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Use long double not double for _Float64 with old GCC if values the same.
[thirdparty/glibc.git] / sysdeps / unix / sysv / linux / aarch64 / libm.abilist
CommitLineData
8c77b6ad
FW
1GLIBC_2.17 GLIBC_2.17 A
2GLIBC_2.17 _LIB_VERSION D 0x4
3GLIBC_2.17 __acos_finite F
4GLIBC_2.17 __acosf_finite F
5GLIBC_2.17 __acosh_finite F
6GLIBC_2.17 __acoshf_finite F
7GLIBC_2.17 __acoshl_finite F
8GLIBC_2.17 __acosl_finite F
9GLIBC_2.17 __asin_finite F
10GLIBC_2.17 __asinf_finite F
11GLIBC_2.17 __asinl_finite F
12GLIBC_2.17 __atan2_finite F
13GLIBC_2.17 __atan2f_finite F
14GLIBC_2.17 __atan2l_finite F
15GLIBC_2.17 __atanh_finite F
16GLIBC_2.17 __atanhf_finite F
17GLIBC_2.17 __atanhl_finite F
18GLIBC_2.17 __clog10 F
19GLIBC_2.17 __clog10f F
20GLIBC_2.17 __clog10l F
21GLIBC_2.17 __cosh_finite F
22GLIBC_2.17 __coshf_finite F
23GLIBC_2.17 __coshl_finite F
24GLIBC_2.17 __exp10_finite F
25GLIBC_2.17 __exp10f_finite F
26GLIBC_2.17 __exp10l_finite F
27GLIBC_2.17 __exp2_finite F
28GLIBC_2.17 __exp2f_finite F
29GLIBC_2.17 __exp2l_finite F
30GLIBC_2.17 __exp_finite F
31GLIBC_2.17 __expf_finite F
32GLIBC_2.17 __expl_finite F
33GLIBC_2.17 __finite F
34GLIBC_2.17 __finitef F
35GLIBC_2.17 __finitel F
36GLIBC_2.17 __fmod_finite F
37GLIBC_2.17 __fmodf_finite F
38GLIBC_2.17 __fmodl_finite F
39GLIBC_2.17 __fpclassify F
40GLIBC_2.17 __fpclassifyf F
41GLIBC_2.17 __fpclassifyl F
42GLIBC_2.17 __gamma_r_finite F
43GLIBC_2.17 __gammaf_r_finite F
44GLIBC_2.17 __gammal_r_finite F
45GLIBC_2.17 __hypot_finite F
46GLIBC_2.17 __hypotf_finite F
47GLIBC_2.17 __hypotl_finite F
48GLIBC_2.17 __j0_finite F
49GLIBC_2.17 __j0f_finite F
50GLIBC_2.17 __j0l_finite F
51GLIBC_2.17 __j1_finite F
52GLIBC_2.17 __j1f_finite F
53GLIBC_2.17 __j1l_finite F
54GLIBC_2.17 __jn_finite F
55GLIBC_2.17 __jnf_finite F
56GLIBC_2.17 __jnl_finite F
57GLIBC_2.17 __lgamma_r_finite F
58GLIBC_2.17 __lgammaf_r_finite F
59GLIBC_2.17 __lgammal_r_finite F
60GLIBC_2.17 __log10_finite F
61GLIBC_2.17 __log10f_finite F
62GLIBC_2.17 __log10l_finite F
63GLIBC_2.17 __log2_finite F
64GLIBC_2.17 __log2f_finite F
65GLIBC_2.17 __log2l_finite F
66GLIBC_2.17 __log_finite F
67GLIBC_2.17 __logf_finite F
68GLIBC_2.17 __logl_finite F
69GLIBC_2.17 __pow_finite F
70GLIBC_2.17 __powf_finite F
71GLIBC_2.17 __powl_finite F
72GLIBC_2.17 __remainder_finite F
73GLIBC_2.17 __remainderf_finite F
74GLIBC_2.17 __remainderl_finite F
