9081b7bc
JM
84ldouble: 7
85
86Function: "atan":
a7672a2f 87float: 1
9081b7bc 88ldouble: 1
3de10437 89
a7672a2f
JM
90Function: "atan2":
91float: 1
52667c6c 92ldouble: 2
10fdbe1a 93
a7672a2f 94Function: "atan2_downward":
10fdbe1a 95double: 1
52667c6c 96float: 2
9081b7bc 97ldouble: 5
3de10437 98
a7672a2f 99Function: "atan2_towardzero":
52667c6c
JM
100double: 1
101float: 2
9081b7bc 102ldouble: 6
10fdbe1a 103
a7672a2f 104Function: "atan2_upward":
52667c6c 105double: 1
2e3d0de3 106float: 2
a7672a2f 107ldouble: 3
10fdbe1a 108
a7672a2f 109Function: "atan_downward":
52667c6c 110double: 1
9081b7bc 111float: 2
3de10437 112ldouble: 1
10fdbe1a 113
a7672a2f 114Function: "atan_towardzero":
10fdbe1a
RM
115double: 1
116float: 1
3de10437 117ldouble: 1
10fdbe1a 118
a7672a2f 119Function: "atan_upward":
52667c6c 120double: 1
9081b7bc 121float: 2
9081b7bc 122ldouble: 2
52667c6c 123
a7672a2f 124Function: "atanh":
844c75aa 125double: 2
9081b7bc 126float: 2
9081b7bc 127ldouble: 2
10fdbe1a 128
9081b7bc
JM
129Function: "atanh_downward":
130double: 3
844c75aa 131float: 3
9081b7bc 132ldouble: 3
10fdbe1a 133
9081b7bc
JM
134Function: "atanh_towardzero":
135double: 2
136float: 2
5faedd6f 137ldouble: 2
10fdbe1a 138
9081b7bc 139Function: "atanh_upward":
844c75aa 140double: 3
9081b7bc 141float: 3
9081b7bc
JM
142ldouble: 4
143
a7672a2f 144Function: "cabs":
9081b7bc 145double: 1
3de10437 146ldouble: 1
10fdbe1a 147
a7672a2f 148Function: "cabs_downward":
9081b7bc 149double: 1
a7672a2f
JM
150ldouble: 1
151
152Function: "cabs_towardzero":
9081b7bc 153double: 1
a7672a2f
JM
154ldouble: 1
155
156Function: "cabs_upward":
9081b7bc 157double: 1
a7672a2f
JM
158ldouble: 1
159
160Function: Real part of "cacos":
5faedd6f 161double: 1
a7672a2f 162float: 2
3de10437 163ldouble: 2
10fdbe1a 164
a7672a2f 165Function: Imaginary part of "cacos":
9174b4c3 166double: 2
a7672a2f 167float: 2
9081b7bc 168ldouble: 1
10fdbe1a 169
a7672a2f 170Function: Real part of "cacos_downward":
9174b4c3 171double: 3
5faedd6f 172float: 2
a7672a2f 173ldouble: 6
10fdbe1a 174
a7672a2f
JM
175Function: Imaginary part of "cacos_downward":
176double: 5
177float: 3
9081b7bc 178ldouble: 8
a7672a2f
JM
179
180Function: Real part of "cacos_towardzero":
9174b4c3 181double: 3
a7672a2f 182float: 2
9174b4c3 183ldouble: 7
10fdbe1a 184
a7672a2f
JM
185Function: Imaginary part of "cacos_towardzero":
186double: 5
187float: 3
9081b7bc 188ldouble: 8
05f5c45c 189
a7672a2f 190Function: Real part of "cacos_upward":
05f5c45c
JM
191double: 2
192float: 2
a7672a2f 193ldouble: 4
10fdbe1a 194
a7672a2f 195Function: Imaginary part of "cacos_upward":
9174b4c3
JM
196double: 5
197float: 7
9174b4c3 198ldouble: 13
a7672a2f
JM
199
200Function: Real part of "cacosh":
9174b4c3 201double: 2
a7672a2f 202float: 2
9081b7bc 203ldouble: 1
3de10437 204
a7672a2f 205Function: Imaginary part of "cacosh":
24db925a
JM
206double: 1
207float: 2
24db925a 208ldouble: 2
5faedd6f 209
a7672a2f
JM
210Function: Real part of "cacosh_downward":
211double: 5
212float: 3
9081b7bc 213ldouble: 8
a7672a2f
JM
214
215Function: Imaginary part of "cacosh_downward":
9174b4c3
JM
216double: 3
217float: 3
a7672a2f 218ldouble: 6
5faedd6f 219
a7672a2f
JM
220Function: Real part of "cacosh_towardzero":
221double: 5
222float: 3
9081b7bc 223ldouble: 8
a7672a2f
JM
224
225Function: Imaginary part of "cacosh_towardzero":
9174b4c3 226double: 3
5faedd6f 227float: 2
9174b4c3 228ldouble: 7
a7672a2f
JM
229
230Function: Real part of "cacosh_upward":
231double: 4
232float: 4
9174b4c3 233ldouble: 12
a7672a2f
JM
234
235Function: Imaginary part of "cacosh_upward":
9174b4c3 236double: 3
a7672a2f 237float: 2
9174b4c3 238ldouble: 5
5faedd6f 239
a7672a2f 240Function: "carg":
9081b7bc 241float: 1
844c75aa 242ldouble: 2
a7672a2f
JM
243
244Function: "carg_downward":
24db925a 245double: 1
a7672a2f 246float: 2
9081b7bc 247ldouble: 5
a7672a2f
JM
248
249Function: "carg_towardzero":
9081b7bc
JM
250double: 1
251float: 2
9081b7bc 252ldouble: 6
10fdbe1a 253
a7672a2f
JM
254Function: "carg_upward":
