| Path : /usr/lib/x86_64-linux-gnu/ |
| Current File : //usr/lib/x86_64-linux-gnu/libm.a |
!<arch>
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__tan_sse2 __tanh tanh __acos acos __acosh acosh __asin asin __atan2 atan2 __atanh atanh __cosh cosh __drem drem __exp exp __exp2 exp2 __exp10 exp10 __pow10 pow10 __fmod fmod __tgamma tgamma __hypot hypot j0 y0 j1 y1 jn yn __lgamma lgamma __gamma gamma __lgamma_r lgamma_r __log log __log10 log10 __pow pow __remainder remainder __scalb scalb __sinh sinh __sqrt sqrt __ilogb ilogb __fpclassify __fmax fmax __fmin fmin __fdim fdim __nan nan __trunc trunc __remquo remquo __ieee754_log2 __log2_finite __ieee754_exp2 __exp2_finite __round round __nearbyint __nearbyint_sse41 nearbyint __sincos sincos __conj conj __cimag cimag __creal creal __cabs cabs __carg carg __cexp cexp __csinh csinh __ccosh ccosh __clog clog __catan catan __casin casin __ccos ccos __csin csin __ctan ctan __ctanh ctanh __cacos cacos __casinh casinh __cacosh cacosh __catanh catanh __csqrt csqrt __cpow cpow __cproj cproj __clog10 clog10 __fma __fma_sse2 fma __llrint llrint __lrint lrint __llround llround __lround lround __ieee754_exp10 __exp10_finite __log2 log2 __isinf_ns __issignaling __isinf isinf __isnan isnan __finite finite __copysign copysign __modf modf __scalbn scalbn __frexp frexp __ldexp ldexp __signbit __x2y2m1 __kernel_casinh __gamma_product __ieee754_acosf __acosf_finite __ieee754_acoshf __acoshf_finite __ieee754_asinf __asinf_finite __ieee754_atan2f __atan2f_finite __ieee754_atanhf __atanhf_finite __ieee754_coshf __coshf_finite __ieee754_expf __expf_finite __ieee754_fmodf __fmodf_finite __ieee754_hypotf __hypotf_finite __ieee754_j0f __j0f_finite __ieee754_y0f __y0f_finite __ieee754_j1f __j1f_finite __ieee754_y1f __y1f_finite __ieee754_jnf __jnf_finite __ieee754_ynf __ynf_finite __ieee754_lgammaf_r __lgammaf_r_finite __ieee754_logf __logf_finite __ieee754_log10f __log10f_finite __ieee754_powf __powf_finite __ieee754_rem_pio2f __ieee754_remainderf __remainderf_finite __ieee754_scalbf __scalbf_finite __ieee754_sinhf __sinhf_finite __ieee754_sqrtf __sqrtf_finite __ieee754_gammaf_r __gammaf_r_finite __ieee754_ilogbf __kernel_cosf __kernel_rem_pio2f __kernel_sinf __kernel_tanf __asinhf asinhf __atanf atanf __cbrtf cbrtf __ceilf __ceilf_sse41 ceilf __cosf cosf __erff erff __erfcf erfcf __expm1f expm1f __fabsf fabsf __floorf __floorf_sse41 floorf __log1pf log1pf __logbf logbf __nextafterf nextafterf __nexttowardf nexttowardf __rintf __rintf_sse41 rintf __scalblnf scalblnf __significandf significandf __sinf sinf __tanf tanf __tanhf tanhf __acosf acosf __acoshf acoshf __asinf asinf __atan2f atan2f __atanhf atanhf __coshf coshf __dremf dremf __expf expf __exp2f exp2f __exp10f exp10f __pow10f pow10f __fmodf fmodf __tgammaf tgammaf __hypotf hypotf j0f y0f j1f y1f jnf ynf __lgammaf lgammaf __gammaf gammaf __lgammaf_r lgammaf_r __logf logf __log10f log10f __powf powf __remainderf remainderf __scalbf scalbf __sinhf sinhf __sqrtf sqrtf __ilogbf ilogbf __fpclassifyf __fmaxf fmaxf __fminf fminf __fdimf fdimf __nanf nanf __truncf truncf __remquof remquof __ieee754_log2f __log2f_finite __ieee754_exp2f __exp2f_finite __roundf roundf __nearbyintf __nearbyintf_sse41 nearbyintf __sincosf sincosf __conjf conjf __cimagf cimagf __crealf crealf __cabsf cabsf __cargf cargf __cexpf cexpf __csinhf csinhf __ccoshf ccoshf __clogf clogf __catanf catanf __casinf casinf __ccosf ccosf __csinf csinf __ctanf ctanf __ctanhf