75GLIBC_2.17 __scalb_finite F
76GLIBC_2.17 __scalbf_finite F
77GLIBC_2.17 __scalbl_finite F
78GLIBC_2.17 __signbit F
79GLIBC_2.17 __signbitf F
80GLIBC_2.17 __signbitl F
81GLIBC_2.17 __sinh_finite F
82GLIBC_2.17 __sinhf_finite F
83GLIBC_2.17 __sinhl_finite F
84GLIBC_2.17 __sqrt_finite F
85GLIBC_2.17 __sqrtf_finite F
86GLIBC_2.17 __sqrtl_finite F
87GLIBC_2.17 __y0_finite F
88GLIBC_2.17 __y0f_finite F
89GLIBC_2.17 __y0l_finite F
90GLIBC_2.17 __y1_finite F
91GLIBC_2.17 __y1f_finite F
92GLIBC_2.17 __y1l_finite F
93GLIBC_2.17 __yn_finite F
94GLIBC_2.17 __ynf_finite F
95GLIBC_2.17 __ynl_finite F
96GLIBC_2.17 acos F
97GLIBC_2.17 acosf F
98GLIBC_2.17 acosh F
99GLIBC_2.17 acoshf F
100GLIBC_2.17 acoshl F
101GLIBC_2.17 acosl F
102GLIBC_2.17 asin F
103GLIBC_2.17 asinf F
104GLIBC_2.17 asinh F
105GLIBC_2.17 asinhf F
106GLIBC_2.17 asinhl F
107GLIBC_2.17 asinl F
108GLIBC_2.17 atan F
109GLIBC_2.17 atan2 F
110GLIBC_2.17 atan2f F
111GLIBC_2.17 atan2l F
112GLIBC_2.17 atanf F
113GLIBC_2.17 atanh F
114GLIBC_2.17 atanhf F
115GLIBC_2.17 atanhl F
116GLIBC_2.17 atanl F
117GLIBC_2.17 cabs F
118GLIBC_2.17 cabsf F
119GLIBC_2.17 cabsl F
120GLIBC_2.17 cacos F
121GLIBC_2.17 cacosf F
122GLIBC_2.17 cacosh F
123GLIBC_2.17 cacoshf F
124GLIBC_2.17 cacoshl F
125GLIBC_2.17 cacosl F
126GLIBC_2.17 carg F
127GLIBC_2.17 cargf F
128GLIBC_2.17 cargl F
129GLIBC_2.17 casin F
130GLIBC_2.17 casinf F
131GLIBC_2.17 casinh F
132GLIBC_2.17 casinhf F
133GLIBC_2.17 casinhl F
134GLIBC_2.17 casinl F
135GLIBC_2.17 catan F
136GLIBC_2.17 catanf F
137GLIBC_2.17 catanh F
138GLIBC_2.17 catanhf F
139GLIBC_2.17 catanhl F
140GLIBC_2.17 catanl F
141GLIBC_2.17 cbrt F
142GLIBC_2.17 cbrtf F
143GLIBC_2.17 cbrtl F
144GLIBC_2.17 ccos F
145GLIBC_2.17 ccosf F
146GLIBC_2.17 ccosh F
147GLIBC_2.17 ccoshf F
148GLIBC_2.17 ccoshl F
149GLIBC_2.17 ccosl F
150GLIBC_2.17 ceil F
151GLIBC_2.17 ceilf F
152GLIBC_2.17 ceill F
153GLIBC_2.17 cexp F
154GLIBC_2.17 cexpf F
155GLIBC_2.17 cexpl F
156GLIBC_2.17 cimag F
157GLIBC_2.17 cimagf F
158GLIBC_2.17 cimagl F
159GLIBC_2.17 clog F
160GLIBC_2.17 clog10 F
161GLIBC_2.17 clog10f F
162GLIBC_2.17 clog10l F
163GLIBC_2.17 clogf F
164GLIBC_2.17 clogl F
165GLIBC_2.17 conj F
166GLIBC_2.17 conjf F
167GLIBC_2.17 conjl F
168GLIBC_2.17 copysign F
169GLIBC_2.17 copysignf F
170GLIBC_2.17 copysignl F
171GLIBC_2.17 cos F
172GLIBC_2.17 cosf F
173GLIBC_2.17 cosh F
174GLIBC_2.17 coshf F
175GLIBC_2.17 coshl F
176GLIBC_2.17 cosl F
177GLIBC_2.17 cpow F