255double: 1
2e3d0de3 256float: 2
844c75aa 257ldouble: 3
a7672a2f
JM
258
259Function: Real part of "casin":
24db925a 260double: 1
5faedd6f 261float: 1
24db925a 262ldouble: 2
5faedd6f 263
a7672a2f 264Function: Imaginary part of "casin":
9174b4c3 265double: 2
a7672a2f 266float: 2
9081b7bc 267ldouble: 1
a7672a2f
JM
268
269Function: Real part of "casin_downward":
270double: 3
9174b4c3 271float: 2
a7672a2f
JM
272ldouble: 3
273
274Function: Imaginary part of "casin_downward":
275double: 5
276float: 3
9081b7bc 277ldouble: 8
a7672a2f
JM
278
279Function: Real part of "casin_towardzero":
280double: 3
281float: 1
a7672a2f
JM
282ldouble: 5
283
284Function: Imaginary part of "casin_towardzero":
285double: 5
286float: 3
9081b7bc 287ldouble: 8
a7672a2f
JM
288
289Function: Real part of "casin_upward":
9174b4c3
JM
290double: 3
291float: 2
9081b7bc 292ldouble: 6
a7672a2f
JM
293
294Function: Imaginary part of "casin_upward":
9174b4c3
JM
295double: 5
296float: 7
9174b4c3 297ldouble: 13
a7672a2f
JM
298
299Function: Real part of "casinh":
9174b4c3 300double: 2
a7672a2f 301float: 2
9081b7bc 302ldouble: 1
a7672a2f
JM
303
304Function: Imaginary part of "casinh":
305double: 1
306float: 1
a7672a2f
JM
307ldouble: 2
308
309Function: Real part of "casinh_downward":
310double: 5
311float: 3
9081b7bc 312ldouble: 8
a7672a2f
JM
313
314Function: Imaginary part of "casinh_downward":
315double: 3
9174b4c3 316float: 2
a7672a2f
JM
317ldouble: 3
318
319Function: Real part of "casinh_towardzero":
320double: 5
321float: 3
9081b7bc 322ldouble: 8
a7672a2f
JM
323
324Function: Imaginary part of "casinh_towardzero":
325double: 3
326float: 1
a7672a2f
JM
327ldouble: 5
328
329Function: Real part of "casinh_upward":
9174b4c3
JM
330double: 5
331float: 7
9174b4c3 332ldouble: 13
a7672a2f
JM
333
334Function: Imaginary part of "casinh_upward":
9174b4c3 335double: 3
a7672a2f 336float: 2
9081b7bc 337ldouble: 6
a7672a2f
JM
338
339Function: Real part of "catan":
9174b4c3 340double: 1
a7672a2f 341float: 1
9174b4c3 342ldouble: 3
a7672a2f
JM
343
344Function: Imaginary part of "catan":
345double: 1
346float: 1
9174b4c3 347ldouble: 2
a7672a2f
JM
348
349Function: Real part of "catan_downward":
350double: 1
9174b4c3 351float: 2
9174b4c3 352ldouble: 6
a7672a2f
JM
353
354Function: Imaginary part of "catan_downward":
355double: 2
356float: 2
9174b4c3 357ldouble: 7
a7672a2f
JM
358
359Function: Real part of "catan_towardzero":
360double: 1
9174b4c3 361float: 2
9174b4c3 362ldouble: 7
a7672a2f
JM
363
364Function: Imaginary part of "catan_towardzero":
365double: 2
9174b4c3 366float: 2
9174b4c3 367ldouble: 3
a7672a2f
JM
368
369Function: Real part of "catan_upward":
9174b4c3 370double: 1
a7672a2f 371float: 1
9174b4c3 372ldouble: 6
a7672a2f
JM
373
374Function: Imaginary part of "catan_upward":
375double: 3
376float: 3
9081b7bc 377ldouble: 8
a7672a2f
JM
378
379Function: Real part of "catanh":
380double: 1
381float: 1
9174b4c3 382ldouble: 2
a7672a2f
JM
383
384Function: Imaginary part of "catanh":
9174b4c3 385double: 1
a7672a2f 386float: 1
9174b4c3 387ldouble: 3
a7672a2f
JM
388
389Function: Real part of "catanh_downward":
390double: 2
391float: 2
9081b7bc 392ldouble: 5
a7672a2f
JM
393
394Function: Imaginary part of "catanh_downward":
395double: 1
396float: 2
9174b4c3 397ldouble: 6
a7672a2f
JM
398
399Function: Real part of "catanh_towardzero":
400double: 2
9174b4c3 401float: 2
9174b4c3 402ldouble: 3
a7672a2f
JM
403
404Function: Imaginary part of "catanh_towardzero":
405double: 1
406float: 2
9174b4c3 407ldouble: 7
a7672a2f
JM
408
409Function: Real part of "catanh_upward":
410double: 4
9174b4c3 411float: 4
9081b7bc 412ldouble: 8
a7672a2f
JM
413
414Function: Imaginary part of "catanh_upward":
9174b4c3 415double: 1
a7672a2f 416float: 1
9174b4c3 417ldouble: 6
a7672a2f
JM
418
419Function: "cbrt":
9081b7bc 420double: 3
a7672a2f 421float: 1
a7672a2f
JM
422ldouble: 1
423
424Function: "cbrt_downward":
9081b7bc 425double: 4
a7672a2f 426float: 1
844c75aa 427ldouble: 5
a7672a2f
JM
