| GLIBC_2.16 | |
| GLIBC_2.16 A | |
| _LIB_VERSION D 0x4 | |
| __acos_finite F | |
| __acosf_finite F | |
| __acosh_finite F | |
| __acoshf_finite F | |
| __acoshl_finite F | |
| __acosl_finite F | |
| __asin_finite F | |
| __asinf_finite F | |
| __asinl_finite F | |
| __atan2_finite F | |
| __atan2f_finite F | |
| __atan2l_finite F | |
| __atanh_finite F | |
| __atanhf_finite F | |
| __atanhl_finite F | |
| __clog10 F | |
| __clog10f F | |
| __clog10l F | |
| __cosh_finite F | |
| __coshf_finite F | |
| __coshl_finite F | |
| __exp10_finite F | |
| __exp10f_finite F | |
| __exp10l_finite F | |
| __exp2_finite F | |
| __exp2f_finite F | |
| __exp2l_finite F | |
| __exp_finite F | |
| __expf_finite F | |
| __expl_finite F | |
| __finite F | |
| __finitef F | |
| __finitel F | |
| __fmod_finite F | |
| __fmodf_finite F | |
| __fmodl_finite F | |
| __fpclassify F | |
| __fpclassifyf F | |
| __fpclassifyl F | |
| __gamma_r_finite F | |
| __gammaf_r_finite F | |
| __gammal_r_finite F | |
| __hypot_finite F | |
| __hypotf_finite F | |
| __hypotl_finite F | |
| __j0_finite F | |
| __j0f_finite F | |
| __j0l_finite F | |
| __j1_finite F | |
| __j1f_finite F | |
| __j1l_finite F | |
| __jn_finite F | |
| __jnf_finite F | |
| __jnl_finite F | |
| __lgamma_r_finite F | |
| __lgammaf_r_finite F | |
| __lgammal_r_finite F | |
| __log10_finite F | |
| __log10f_finite F | |
| __log10l_finite F | |
| __log2_finite F | |
| __log2f_finite F | |
| __log2l_finite F | |
| __log_finite F | |
| __logf_finite F | |
| __logl_finite F | |
| __pow_finite F | |
| __powf_finite F | |
| __powl_finite F | |
| __remainder_finite F | |
| __remainderf_finite F | |
| __remainderl_finite F | |
| __scalb_finite F | |
| __scalbf_finite F | |
| __scalbl_finite F | |
| __signbit F | |
| __signbitf F | |
| __signbitl F | |
| __sinh_finite F | |
| __sinhf_finite F | |
| __sinhl_finite F | |
| __sqrt_finite F | |
| __sqrtf_finite F | |
| __sqrtl_finite F | |
| __y0_finite F | |
| __y0f_finite F | |
| __y0l_finite F | |
| __y1_finite F | |
| __y1f_finite F | |
| __y1l_finite F | |
| __yn_finite F | |
| __ynf_finite F | |
| __ynl_finite F | |
| acos F | |
| acosf F | |
| acosh F | |
| acoshf F | |
| acoshl F | |
| acosl F | |
| asin F | |
| asinf F | |
| asinh F | |
| asinhf F | |
| asinhl F | |
| asinl F | |
| atan F | |
| atan2 F | |
| atan2f F | |
| atan2l F | |
| atanf F | |
| atanh F | |
| atanhf F | |
| atanhl F | |
| atanl F | |
| cabs F | |
| cabsf F | |
| cabsl F | |
| cacos F | |
| cacosf F | |
| cacosh F | |
| cacoshf F | |
| cacoshl F | |
| cacosl F | |
| carg F | |
| cargf F | |
| cargl F | |
| casin F | |
| casinf F | |
| casinh F | |
| casinhf F | |
| casinhl F | |
| casinl F | |
| catan F | |
| catanf F | |
| catanh F | |
| catanhf F | |
| catanhl F | |
| catanl F | |
| cbrt F | |
| cbrtf F | |
| cbrtl F | |
| ccos F | |
| ccosf F | |
| ccosh F | |
| ccoshf F | |
| ccoshl F | |
| ccosl F | |
| ceil F | |
| ceilf F | |
| ceill F | |
| cexp F | |
| cexpf F | |
| cexpl F | |
| cimag F | |
| cimagf F | |
| cimagl F | |
| clog F | |
| clog10 F | |
| clog10f F | |
| clog10l F | |
| clogf F | |
| clogl F | |
| conj F | |
| conjf F | |
| conjl F | |
| copysign F | |
| copysignf F | |
| copysignl F | |
| cos F | |
| cosf F | |
| cosh F | |
| coshf F | |
| coshl F | |
| cosl F | |
| cpow F | |
| cpowf F | |
| cpowl F | |