178GLIBC_2.17 cpowf F
179GLIBC_2.17 cpowl F
180GLIBC_2.17 cproj F
181GLIBC_2.17 cprojf F
182GLIBC_2.17 cprojl F
183GLIBC_2.17 creal F
184GLIBC_2.17 crealf F
185GLIBC_2.17 creall F
186GLIBC_2.17 csin F
187GLIBC_2.17 csinf F
188GLIBC_2.17 csinh F
189GLIBC_2.17 csinhf F
190GLIBC_2.17 csinhl F
191GLIBC_2.17 csinl F
192GLIBC_2.17 csqrt F
193GLIBC_2.17 csqrtf F
194GLIBC_2.17 csqrtl F
195GLIBC_2.17 ctan F
196GLIBC_2.17 ctanf F
197GLIBC_2.17 ctanh F
198GLIBC_2.17 ctanhf F
199GLIBC_2.17 ctanhl F
200GLIBC_2.17 ctanl F
201GLIBC_2.17 drem F
202GLIBC_2.17 dremf F
203GLIBC_2.17 dreml F
204GLIBC_2.17 erf F
205GLIBC_2.17 erfc F
206GLIBC_2.17 erfcf F
207GLIBC_2.17 erfcl F
208GLIBC_2.17 erff F
209GLIBC_2.17 erfl F
210GLIBC_2.17 exp F
211GLIBC_2.17 exp10 F
212GLIBC_2.17 exp10f F
213GLIBC_2.17 exp10l F
214GLIBC_2.17 exp2 F
215GLIBC_2.17 exp2f F
216GLIBC_2.17 exp2l F
217GLIBC_2.17 expf F
218GLIBC_2.17 expl F
219GLIBC_2.17 expm1 F
220GLIBC_2.17 expm1f F
221GLIBC_2.17 expm1l F
222GLIBC_2.17 fabs F
223GLIBC_2.17 fabsf F
224GLIBC_2.17 fabsl F
225GLIBC_2.17 fdim F
226GLIBC_2.17 fdimf F
227GLIBC_2.17 fdiml F
228GLIBC_2.17 feclearexcept F
229GLIBC_2.17 fedisableexcept F
230GLIBC_2.17 feenableexcept F
231GLIBC_2.17 fegetenv F
232GLIBC_2.17 fegetexcept F
233GLIBC_2.17 fegetexceptflag F
234GLIBC_2.17 fegetround F
235GLIBC_2.17 feholdexcept F
236GLIBC_2.17 feraiseexcept F
237GLIBC_2.17 fesetenv F
238GLIBC_2.17 fesetexceptflag F
239GLIBC_2.17 fesetround F
240GLIBC_2.17 fetestexcept F
241GLIBC_2.17 feupdateenv F
242GLIBC_2.17 finite F
243GLIBC_2.17 finitef F
244GLIBC_2.17 finitel F
245GLIBC_2.17 floor F
246GLIBC_2.17 floorf F
247GLIBC_2.17 floorl F
248GLIBC_2.17 fma F
249GLIBC_2.17 fmaf F
250GLIBC_2.17 fmal F
251GLIBC_2.17 fmax F
252GLIBC_2.17 fmaxf F
253GLIBC_2.17 fmaxl F
254GLIBC_2.17 fmin F
255GLIBC_2.17 fminf F
256GLIBC_2.17 fminl F
257GLIBC_2.17 fmod F
258GLIBC_2.17 fmodf F
259GLIBC_2.17 fmodl F
260GLIBC_2.17 frexp F
261GLIBC_2.17 frexpf F
262GLIBC_2.17 frexpl F
263GLIBC_2.17 gamma F
264GLIBC_2.17 gammaf F
265GLIBC_2.17 gammal F
266GLIBC_2.17 hypot F
267GLIBC_2.17 hypotf F
268GLIBC_2.17 hypotl F
269GLIBC_2.17 ilogb F
270GLIBC_2.17 ilogbf F
271GLIBC_2.17 ilogbl F
272GLIBC_2.17 j0 F
273GLIBC_2.17 j0f F
274GLIBC_2.17 j0l F
275GLIBC_2.17 j1 F
276GLIBC_2.17 j1f F
277GLIBC_2.17 j1l F
278GLIBC_2.17 jn F
279GLIBC_2.17 jnf F
280GLIBC_2.17 jnl F
281GLIBC_2.17 ldexp F
282GLIBC_2.17 ldexpf F
283GLIBC_2.17 ldexpl F