428
429Function: "cbrt_towardzero":
9081b7bc
JM
430double: 3
431float: 1
a7672a2f
JM
432ldouble: 3
433
434Function: "cbrt_upward":
844c75aa 435double: 5
a7672a2f 436float: 1
a7672a2f
JM
437ldouble: 2
438
439Function: Real part of "ccos":
440double: 1
441float: 1
a7672a2f
JM
442ldouble: 1
443
444Function: Imaginary part of "ccos":
445double: 1
446float: 1
a7672a2f
JM
447ldouble: 2
448
449Function: Real part of "ccos_downward":
450double: 1
451float: 1
a7672a2f
JM
452ldouble: 6
453
454Function: Imaginary part of "ccos_downward":
8e291a29 455double: 3
a7672a2f 456float: 3
a7672a2f
JM
457ldouble: 6
458
459Function: Real part of "ccos_towardzero":
460double: 1
461float: 2
a7672a2f
JM
462ldouble: 6
463
464Function: Imaginary part of "ccos_towardzero":
8e291a29 465double: 3
a7672a2f 466float: 3
a7672a2f
JM
467ldouble: 6
468
469Function: Real part of "ccos_upward":
470double: 1
471float: 2
a7672a2f
JM
472ldouble: 3
473
474Function: Imaginary part of "ccos_upward":
475double: 2
476float: 2
a7672a2f
JM
477ldouble: 4
478
479Function: Real part of "ccosh":
480double: 1
481float: 1
a7672a2f
JM
482ldouble: 1
483
484Function: Imaginary part of "ccosh":
485double: 1
486float: 1
a7672a2f
JM
487ldouble: 2
488
489Function: Real part of "ccosh_downward":
8e291a29 490double: 2
a7672a2f 491float: 3
a7672a2f
JM
492ldouble: 6
493
494Function: Imaginary part of "ccosh_downward":
8e291a29 495double: 3
a7672a2f 496float: 3
a7672a2f
JM
497ldouble: 6
498
499Function: Real part of "ccosh_towardzero":
8e291a29 500double: 2
a7672a2f 501float: 3
a7672a2f
JM
502ldouble: 10
503
504Function: Imaginary part of "ccosh_towardzero":
8e291a29 505double: 3
a7672a2f 506float: 3
a7672a2f
JM
507ldouble: 6
508
509Function: Real part of "ccosh_upward":
510double: 1
511float: 2
a7672a2f
JM
512ldouble: 3
513
514Function: Imaginary part of "ccosh_upward":
515double: 2
516float: 2
a7672a2f
JM
517ldouble: 4
518
519Function: Real part of "cexp":
520double: 2
521float: 1
9081b7bc 522ldouble: 1
a7672a2f
JM
523
524Function: Imaginary part of "cexp":
525double: 1
526float: 2
9081b7bc 527ldouble: 1
a7672a2f 528
9081b7bc 529Function: Real part of "cexp_downward":
8e291a29 530double: 2
9081b7bc 531float: 2
9081b7bc 532ldouble: 11
a7672a2f 533
9081b7bc 534Function: Imaginary part of "cexp_downward":
8e291a29 535double: 3
9081b7bc 536float: 3
9081b7bc 537ldouble: 11
a7672a2f 538
9081b7bc 539Function: Real part of "cexp_towardzero":
8e291a29 540double: 2
a7672a2f 541float: 2
9081b7bc 542ldouble: 11
a7672a2f 543
9081b7bc 544Function: Imaginary part of "cexp_towardzero":
8e291a29 545double: 3
9081b7bc 546float: 3
9081b7bc
JM
547ldouble: 11
548
549Function: Real part of "cexp_upward":
550double: 1
551float: 2
9081b7bc
JM
552ldouble: 3
553
554Function: Imaginary part of "cexp_upward":
8e291a29 555double: 3
9081b7bc 556float: 2
9081b7bc
JM
557ldouble: 3
558
559Function: Real part of "clog":
560double: 3
844c75aa 561float: 3
844c75aa 562ldouble: 2
9081b7bc
JM
563
564Function: Imaginary part of "clog":
565float: 1
a7672a2f
JM
566ldouble: 2
567
9081b7bc 568Function: Real part of "clog10":
a7672a2f 569double: 3
844c75aa 570float: 4
9081b7bc 571ldouble: 3
a7672a2f 572
9081b7bc
JM
573Function: Imaginary part of "clog10":
574double: 2
a7672a2f 575float: 2
9081b7bc
JM
576ldouble: 2
577
578Function: Real part of "clog10_downward":
844c75aa 579double: 5
28fd6a44 580float: 5
844c75aa 581ldouble: 8
9081b7bc
JM
582
583Function: Imaginary part of "clog10_downward":
584double: 2
585float: 4
a7672a2f
JM
586ldouble: 7
587
588Function: Real part of "clog10_towardzero":
9081b7bc 589double: 5
844c75aa 590float: 5
844c75aa 591ldouble: 8
a7672a2f
JM
592
593Function: Imaginary part of "clog10_towardzero":
9081b7bc
JM
594double: 2
595float: 4
844c75aa 596ldouble: 8
a7672a2f
JM
597
598Function: Real part of "clog10_upward":
844c75aa 599double: 6
9081b7bc 600float: 5
844c75aa 601ldouble: 8
a7672a2f
JM
602
603Function: Imaginary part of "clog10_upward":
604double: 2
844c75aa 605float: 4