| cproj F | |
| cprojf F | |
| cprojl F | |
| creal F | |
| crealf F | |
| creall F | |
| csin F | |
| csinf F | |
| csinh F | |
| csinhf F | |
| csinhl F | |
| csinl F | |
| csqrt F | |
| csqrtf F | |
| csqrtl F | |
| ctan F | |
| ctanf F | |
| ctanh F | |
| ctanhf F | |
| ctanhl F | |
| ctanl F | |
| drem F | |
| dremf F | |
| dreml F | |
| erf F | |
| erfc F | |
| erfcf F | |
| erfcl F | |
| erff F | |
| erfl F | |
| exp F | |
| exp10 F | |
| exp10f F | |
| exp10l F | |
| exp2 F | |
| exp2f F | |
| exp2l F | |
| expf F | |
| expl F | |
| expm1 F | |
| expm1f F | |
| expm1l F | |
| fabs F | |
| fabsf F | |
| fabsl F | |
| fdim F | |
| fdimf F | |
| fdiml F | |
| feclearexcept F | |
| fedisableexcept F | |
| feenableexcept F | |
| fegetenv F | |
| fegetexcept F | |
| fegetexceptflag F | |
| fegetround F | |
| feholdexcept F | |
| feraiseexcept F | |
| fesetenv F | |
| fesetexceptflag F | |
| fesetround F | |
| fetestexcept F | |
| feupdateenv F | |
| finite F | |
| finitef F | |
| finitel F | |
| floor F | |
| floorf F | |
| floorl F | |
| fma F | |
| fmaf F | |
| fmal F | |
| fmax F | |
| fmaxf F | |
| fmaxl F | |
| fmin F | |
| fminf F | |
| fminl F | |
| fmod F | |
| fmodf F | |
| fmodl F | |
| frexp F | |
| frexpf F | |
| frexpl F | |
| gamma F | |
| gammaf F | |
| gammal F | |
| hypot F | |
| hypotf F | |
| hypotl F | |
| ilogb F | |
| ilogbf F | |
| ilogbl F | |
| j0 F | |
| j0f F | |
| j0l F | |
| j1 F | |
| j1f F | |
| j1l F | |
| jn F | |
| jnf F | |
| jnl F | |
| ldexp F | |
| ldexpf F | |
| ldexpl F | |
| lgamma F | |
| lgamma_r F | |
| lgammaf F | |
| lgammaf_r F | |
| lgammal F | |
| lgammal_r F | |
| llrint F | |
| llrintf F | |
| llrintl F | |
| llround F | |
| llroundf F | |
| llroundl F | |
| log F | |
| log10 F | |
| log10f F | |
| log10l F | |
| log1p F | |
| log1pf F | |
| log1pl F | |
| log2 F | |
| log2f F | |
| log2l F | |
| logb F | |
| logbf F | |
| logbl F | |
| logf F | |
| logl F | |
| lrint F | |
| lrintf F | |
| lrintl F | |
| lround F | |
| lroundf F | |
| lroundl F | |
| matherr F | |
| modf F | |
| modff F | |
| modfl F | |
| nan F | |
| nanf F | |
| nanl F | |
| nearbyint F | |
| nearbyintf F | |
| nearbyintl F | |
| nextafter F | |
| nextafterf F | |
| nextafterl F | |
| nexttoward F | |
| nexttowardf F | |
| nexttowardl F | |
| pow F | |
| pow10 F | |
| pow10f F | |
| pow10l F | |
| powf F | |
| powl F | |
| remainder F | |
| remainderf F | |
| remainderl F | |
| remquo F | |
| remquof F | |
| remquol F | |
| rint F | |
| rintf F | |
| rintl F | |
| round F | |
| roundf F | |
| roundl F | |
| scalb F | |
| scalbf F | |
| scalbl F | |
| scalbln F | |
| scalblnf F | |
| scalblnl F | |
| scalbn F | |
| scalbnf F | |
| scalbnl F | |
| signgam D 0x4 | |
| significand F | |
| significandf F | |
| significandl F | |
| sin F | |
| sincos F | |
| sincosf F | |
| sincosl F | |
| sinf F | |
| sinh F | |
| sinhf F | |
| sinhl F | |
| sinl F | |
| sqrt F | |
| sqrtf F | |
| sqrtl F | |
| tan F | |
| tanf F | |
| tanh F | |
| tanhf F | |
| tanhl F | |
| tanl F | |
| tgamma F | |
| tgammaf F | |
| tgammal F | |
| trunc F | |
| truncf F | |
| truncl F | |
| y0 F | |
| y0f F | |
| y0l F | |
| y1 F | |
| y1f F | |
| y1l F | |
| yn F | |
| ynf F | |
| ynl F | |
| GLIBC_2.18 | |
| GLIBC_2.18 A | |
| __issignaling F | |
| __issignalingf F | |
| __issignalingl F |