284GLIBC_2.17 lgamma F
285GLIBC_2.17 lgamma_r F
286GLIBC_2.17 lgammaf F
287GLIBC_2.17 lgammaf_r F
288GLIBC_2.17 lgammal F
289GLIBC_2.17 lgammal_r F
290GLIBC_2.17 llrint F
291GLIBC_2.17 llrintf F
292GLIBC_2.17 llrintl F
293GLIBC_2.17 llround F
294GLIBC_2.17 llroundf F
295GLIBC_2.17 llroundl F
296GLIBC_2.17 log F
297GLIBC_2.17 log10 F
298GLIBC_2.17 log10f F
299GLIBC_2.17 log10l F
300GLIBC_2.17 log1p F
301GLIBC_2.17 log1pf F
302GLIBC_2.17 log1pl F
303GLIBC_2.17 log2 F
304GLIBC_2.17 log2f F
305GLIBC_2.17 log2l F
306GLIBC_2.17 logb F
307GLIBC_2.17 logbf F
308GLIBC_2.17 logbl F
309GLIBC_2.17 logf F
310GLIBC_2.17 logl F
311GLIBC_2.17 lrint F
312GLIBC_2.17 lrintf F
313GLIBC_2.17 lrintl F
314GLIBC_2.17 lround F
315GLIBC_2.17 lroundf F
316GLIBC_2.17 lroundl F
317GLIBC_2.17 matherr F
318GLIBC_2.17 modf F
319GLIBC_2.17 modff F
320GLIBC_2.17 modfl F
321GLIBC_2.17 nan F
322GLIBC_2.17 nanf F
323GLIBC_2.17 nanl F
324GLIBC_2.17 nearbyint F
325GLIBC_2.17 nearbyintf F
326GLIBC_2.17 nearbyintl F
327GLIBC_2.17 nextafter F
328GLIBC_2.17 nextafterf F
329GLIBC_2.17 nextafterl F
330GLIBC_2.17 nexttoward F
331GLIBC_2.17 nexttowardf F
332GLIBC_2.17 nexttowardl F
333GLIBC_2.17 pow F
334GLIBC_2.17 pow10 F
335GLIBC_2.17 pow10f F
336GLIBC_2.17 pow10l F
337GLIBC_2.17 powf F
338GLIBC_2.17 powl F
339GLIBC_2.17 remainder F
340GLIBC_2.17 remainderf F
341GLIBC_2.17 remainderl F
342GLIBC_2.17 remquo F
343GLIBC_2.17 remquof F
344GLIBC_2.17 remquol F
345GLIBC_2.17 rint F
346GLIBC_2.17 rintf F
347GLIBC_2.17 rintl F
348GLIBC_2.17 round F
349GLIBC_2.17 roundf F
350GLIBC_2.17 roundl F
351GLIBC_2.17 scalb F
352GLIBC_2.17 scalbf F
353GLIBC_2.17 scalbl F
354GLIBC_2.17 scalbln F
355GLIBC_2.17 scalblnf F
356GLIBC_2.17 scalblnl F
357GLIBC_2.17 scalbn F
358GLIBC_2.17 scalbnf F
359GLIBC_2.17 scalbnl F
360GLIBC_2.17 signgam D 0x4
361GLIBC_2.17 significand F
362GLIBC_2.17 significandf F
363GLIBC_2.17 significandl F
364GLIBC_2.17 sin F
365GLIBC_2.17 sincos F
366GLIBC_2.17 sincosf F
367GLIBC_2.17 sincosl F
368GLIBC_2.17 sinf F
369GLIBC_2.17 sinh F
370GLIBC_2.17 sinhf F
371GLIBC_2.17 sinhl F
372GLIBC_2.17 sinl F
373GLIBC_2.17 sqrt F
374GLIBC_2.17 sqrtf F
375GLIBC_2.17 sqrtl F
376GLIBC_2.17 tan F
377GLIBC_2.17 tanf F
378GLIBC_2.17 tanh F
379GLIBC_2.17 tanhf F
380GLIBC_2.17 tanhl F
381GLIBC_2.17 tanl F
382GLIBC_2.17 tgamma F
383GLIBC_2.17 tgammaf F
384GLIBC_2.17 tgammal F
385GLIBC_2.17 trunc F
386GLIBC_2.17 truncf F