844c75aa 606ldouble: 7
a7672a2f
JM
607
608Function: Real part of "clog_downward":
844c75aa
JM
609double: 4
610float: 3
844c75aa 611ldouble: 3
a7672a2f
JM
612
613Function: Imaginary part of "clog_downward":
614double: 1
615float: 2
9081b7bc 616ldouble: 5
a7672a2f
JM
617
618Function: Real part of "clog_towardzero":
844c75aa
JM
619double: 4
620float: 4
844c75aa 621ldouble: 4
a7672a2f
JM
622
623Function: Imaginary part of "clog_towardzero":
624double: 1
844c75aa 625float: 3
844c75aa 626ldouble: 7
a7672a2f 627
9081b7bc 628Function: Real part of "clog_upward":
844c75aa
JM
629double: 4
630float: 3
844c75aa 631ldouble: 6
9081b7bc 632
a7672a2f 633Function: Imaginary part of "clog_upward":
9081b7bc 634double: 1
a7672a2f 635float: 2
844c75aa 636ldouble: 4
a7672a2f
JM
637
638Function: "cos":
74759ae5 639double: 1
a7672a2f 640float: 1
9081b7bc 641ldouble: 4
a7672a2f
JM
642
643Function: "cos_downward":
644double: 1
645float: 2
9081b7bc 646ldouble: 5
a7672a2f
JM
647
648Function: "cos_towardzero":
649double: 1
650float: 1
9081b7bc 651ldouble: 4
a7672a2f
JM
652
653Function: "cos_upward":
654double: 1
655float: 2
9081b7bc 656ldouble: 5
a7672a2f
JM
657
658Function: "cosh":
24db925a
JM
659double: 1
660float: 1
1f0f2067 661ldouble: 3
5faedd6f 662
a7672a2f 663Function: "cosh_downward":
8e291a29 664double: 2
a7672a2f 665float: 1
a7672a2f
JM
666ldouble: 2
667
5faedd6f 668Function: "cosh_towardzero":
8e291a29 669double: 2
5faedd6f 670float: 1
24db925a 671ldouble: 2
5faedd6f
JM
672
673Function: "cosh_upward":
8e291a29 674double: 2
24db925a 675float: 2
5faedd6f
JM
676ldouble: 2
677
10fdbe1a
RM
678Function: Real part of "cpow":
679double: 2
28fd6a44 680float: 5
05f5c45c 681ldouble: 4
10fdbe1a
RM
682
683Function: Imaginary part of "cpow":
10fdbe1a 684float: 2
52667c6c 685ldouble: 1
3de10437 686
a7672a2f 687Function: Real part of "cpow_downward":
8e291a29 688double: 5
a7672a2f 689float: 8
a7672a2f
JM
690ldouble: 7
691
692Function: Imaginary part of "cpow_downward":
9081b7bc 693double: 1
a7672a2f 694float: 2
a7672a2f
JM
695ldouble: 4
696
697Function: Real part of "cpow_towardzero":
8e291a29 698double: 5
a7672a2f 699float: 8
a7672a2f
JM
700ldouble: 8
701
702Function: Imaginary part of "cpow_towardzero":
9081b7bc 703double: 1
a7672a2f 704float: 2
a7672a2f
JM
705ldouble: 4
706
707Function: Real part of "cpow_upward":
708double: 4
709float: 1
a7672a2f
JM
710ldouble: 3
711
712Function: Imaginary part of "cpow_upward":
713double: 1
714float: 2
a7672a2f
JM
715ldouble: 3
716
3de10437 717Function: Real part of "csin":
5faedd6f
JM
718double: 1
719float: 1
5faedd6f
JM
720ldouble: 2
721
722Function: Imaginary part of "csin":
3de10437 723ldouble: 1
10fdbe1a 724
a7672a2f 725Function: Real part of "csin_downward":
8e291a29 726double: 3
a7672a2f 727float: 3
9081b7bc 728ldouble: 6
a7672a2f
JM
729
730Function: Imaginary part of "csin_downward":
731double: 1
9081b7bc 732float: 1
9081b7bc 733ldouble: 6
a7672a2f
JM
734
735Function: Real part of "csin_towardzero":
8e291a29 736double: 3
a7672a2f 737float: 3
9081b7bc 738ldouble: 6
a7672a2f
JM
739
740Function: Imaginary part of "csin_towardzero":
9081b7bc
JM
741double: 1
742float: 1
9081b7bc
JM
743ldouble: 6
744
745Function: Real part of "csin_upward":
a7672a2f
JM
746double: 2
747float: 2
9081b7bc 748ldouble: 3
a7672a2f
JM
749
750Function: Imaginary part of "csin_upward":
751double: 1
9081b7bc 752float: 2
a7672a2f
JM
753ldouble: 3
754
10fdbe1a
RM
755Function: Real part of "csinh":
756float: 1
3de10437 757ldouble: 1
10fdbe1a
RM
758
759Function: Imaginary part of "csinh":
760double: 1
761float: 1
5faedd6f 762ldouble: 2
10fdbe1a 763
a7672a2f 764Function: Real part of "csinh_downward":
9081b7bc
JM
765double: 2
766float: 2
9081b7bc 767ldouble: 6
a7672a2f
JM
768
769Function: Imaginary part of "csinh_downward":
8e291a29 770double: 3
a7672a2f 771float: 3
9081b7bc 772ldouble: 6
a7672a2f
JM
773
774Function: Real part of "csinh_towardzero":
775double: 2
776float: 2
9081b7bc 777ldouble: 6
a7672a2f
JM
778
779Function: Imaginary part of "csinh_towardzero":
8e291a29 780double: 3
a7672a2f 781float: 3
9081b7bc 782ldouble: 6
a7672a2f
JM
783
784Function: Real part of "csinh_upward":
785double: 1
9081b7bc 786float: 2
a7672a2f
JM
787ldouble: 3
788
789Function: Imaginary part of "csinh_upward":
790double: 2
9081b7bc 791float: 2
9081b7bc 792ldouble: 3
a7672a2f 793
10fdbe1a 794Function: Real part of "csqrt":
9081b7bc
JM
795double: 2
796float: 2
3de10437
DJ
797ldouble: 1
798
799Function: Imaginary part of "csqrt":
9081b7bc
JM
800double: 2
801float: 2
3de10437 802ldouble: 1
10fdbe1a 803
a7672a2f 804Function: Real part of "csqrt_downward":
844c75aa 805double: 5
9081b7bc 806float: 4
9081b7bc 807ldouble: 4
a7672a2f
JM
808
809Function: Imaginary part of "csqrt_downward":
9081b7bc
JM
810double: 4
811float: 3
844c75aa 812ldouble: 5
a7672a2f
JM
813
814Function: Real part of "csqrt_towardzero":
844c75aa 815double: 4
9081b7bc 816float: 3
844c75aa 817ldouble: 5
a7672a2f
JM
818
819Function: Imaginary part of "csqrt_towardzero":
9081b7bc
JM
820double: 4
821float: 3
844c75aa 822ldouble: 5
a7672a2f
JM
823
824Function: Real part of "csqrt_upward":
9081b7bc
JM
825double: 5
826float: 4
9081b7bc 827ldouble: 12
a7672a2f
JM
828
829Function: Imaginary part of "csqrt_upward":
9081b7bc
JM
830double: 3
831float: 3
9081b7bc 832ldouble: 8
a7672a2f 833
10fdbe1a
RM
834Function: Real part of "ctan":
835double: 1
5faedd6f 836float: 1
9081b7bc 837ldouble: 3
10fdbe1a
RM
838
839Function: Imaginary part of "ctan":
05f5c45c 840double: 2
28fd6a44 841float: 2
24db925a
JM
842ldouble: 2
843
844Function: Real part of "ctan_downward":
845double: 6
846float: 5
9081b7bc 847ldouble: 6
05f5c45c 848
a7672a2f 849Function: Imaginary part of "ctan_downward":
24db925a 850double: 2
28fd6a44 851float: 2
a7672a2f 852ldouble: 9
10fdbe1a 853
05f5c45c 854Function: Real part of "ctan_towardzero":
24db925a
JM
855double: 5
856float: 3
9081b7bc 857ldouble: 4
05f5c45c
JM
858
859Function: Imaginary part of "ctan_towardzero":
24db925a
JM
860double: 2
861float: 2
a7672a2f 862ldouble: 13
05f5c45c
JM
863
864Function: Real part of "ctan_upward":
865double: 2
28fd6a44 866float: 4
9081b7bc 867ldouble: 7
05f5c45c
JM
868
869Function: Imaginary part of "ctan_upward":
24db925a
JM
870double: 2
871float: 3
05f5c45c
JM
872ldouble: 10
873
10fdbe1a 874Function: Real part of "ctanh":
24db925a 875double: 2
28fd6a44 876float: 2
05f5c45c 877ldouble: 2
10fdbe1a
RM
878
879Function: Imaginary part of "ctanh":
24db925a 880double: 2
5faedd6f 881float: 2
24db925a 882ldouble: 3
10fdbe1a 883
05f5c45c 884Function: Real part of "ctanh_downward":
24db925a 885double: 4
28fd6a44 886float: 2
a7672a2f 887ldouble: 9
05f5c45c
JM
888
889Function: Imaginary part of "ctanh_downward":
24db925a
JM
890double: 6
891float: 5
9081b7bc 892ldouble: 6
05f5c45c 893
05f5c45c 894Function: Real part of "ctanh_towardzero":
24db925a
JM
895double: 2
896float: 2
05f5c45c
JM
897ldouble: 13
898
899Function: Imaginary part of "ctanh_towardzero":
24db925a
JM
900double: 5
901float: 3
9081b7bc 902ldouble: 10
05f5c45c
JM
903
904Function: Real part of "ctanh_upward":
24db925a
JM
905double: 2
906float: 3
05f5c45c
JM
907ldouble: 10
908
909Function: Imaginary part of "ctanh_upward":
910double: 2
24db925a 911float: 3
24db925a 912ldouble: 10
05f5c45c 913
74759ae5
JM
914Function: "div_ldouble":
915float: 1
916
10fdbe1a
RM
917Function: "erf":
918double: 1
9081b7bc 919float: 1
3de10437 920ldouble: 1
10fdbe1a 921
a7672a2f 922Function: "erf_downward":
9081b7bc 923double: 1
a7672a2f 924float: 1
9081b7bc 925ldouble: 2
a7672a2f
JM
926
927Function: "erf_towardzero":
9081b7bc 928double: 1
a7672a2f 929float: 1
844c75aa 930ldouble: 2
a7672a2f
JM
931
932Function: "erf_upward":
9081b7bc 933double: 1
a7672a2f 934float: 1
844c75aa 935ldouble: 2
a7672a2f 936
10fdbe1a 937Function: "erfc":
844c75aa 938double: 3
9081b7bc 939float: 2
9081b7bc 940ldouble: 3
3de10437 941
a7672a2f 942Function: "erfc_downward":
844c75aa 943double: 5
9081b7bc 944float: 6
844c75aa 945ldouble: 10
a7672a2f