387GLIBC_2.17 truncl F
388GLIBC_2.17 y0 F
389GLIBC_2.17 y0f F
390GLIBC_2.17 y0l F
391GLIBC_2.17 y1 F
392GLIBC_2.17 y1f F
393GLIBC_2.17 y1l F
394GLIBC_2.17 yn F
395GLIBC_2.17 ynf F
396GLIBC_2.17 ynl F
397GLIBC_2.18 GLIBC_2.18 A
398GLIBC_2.18 __issignaling F
399GLIBC_2.18 __issignalingf F
400GLIBC_2.18 __issignalingl F
d709042a
JM
401GLIBC_2.23 GLIBC_2.23 A
402GLIBC_2.23 __signgam D 0x4
403GLIBC_2.23 lgamma F
404GLIBC_2.23 lgammaf F
405GLIBC_2.23 lgammal F
41a359e2
RS
406GLIBC_2.24 GLIBC_2.24 A
407GLIBC_2.24 nextdown F
408GLIBC_2.24 nextdownf F
409GLIBC_2.24 nextdownl F
410GLIBC_2.24 nextup F
411GLIBC_2.24 nextupf F
412GLIBC_2.24 nextupl F
5146356f 413GLIBC_2.25 GLIBC_2.25 A
1e7c8fcc
JM
414GLIBC_2.25 __iseqsig F
415GLIBC_2.25 __iseqsigf F
416GLIBC_2.25 __iseqsigl F
eaf5ad0b
JM
417GLIBC_2.25 canonicalize F
418GLIBC_2.25 canonicalizef F
419GLIBC_2.25 canonicalizel F
ec94343f 420GLIBC_2.25 fegetmode F
5146356f 421GLIBC_2.25 fesetexcept F
ec94343f 422GLIBC_2.25 fesetmode F
780257d4 423GLIBC_2.25 fetestexceptflag F
525f8039
JM
424GLIBC_2.25 fmaxmag F
425GLIBC_2.25 fmaxmagf F
426GLIBC_2.25 fmaxmagl F
427GLIBC_2.25 fminmag F
428GLIBC_2.25 fminmagf F
429GLIBC_2.25 fminmagl F
423c2b9d
JM
430GLIBC_2.25 fromfp F
431GLIBC_2.25 fromfpf F
432GLIBC_2.25 fromfpl F
433GLIBC_2.25 fromfpx F
434GLIBC_2.25 fromfpxf F
435GLIBC_2.25 fromfpxl F
f8e8b8ed
JM
436GLIBC_2.25 getpayload F
437GLIBC_2.25 getpayloadf F
438GLIBC_2.25 getpayloadl F
55a38f82
JM
439GLIBC_2.25 llogb F
440GLIBC_2.25 llogbf F
441GLIBC_2.25 llogbl F
41c67149
JM
442GLIBC_2.25 roundeven F
443GLIBC_2.25 roundevenf F
444GLIBC_2.25 roundevenl F
eb3c12c7
JM
445GLIBC_2.25 setpayload F
446GLIBC_2.25 setpayloadf F
447GLIBC_2.25 setpayloadl F
457663a7
JM
448GLIBC_2.25 setpayloadsig F
449GLIBC_2.25 setpayloadsigf F
450GLIBC_2.25 setpayloadsigl F
5e9d98a3
JM
451GLIBC_2.25 totalorder F
452GLIBC_2.25 totalorderf F
453GLIBC_2.25 totalorderl F
cc6a8d74
JM
454GLIBC_2.25 totalordermag F
455GLIBC_2.25 totalordermagf F
456GLIBC_2.25 totalordermagl F
423c2b9d
JM
457GLIBC_2.25 ufromfp F
458GLIBC_2.25 ufromfpf F
459GLIBC_2.25 ufromfpl F
460GLIBC_2.25 ufromfpx F
461GLIBC_2.25 ufromfpxf F
462GLIBC_2.25 ufromfpxl F
f5f0f526 463GLIBC_2.27 GLIBC_2.27 A
81325b12 464GLIBC_2.27 acosf128 F
a23aa5b7 465GLIBC_2.27 acosf64x F
81325b12 466GLIBC_2.27 acoshf128 F
a23aa5b7 467GLIBC_2.27 acoshf64x F
81325b12 468GLIBC_2.27 asinf128 F
a23aa5b7 469GLIBC_2.27 asinf64x F