JM
946
947Function: "erfc_towardzero":
9081b7bc
JM
948double: 3
949float: 4
9081b7bc 950ldouble: 9
a7672a2f
JM
951
952Function: "erfc_upward":
844c75aa 953double: 5
9081b7bc 954float: 6
844c75aa 955ldouble: 7
a7672a2f 956
3de10437 957Function: "exp":
844c75aa 958float: 1
3de10437 959ldouble: 1
10fdbe1a
RM
960
961Function: "exp10":
9081b7bc 962double: 2
5faedd6f 963ldouble: 1
3de10437 964
24db925a 965Function: "exp10_downward":
8e291a29 966double: 3
a7672a2f 967float: 1
844c75aa 968ldouble: 9
a7672a2f
JM
969
970Function: "exp10_towardzero":
8e291a29 971double: 3
a7672a2f 972float: 1
844c75aa 973ldouble: 9
24db925a 974
a7672a2f 975Function: "exp10_upward":
9081b7bc
JM
976double: 2
977float: 1
9081b7bc
JM
978ldouble: 4
979
980Function: "exp2":
a7672a2f
JM
981double: 1
982float: 1
9081b7bc 983ldouble: 1
a7672a2f
JM
984
985Function: "exp2_downward":
9081b7bc
JM
986double: 1
987float: 1
a7672a2f
JM
988ldouble: 1
989
990Function: "exp2_towardzero":
9081b7bc
JM
991double: 1
992float: 1
844c75aa 993ldouble: 2
a7672a2f
JM
994
995Function: "exp2_upward":
9081b7bc
JM
996double: 1
997float: 1
9081b7bc 998ldouble: 2
a7672a2f
JM
999
1000Function: "exp_downward":
24db925a 1001double: 1
28fd6a44 1002float: 1
24db925a
JM
1003ldouble: 1
1004
a7672a2f
JM
1005Function: "exp_towardzero":
1006double: 1
28fd6a44 1007float: 1
a7672a2f
JM
1008ldouble: 1
1009
1010Function: "exp_upward":
1011double: 1
28fd6a44 1012float: 1
a7672a2f
JM
1013ldouble: 1
1014
1015Function: "expm1":
1016double: 1
1017float: 1
a7672a2f
JM
1018ldouble: 1
1019
1020Function: "expm1_downward":
1021double: 1
1022float: 1
9081b7bc 1023ldouble: 3
a7672a2f
JM
1024
1025Function: "expm1_towardzero":
1026double: 1
844c75aa 1027float: 2
9081b7bc 1028ldouble: 5
a7672a2f
JM
1029
1030Function: "expm1_upward":
1031double: 1
1032float: 1
9081b7bc 1033ldouble: 6
a7672a2f
JM
1034
1035Function: "fma":
a7672a2f
JM
1036ldouble: 1
1037
1038Function: "fma_downward":
a7672a2f
JM
1039ldouble: 1
1040
1041Function: "fma_towardzero":
a7672a2f
JM
1042ldouble: 2
1043
1044Function: "fma_upward":
9081b7bc 1045ldouble: 3
a7672a2f 1046
844c75aa 1047Function: "fmod":
a7672a2f
JM
1048ldouble: 1
1049
844c75aa 1050Function: "fmod_downward":
844c75aa 1051ldouble: 1
a7672a2f 1052
844c75aa 1053Function: "fmod_towardzero":
844c75aa
JM
1054ldouble: 1
1055
1056Function: "fmod_upward":
844c75aa
JM
1057ldouble: 1
1058
1059Function: "gamma":
9081b7bc 1060double: 4
844c75aa 1061float: 4
a7672a2f
JM
1062ldouble: 3
1063
844c75aa
JM
1064Function: "gamma_downward":
1065double: 5
1066float: 4
9174b4c3 1067ldouble: 15
844c75aa
JM
1068
1069Function: "gamma_towardzero":
1070double: 5
1071float: 4
9174b4c3 1072ldouble: 16
844c75aa 1073
a7672a2f 1074Function: "gamma_upward":
844c75aa
JM
1075double: 5
1076float: 5
9174b4c3 1077ldouble: 11
a7672a2f
JM
1078
1079Function: "hypot":
1080double: 1
a7672a2f
JM
1081ldouble: 1
1082
1083Function: "hypot_downward":
1084double: 1
a7672a2f
JM
1085ldouble: 2
1086
1087Function: "hypot_towardzero":
1088double: 1
a7672a2f
JM
1089ldouble: 2
1090
1091Function: "hypot_upward":
1092double: 1
a7672a2f
JM
1093ldouble: 3
1094
1095Function: "j0":
1096double: 2
1097float: 2
a7672a2f
JM
1098ldouble: 2
1099
1100Function: "j0_downward":
1101double: 2
28fd6a44 1102float: 4
a7672a2f
JM
1103ldouble: 11
1104
1105Function: "j0_towardzero":
1106double: 3
1107float: 2
a7672a2f
JM
1108ldouble: 8
1109
1110Function: "j0_upward":
1111double: 3
1112float: 2
9081b7bc 1113ldouble: 5
a7672a2f
JM
1114
1115Function: "j1":
24db925a 1116double: 1
a7672a2f 1117float: 2
a7672a2f
JM
1118ldouble: 1
1119
1120Function: "j1_downward":
1121double: 3
28fd6a44 1122float: 3
a7672a2f
JM
1123ldouble: 6
1124
1125Function: "j1_towardzero":
1126double: 3
1127float: 2
a7672a2f
JM
1128ldouble: 6
1129
1130Function: "j1_upward":
1131double: 3
1132float: 5
a7672a2f
JM
1133ldouble: 6
1134
1135Function: "jn":
1136double: 4
1137float: 4
24db925a
JM
1138ldouble: 4
1139
9081b7bc
JM
1140Function: "jn_downward":
1141double: 5
1142float: 5
9081b7bc
JM
1143ldouble: 6
1144
1145Function: "jn_towardzero":
1146double: 5
1147float: 5
9081b7bc
JM
1148ldouble: 6
1149
1150Function: "jn_upward":
1151double: 5
1152float: 5
9081b7bc
JM
1153ldouble: 5
1154
a7672a2f 1155Function: "ldexp_downward":
a7672a2f
JM
1156ldouble: 1
1157
1158Function: "ldexp_upward":
a7672a2f
JM
1159ldouble: 1
1160
1161Function: "lgamma":
9081b7bc 1162double: 4
844c75aa 1163float: 4
a7672a2f
JM
1164ldouble: 3
1165
844c75aa
JM
1166Function: "lgamma_downward":
1167double: 5
1168float: 4
9174b4c3 1169ldouble: 15
844c75aa
JM
1170
1171Function: "lgamma_towardzero":
1172double: 5
1173float: 4
9174b4c3 1174ldouble: 16
844c75aa 1175
a7672a2f 1176Function: "lgamma_upward":
844c75aa
JM
1177double: 5
1178float: 5
9174b4c3 1179ldouble: 11
5faedd6f 1180
a7672a2f
JM
1181Function: "log":
1182float: 1
5faedd6f
JM
1183ldouble: 1
1184
a7672a2f 1185Function: "log10":
9081b7bc 1186double: 2
a7672a2f 1187float: 2
24db925a
JM
1188ldouble: 1
1189
a7672a2f 1190Function: "log10_downward":
9081b7bc
JM
1191double: 2
1192float: 3
24db925a
JM
1193ldouble: 1
1194
a7672a2f 1195Function: "log10_towardzero":
9081b7bc
JM
1196double: 2
1197float: 2
844c75aa 1198ldouble: 2
5faedd6f 1199
a7672a2f 1200Function: "log10_upward":
9081b7bc
JM
1201double: 2
1202float: 2
5faedd6f 1203ldouble: 1
10fdbe1a 1204
a7672a2f 1205Function: "log1p":
52667c6c 1206double: 1
24db925a 1207float: 1
844c75aa 1208ldouble: 2
3de10437 1209
9081b7bc
JM
1210Function: "log1p_downward":
1211double: 2
1212float: 2
9081b7bc
JM
1213ldouble: 2
1214
a7672a2f 1215Function: "log1p_towardzero":
9081b7bc
JM
1216double: 2
1217float: 2
9081b7bc 1218ldouble: 2
24db925a 1219
a7672a2f 1220Function: "log1p_upward":
10fdbe1a
RM
1221double: 2
1222float: 2
844c75aa 1223ldouble: 2
10fdbe1a 1224
9081b7bc
JM
1225Function: "log2":
1226double: 2
24db925a 1227float: 1
24db925a 1228ldouble: 1
3de10437 1229
9081b7bc
JM
1230Function: "log2_downward":
1231double: 3
1232float: 3
9081b7bc
JM
1233ldouble: 2
1234
1235Function: "log2_towardzero":
a7672a2f
JM
1236double: 2
1237float: 2
844c75aa 1238ldouble: 4
a7672a2f 1239
9081b7bc
JM
1240Function: "log2_upward":
1241double: 3
1242float: 3
844c75aa 1243ldouble: 4
10fdbe1a 1244
9081b7bc
JM
1245Function: "log_downward":
1246float: 2
3de10437 1247ldouble: 1
10fdbe1a 1248
9081b7bc
JM
1249Function: "log_towardzero":
1250float: 2
9081b7bc
JM
1251ldouble: 2
1252
a7672a2f 1253Function: "log_upward":
844c75aa 1254double: 1
9081b7bc 1255float: 2
24db925a 1256ldouble: 1
3de10437 1257
74759ae5
JM
1258Function: "mul_downward_ldouble":
1259double: 1
1260float: 1
1261
1262Function: "mul_ldouble":
1263double: 1
1264float: 1
1265
1266Function: "mul_towardzero_ldouble":
1267double: 1
1268float: 1
1269
1270Function: "mul_upward_ldouble":
1271double: 1
1272float: 1
1273
a7672a2f 1274Function: "nextafter_downward":
a7672a2f
JM
1275ldouble: 1
1276
1277Function: "nextafter_upward":
3de10437
DJ
1278ldouble: 1
1279
1280Function: "pow":
74759ae5 1281double: 1
844c75aa 1282float: 1
5faedd6f
JM
1283ldouble: 1
1284
a7672a2f
JM
1285Function: "pow_downward":
1286double: 1
844c75aa 1287float: 1
24db925a
JM
1288ldouble: 1
1289
5faedd6f 1290Function: "pow_towardzero":
a7672a2f 1291double: 1
844c75aa 1292float: 1
5faedd6f
JM
1293ldouble: 1
1294
1295Function: "pow_upward":
a7672a2f 1296double: 1
844c75aa 1297float: 1
a7672a2f
JM
1298ldouble: 1
1299
1300Function: "scalb_downward":
a7672a2f
JM
1301ldouble: 1
1302
1303Function: "scalb_upward":
a7672a2f
JM
1304ldouble: 1
1305
1306Function: "scalbln_downward":
a7672a2f
JM
1307ldouble: 1
1308
1309Function: "scalbln_upward":
a7672a2f
JM
1310ldouble: 1
1311
1312Function: "scalbn_downward":
a7672a2f
JM
1313ldouble: 1
1314
1315Function: "scalbn_upward":
a7672a2f 1316ldouble: 1
3de10437
DJ
1317
1318Function: "sin":
74759ae5 1319double: 1
24db925a 1320float: 1
3de10437 1321ldouble: 1
10fdbe1a 1322
5faedd6f 1323Function: "sin_downward":
24db925a
JM
1324double: 1
1325float: 2
844c75aa 1326ldouble: 4
5faedd6f 1327