81325b12 470GLIBC_2.27 asinhf128 F
a23aa5b7 471GLIBC_2.27 asinhf64x F
81325b12 472GLIBC_2.27 atan2f128 F
a23aa5b7 473GLIBC_2.27 atan2f64x F
81325b12 474GLIBC_2.27 atanf128 F
a23aa5b7 475GLIBC_2.27 atanf64x F
81325b12 476GLIBC_2.27 atanhf128 F
a23aa5b7 477GLIBC_2.27 atanhf64x F
81325b12 478GLIBC_2.27 cabsf128 F
a23aa5b7 479GLIBC_2.27 cabsf64x F
81325b12 480GLIBC_2.27 cacosf128 F
a23aa5b7 481GLIBC_2.27 cacosf64x F
81325b12 482GLIBC_2.27 cacoshf128 F
a23aa5b7 483GLIBC_2.27 cacoshf64x F
81325b12 484GLIBC_2.27 canonicalizef128 F
a23aa5b7 485GLIBC_2.27 canonicalizef64x F
81325b12 486GLIBC_2.27 cargf128 F
a23aa5b7 487GLIBC_2.27 cargf64x F
81325b12 488GLIBC_2.27 casinf128 F
a23aa5b7 489GLIBC_2.27 casinf64x F
81325b12 490GLIBC_2.27 casinhf128 F
a23aa5b7 491GLIBC_2.27 casinhf64x F
81325b12 492GLIBC_2.27 catanf128 F
a23aa5b7 493GLIBC_2.27 catanf64x F
81325b12 494GLIBC_2.27 catanhf128 F
a23aa5b7 495GLIBC_2.27 catanhf64x F
81325b12 496GLIBC_2.27 cbrtf128 F
a23aa5b7 497GLIBC_2.27 cbrtf64x F
81325b12 498GLIBC_2.27 ccosf128 F
a23aa5b7 499GLIBC_2.27 ccosf64x F
81325b12 500GLIBC_2.27 ccoshf128 F
a23aa5b7 501GLIBC_2.27 ccoshf64x F
81325b12 502GLIBC_2.27 ceilf128 F
a23aa5b7 503GLIBC_2.27 ceilf64x F
81325b12 504GLIBC_2.27 cexpf128 F
a23aa5b7 505GLIBC_2.27 cexpf64x F
81325b12 506GLIBC_2.27 cimagf128 F
a23aa5b7 507GLIBC_2.27 cimagf64x F
81325b12 508GLIBC_2.27 clog10f128 F
a23aa5b7 509GLIBC_2.27 clog10f64x F
81325b12 510GLIBC_2.27 clogf128 F
a23aa5b7 511GLIBC_2.27 clogf64x F
81325b12 512GLIBC_2.27 conjf128 F
a23aa5b7 513GLIBC_2.27 conjf64x F
81325b12 514GLIBC_2.27 copysignf128 F
a23aa5b7 515GLIBC_2.27 copysignf64x F
81325b12 516GLIBC_2.27 cosf128 F
a23aa5b7 517GLIBC_2.27 cosf64x F
81325b12 518GLIBC_2.27 coshf128 F
a23aa5b7 519GLIBC_2.27 coshf64x F
81325b12 520GLIBC_2.27 cpowf128 F
a23aa5b7 521GLIBC_2.27 cpowf64x F
81325b12 522GLIBC_2.27 cprojf128 F
a23aa5b7 523GLIBC_2.27 cprojf64x F
81325b12 524GLIBC_2.27 crealf128 F
a23aa5b7 525GLIBC_2.27 crealf64x F
81325b12 526GLIBC_2.27 csinf128 F
a23aa5b7 527GLIBC_2.27 csinf64x F
81325b12 528GLIBC_2.27 csinhf128 F
a23aa5b7 529GLIBC_2.27 csinhf64x F
81325b12 530GLIBC_2.27 csqrtf128 F
a23aa5b7 531GLIBC_2.27 csqrtf64x F
81325b12 532GLIBC_2.27 ctanf128 F
a23aa5b7 533GLIBC_2.27 ctanf64x F
81325b12 534GLIBC_2.27 ctanhf128 F
a23aa5b7 535GLIBC_2.27 ctanhf64x F
81325b12 536GLIBC_2.27 erfcf128 F
a23aa5b7 537GLIBC_2.27 erfcf64x F
81325b12 538GLIBC_2.27 erff128 F
a23aa5b7 539GLIBC_2.27 erff64x F