5faedd6f 1328Function: "sin_towardzero":
24db925a 1329double: 1
5faedd6f 1330float: 1
24db925a 1331ldouble: 4
5faedd6f
JM
1332
1333Function: "sin_upward":
24db925a 1334double: 1
5faedd6f 1335float: 2
9081b7bc 1336ldouble: 5
5faedd6f 1337
10fdbe1a 1338Function: "sincos":
74759ae5 1339double: 1
10fdbe1a 1340float: 1
3de10437
DJ
1341ldouble: 1
1342
a7672a2f
JM
1343Function: "sincos_downward":
1344double: 1
1345float: 2
a7672a2f
JM
1346ldouble: 4
1347
1348Function: "sincos_towardzero":
1349double: 1
1350float: 1
a7672a2f
JM
1351ldouble: 7
1352
1353Function: "sincos_upward":
1354double: 1
844c75aa 1355float: 2
9081b7bc 1356ldouble: 7
a7672a2f 1357
3de10437 1358Function: "sinh":
9081b7bc
JM
1359double: 2
1360float: 2
844c75aa 1361ldouble: 3
10fdbe1a 1362
5faedd6f 1363Function: "sinh_downward":
9081b7bc
JM
1364double: 3
1365float: 3
844c75aa 1366ldouble: 6
5faedd6f 1367
5faedd6f 1368Function: "sinh_towardzero":
9081b7bc
JM
1369double: 2
1370float: 2
844c75aa 1371ldouble: 6
5faedd6f
JM
1372
1373Function: "sinh_upward":
9081b7bc
JM
1374double: 3
1375float: 3
9081b7bc 1376ldouble: 6
5faedd6f 1377
a7672a2f 1378Function: "sqrt":
a7672a2f
JM
1379ldouble: 1
1380
1381Function: "sqrt_downward":
a7672a2f
JM
1382ldouble: 1
1383
1384Function: "sqrt_towardzero":
a7672a2f
JM
1385ldouble: 1
1386
1387Function: "sqrt_upward":
a7672a2f
JM
1388ldouble: 1
1389
74759ae5
JM
1390Function: "sub_ldouble":
1391double: 1
1392float: 1
1393
10fdbe1a 1394Function: "tan":
9081b7bc 1395float: 1
05f5c45c 1396ldouble: 2
3de10437 1397
5faedd6f 1398Function: "tan_downward":
24db925a
JM
1399double: 1
1400float: 2
844c75aa 1401ldouble: 3
5faedd6f 1402
5faedd6f 1403Function: "tan_towardzero":
24db925a 1404double: 1
5faedd6f 1405float: 1
24db925a 1406ldouble: 2
5faedd6f
JM
1407
1408Function: "tan_upward":
24db925a 1409double: 1
5faedd6f 1410float: 1
9081b7bc 1411ldouble: 3
5faedd6f 1412
3de10437 1413Function: "tanh":
9081b7bc
JM
1414double: 2
1415float: 2
3de10437 1416ldouble: 1
10fdbe1a 1417
a7672a2f 1418Function: "tanh_downward":
9081b7bc
JM
1419double: 3
1420float: 3
844c75aa 1421ldouble: 4
a7672a2f
JM
1422
1423Function: "tanh_towardzero":
9081b7bc
JM
1424double: 2
1425float: 2
844c75aa 1426ldouble: 4
a7672a2f
JM
1427
1428Function: "tanh_upward":
9081b7bc 1429double: 3
52667c6c 1430float: 3
844c75aa 1431ldouble: 6
9081b7bc
JM
1432
1433Function: "tgamma":
844c75aa
JM
1434double: 5
1435float: 4
9081b7bc
JM
1436ldouble: 3
1437
1438Function: "tgamma_downward":
844c75aa
JM
1439double: 5
1440float: 5
9081b7bc
JM
1441ldouble: 4
1442
1443Function: "tgamma_towardzero":
844c75aa
JM
1444double: 5
1445float: 4
52667c6c 1446ldouble: 3
10fdbe1a 1447
9081b7bc 1448Function: "tgamma_upward":
844c75aa
JM
1449double: 4
1450float: 4
9081b7bc
JM
1451ldouble: 4
1452
10fdbe1a
RM
1453Function: "y0":
1454double: 2
1455float: 1
5faedd6f 1456ldouble: 1
10fdbe1a 1457
a7672a2f
JM
1458Function: "y0_downward":
1459double: 3
28fd6a44 1460float: 4
a7672a2f
JM
1461ldouble: 10
1462
1463Function: "y0_towardzero":
1464double: 3
1465float: 3
a7672a2f
JM
1466ldouble: 8
1467
1468Function: "y0_upward":
1469double: 3
28fd6a44 1470float: 5
9081b7bc 1471ldouble: 7
a7672a2f 1472
10fdbe1a
RM
1473Function: "y1":
1474double: 3
1475float: 2
3de10437 1476ldouble: 2
10fdbe1a 1477
a7672a2f
JM
1478Function: "y1_downward":
1479double: 3
1480float: 2
a7672a2f
JM
1481ldouble: 7
1482
1483Function: "y1_towardzero":
1484double: 3
1485float: 2
a7672a2f
JM
1486ldouble: 7
1487
1488Function: "y1_upward":
1489double: 7
1490float: 2
a7672a2f
JM
1491ldouble: 9
1492
10fdbe1a
RM
1493Function: "yn":
1494double: 3
28fd6a44 1495float: 3
3de10437 1496ldouble: 2
10fdbe1a 1497
a7672a2f
JM
1498Function: "yn_downward":
1499double: 3
28fd6a44 1500float: 4
a7672a2f
JM
1501ldouble: 10
1502
1503Function: "yn_towardzero":
1504double: 3
1505float: 3
a7672a2f
JM
1506ldouble: 8
1507
1508Function: "yn_upward":
1509double: 4
28fd6a44 1510float: 5
9081b7bc 1511ldouble: 5
a7672a2f 1512
10fdbe1a 1513# end of automatic generation