81325b12 540GLIBC_2.27 exp10f128 F
a23aa5b7 541GLIBC_2.27 exp10f64x F
f5f0f526 542GLIBC_2.27 exp2f F
81325b12 543GLIBC_2.27 exp2f128 F
a23aa5b7 544GLIBC_2.27 exp2f64x F
f5f0f526 545GLIBC_2.27 expf F
81325b12 546GLIBC_2.27 expf128 F
a23aa5b7 547GLIBC_2.27 expf64x F
81325b12 548GLIBC_2.27 expm1f128 F
a23aa5b7 549GLIBC_2.27 expm1f64x F
81325b12 550GLIBC_2.27 fabsf128 F
a23aa5b7 551GLIBC_2.27 fabsf64x F
81325b12 552GLIBC_2.27 fdimf128 F
a23aa5b7 553GLIBC_2.27 fdimf64x F
81325b12 554GLIBC_2.27 floorf128 F
a23aa5b7 555GLIBC_2.27 floorf64x F
81325b12 556GLIBC_2.27 fmaf128 F
a23aa5b7 557GLIBC_2.27 fmaf64x F
81325b12 558GLIBC_2.27 fmaxf128 F
a23aa5b7 559GLIBC_2.27 fmaxf64x F
81325b12 560GLIBC_2.27 fmaxmagf128 F
a23aa5b7 561GLIBC_2.27 fmaxmagf64x F
81325b12 562GLIBC_2.27 fminf128 F
a23aa5b7 563GLIBC_2.27 fminf64x F
81325b12 564GLIBC_2.27 fminmagf128 F
a23aa5b7 565GLIBC_2.27 fminmagf64x F
81325b12 566GLIBC_2.27 fmodf128 F
a23aa5b7 567GLIBC_2.27 fmodf64x F
81325b12 568GLIBC_2.27 frexpf128 F
a23aa5b7 569GLIBC_2.27 frexpf64x F
81325b12 570GLIBC_2.27 fromfpf128 F
a23aa5b7 571GLIBC_2.27 fromfpf64x F
81325b12 572GLIBC_2.27 fromfpxf128 F
a23aa5b7 573GLIBC_2.27 fromfpxf64x F
81325b12 574GLIBC_2.27 getpayloadf128 F
a23aa5b7 575GLIBC_2.27 getpayloadf64x F
81325b12 576GLIBC_2.27 hypotf128 F
a23aa5b7 577GLIBC_2.27 hypotf64x F
81325b12 578GLIBC_2.27 ilogbf128 F
a23aa5b7 579GLIBC_2.27 ilogbf64x F
81325b12 580GLIBC_2.27 j0f128 F
a23aa5b7 581GLIBC_2.27 j0f64x F
81325b12 582GLIBC_2.27 j1f128 F
a23aa5b7 583GLIBC_2.27 j1f64x F
81325b12 584GLIBC_2.27 jnf128 F
a23aa5b7 585GLIBC_2.27 jnf64x F
81325b12 586GLIBC_2.27 ldexpf128 F
a23aa5b7 587GLIBC_2.27 ldexpf64x F
81325b12
JM
588GLIBC_2.27 lgammaf128 F
589GLIBC_2.27 lgammaf128_r F
a23aa5b7
JM
590GLIBC_2.27 lgammaf64x F
591GLIBC_2.27 lgammaf64x_r F
81325b12 592GLIBC_2.27 llogbf128 F
a23aa5b7 593GLIBC_2.27 llogbf64x F
81325b12 594GLIBC_2.27 llrintf128 F
a23aa5b7 595GLIBC_2.27 llrintf64x F
81325b12 596GLIBC_2.27 llroundf128 F
a23aa5b7 597GLIBC_2.27 llroundf64x F
81325b12 598GLIBC_2.27 log10f128 F
a23aa5b7 599GLIBC_2.27 log10f64x F
81325b12 600GLIBC_2.27 log1pf128 F
a23aa5b7 601GLIBC_2.27 log1pf64x F
72d3d281 602GLIBC_2.27 log2f F
81325b12 603GLIBC_2.27 log2f128 F
a23aa5b7 604GLIBC_2.27 log2f64x F
81325b12 605GLIBC_2.27 logbf128 F
a23aa5b7 606GLIBC_2.27 logbf64x F
72d3d281 607GLIBC_2.27 logf F
81325b12 608GLIBC_2.27 logf128 F
a23aa5b7 609GLIBC_2.27 logf64x F
81325b12 610GLIBC_2.27 lrintf128 F
a23aa5b7 611GLIBC_2.27 lrintf64x F
81325b12 612GLIBC_2.27 lroundf128 F
a23aa5b7 613GLIBC_2.27 lroundf64x F
81325b12 614GLIBC_2.27 modff128 F
a23aa5b7 615GLIBC_2.27 modff64x F
81325b12 616GLIBC_2.27 nanf128 F
a23aa5b7 617GLIBC_2.27 nanf64x F
81325b12 618GLIBC_2.27 nearbyintf128 F
a23aa5b7 619GLIBC_2.27 nearbyintf64x F
81325b12 620GLIBC_2.27 nextafterf128 F
a23aa5b7 621GLIBC_2.27 nextafterf64x F
81325b12 622GLIBC_2.27 nextdownf128 F
a23aa5b7 623GLIBC_2.27 nextdownf64x F
81325b12 624GLIBC_2.27 nextupf128 F
a23aa5b7 625GLIBC_2.27 nextupf64x F
72d3d281 626GLIBC_2.27 powf F
81325b12 627GLIBC_2.27 powf128 F
a23aa5b7 628GLIBC_2.27 powf64x F
81325b12 629GLIBC_2.27 remainderf128 F
a23aa5b7 630GLIBC_2.27 remainderf64x F
81325b12 631GLIBC_2.27 remquof128 F
a23aa5b7 632GLIBC_2.27 remquof64x F
81325b12 633GLIBC_2.27 rintf128 F
a23aa5b7 634GLIBC_2.27 rintf64x F
81325b12 635GLIBC_2.27 roundevenf128 F
a23aa5b7 636GLIBC_2.27 roundevenf64x F
81325b12 637GLIBC_2.27 roundf128 F
a23aa5b7 638GLIBC_2.27 roundf64x F
81325b12 639GLIBC_2.27 scalblnf128 F
a23aa5b7 640GLIBC_2.27 scalblnf64x F
81325b12 641GLIBC_2.27 scalbnf128 F
a23aa5b7 642GLIBC_2.27 scalbnf64x F
81325b12 643GLIBC_2.27 setpayloadf128 F
a23aa5b7 644GLIBC_2.27 setpayloadf64x F
81325b12 645GLIBC_2.27 setpayloadsigf128 F
a23aa5b7 646GLIBC_2.27 setpayloadsigf64x F
81325b12 647GLIBC_2.27 sincosf128 F
a23aa5b7 648GLIBC_2.27 sincosf64x F
81325b12 649GLIBC_2.27 sinf128 F
a23aa5b7 650GLIBC_2.27 sinf64x F
81325b12 651GLIBC_2.27 sinhf128 F
a23aa5b7 652GLIBC_2.27 sinhf64x F
81325b12 653GLIBC_2.27 sqrtf128 F
a23aa5b7 654GLIBC_2.27 sqrtf64x F
81325b12 655GLIBC_2.27 tanf128 F
a23aa5b7 656GLIBC_2.27 tanf64x F
81325b12 657GLIBC_2.27 tanhf128 F
a23aa5b7 658GLIBC_2.27 tanhf64x F
81325b12 659GLIBC_2.27 tgammaf128 F
a23aa5b7 660GLIBC_2.27 tgammaf64x F
81325b12 661GLIBC_2.27 totalorderf128 F
a23aa5b7 662GLIBC_2.27 totalorderf64x F
81325b12 663GLIBC_2.27 totalordermagf128 F
a23aa5b7 664GLIBC_2.27 totalordermagf64x F
81325b12 665GLIBC_2.27 truncf128 F
a23aa5b7 666GLIBC_2.27 truncf64x F
81325b12 667GLIBC_2.27 ufromfpf128 F
a23aa5b7 668GLIBC_2.27 ufromfpf64x F
81325b12 669GLIBC_2.27 ufromfpxf128 F
a23aa5b7 670GLIBC_2.27 ufromfpxf64x F
81325b12 671GLIBC_2.27 y0f128 F
a23aa5b7 672GLIBC_2.27 y0f64x F
81325b12 673GLIBC_2.27 y1f128 F
a23aa5b7 674GLIBC_2.27 y1f64x F
81325b12 675GLIBC_2.27 ynf128 F
a23aa5b7 676GLIBC_2.27 ynf64x F