ctanhf __cacosf cacosf __casinhf casinhf __cacoshf cacoshf __catanhf catanhf __csqrtf csqrtf __cpowf cpowf __cprojf cprojf __clog10f clog10f __fmaf __fmaf_sse2 fmaf __llrintf llrintf __lrintf lrintf __lroundf lroundf __llroundf llroundf __ieee754_exp10f __exp10f_finite __log2f log2f __isinf_nsf __issignalingf __isinff isinff __isnanf isnanf __finitef finitef __copysignf copysignf __modff modff __scalbnf scalbnf __frexpf frexpf __ldexpf ldexpf __signbitf __x2y2m1f __kernel_casinhf __gamma_productf __ieee754_acosl __acosl_finite __ieee754_acoshl __acoshl_finite __ieee754_asinl __asinl_finite __ieee754_atan2l __atan2l_finite __ieee754_atanhl __atanhl_finite __ieee754_coshl __coshl_finite __ieee754_expl __expl_finite __ieee754_fmodl __fmodl_finite __ieee754_hypotl __hypotl_finite __ieee754_j0l __j0l_finite __ieee754_y0l __y0l_finite __ieee754_j1l __j1l_finite __ieee754_y1l __y1l_finite __ieee754_jnl __jnl_finite __ieee754_ynl __ynl_finite __ieee754_lgammal_r __lgammal_r_finite __ieee754_logl __logl_finite __ieee754_log10l __log10l_finite __ieee754_powl __powl_finite __ieee754_rem_pio2l __ieee754_remainderl __remainderl_finite __ieee754_scalbl __scalbl_finite __ieee754_sinhl __sinhl_finite __ieee754_sqrtl __sqrtl_finite __ieee754_gammal_r __gammal_r_finite __ieee754_ilogbl __kernel_cosl __kernel_sinl __kernel_tanl __asinhl asinhl __atanl atanl __cbrtl cbrtl __ceill ceill __cosl cosl __erfl erfl __erfcl erfcl __expm1l expm1l __fabsl fabsl __floorl floorl __log1pl log1pl __logbl logbl __nextafterl nextafterl __nexttowardl nexttowardl __rintl rintl __scalblnl scalblnl __significandl significandl __sinl sinl __tanl tanl __tanhl tanhl __acosl acosl __acoshl acoshl __asinl asinl __atan2l atan2l __atanhl atanhl __coshl coshl __dreml dreml __expl expl __exp2l exp2l __exp10l exp10l __pow10l pow10l __fmodl fmodl __tgammal tgammal __hypotl hypotl __j0l j0l __y0l y0l __j1l j1l __y1l y1l __jnl jnl __ynl ynl __lgammal lgammal __gammal gammal __lgammal_r lgammal_r __logl logl __log10l log10l __powl powl __remainderl remainderl __scalbl scalbl __sinhl sinhl __sqrtl sqrtl __ilogbl ilogbl __fpclassifyl __fmaxl fmaxl __fminl fminl __fdiml fdiml __nanl nanl __truncl truncl __remquol remquol __ieee754_log2l __log2l_finite __ieee754_exp2l __exp2l_finite __roundl roundl __nearbyintl nearbyintl __sincosl sincosl __conjl conjl __cimagl cimagl __creall creall __cabsl cabsl __cargl cargl __cexpl cexpl __csinhl csinhl __ccoshl ccoshl __clogl clogl __catanl catanl __casinl casinl __ccosl ccosl __csinl csinl __ctanl ctanl __ctanhl ctanhl __cacosl cacosl __casinhl casinhl __cacoshl cacoshl __catanhl catanhl __csqrtl csqrtl __cpowl cpowl __cprojl cprojl __clog10l clog10l __fmal fmal __llrintl llrintl __lrintl lrintl __lroundl lroundl __llroundl llroundl __ieee754_exp10l __exp10l_finite __log2l log2l __isinf_nsl __issignalingl __isinfl isinfl __isnanl isnanl __finitel finitel __copysignl copysignl __modfl modfl __scalbnl scalbnl __frexpl frexpl __ldexpl ldexpl __signbitl __x2y2m1l __kernel_casinhl __gamma_productl __sincosl_table __branred __doasin __dubsin __dubcos __docos __halfulp __acr __cpy __mp_dbl __dbl_mp __add __sub __mul __sqr __dvd mptwo mpone __mpatan2 __mpatan __atan_twonm1 __atan_np __atan_xm __mpexp __mplog __mpsqrt __mpsqrt_mp __mptan __c32 __sin32 __cos32 __mpranred __mpsin __mpcos __slowexp __slowpow __sincostab __floor_c __ceil_c __floorf_c __ceilf_c __rint_c __rintf_c __nearbyint_c nearbyint __nearbyintf_c nearbyintf __ieee754_exp_fma4 __exp1_fma4 __ieee754_log_fma4 __ieee754_pow_fma4 __atan_fma4 __ieee754_asin_fma4 __ieee754_acos_fma4 __ieee754_atan2_fma4 __sin_fma4 __cos_fma4 __tan_fma4 __mplog_fma4 __dbl_mp_fma4 __add_fma4 __sub_fma4 __mul_fma4 __sqr_fma4 __dvd_fma4 __slowexp_fma4 __slowpow_fma4 __c32_fma4 __sin32_fma4 __cos32_fma4 __mpranred_fma4 __mpsin_fma4 __mpcos_fma4 __doasin_fma4 __dubsin_fma4 __dubcos_fma4 __docos_fma4 __halfulp_fma4 __mpexp_fma4 __mpatan2_fma4 __mpatan_fma4 __mpsqrt_fma4 __mptan_fma4 __ieee754_exp_avx __exp1_avx __ieee754_log_avx __atan_avx __ieee754_atan2_avx __sin_avx __cos_avx __tan_avx __mplog_avx __dbl_mp_avx __add_avx __sub_avx __mul_avx __sqr_avx __dvd_avx __slowexp_avx __mpexp_avx // 126 `
s_significandf.o/
s_issignalingf.o/
gamma_productf.o/
s_significandl.o/
s_issignalingl.o/
gamma_productl.o/
s_nearbyintf-c.o/
k_standard.o/ 1497784151 0 0 100664 36408 `
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asin: DOMAIN error
_LIB_VERSION == _SVID_ atan2: DOMAIN error
y0: DOMAIN error
y1: DOMAIN error
yn: DOMAIN error
lgamma: SING error
log: SING error
log: DOMAIN error
log10: SING error
log10: DOMAIN error
pow(0,0): DOMAIN error
pow(0,neg): DOMAIN error
sqrt: DOMAIN error
fmod: DOMAIN error
remainder: DOMAIN error
acosh: DOMAIN error
atanh: DOMAIN error
atanh: SING error
: TLOSS error
tgamma: SING error
../sysdeps/ieee754/k_standard.c neg**non-integral: DOMAIN error
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feholdexcpt.o/ 1497784151 0 0 100664 1200 `
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ELF > @ @ t f(H(f(\$d$ f(T$ T$\$d$tGHfH~H!HH9wf(f(ÿ H( H d " )Wf.z u f.ztf(f(ÿ! H( f(H( GCC: (Debian 4.8.4-1) 4.8.4 zR x H0l
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ELF > @ @ f(HT$ HHfH~H!T$H9wHfH~H!H9w= tf(f(¿ H GCC: (Debian 4.8.4-1) 4.8.4 zR x k H v
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s_fmax.o/ 1497784151 0 0 100664 1088 `
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ELF > @ @ Uf(SHT$ $ $ T$t>t: $fWf.s \f($ $f(tH[] @ \$H[]f(ÃttH d " f D f( GCC: (Debian 4.8.4-1) 4.8.4 zR x 4 AED0_
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ELF > p @ @ f~Ɖ ɃQ>,xP ~ HHH H,fѿ @ H )H D Hc1HD GCC: (Debian 4.8.4-1) 4.8.4 zR x } .symtab .strtab .shstrtab .text .data .bss .comment .note.GNU-stack .rela.eh_frame } " } __lroundf lroundf @ } ! ' , 0 5 J 0 E @ X T h
@ s_llroundf.o/ 1497784151 0 0 100664 1328 `
ELF > p @ @ f~Ɖ ɃQ>,xP ~ HHH H,fѿ @ H )H D Hc1HD GCC: (Debian 4.8.4-1) 4.8.4 zR x } .symtab .strtab .shstrtab .text .data .bss .comment .note.GNU-stack .rela.eh_frame } " } __llroundf llroundf @ } ! ' , 0 5 J 0 E @ X T h
@ e_exp10f.o/ 1497784151 0 0 100664 1544 `
ELF > @ @
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@ $ @ 0 & d , d 1 h > 0 p G \ 0 W @ f ( H 5 w_log2f.o/ 1497784151 0 0 100664 1712 `
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m_isinff.o/ 1497784151 0 0 100664 1232 `
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m_isnanf.o/ 1497784151 0 0 100664 1224 `
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m_finitef.o/ 1497784151 0 0 100664 1216 `
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m_copysignf.o/ 1497784151 0 0 100664 1328 `
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e_acoshl.o/ 1497784151 0 0 100664 1824 `
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k ( v e_rem_pio2l.o/ 1497784151 0 0 100664 5720 `
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e_gammal_r.o/ 1497784151 0 0 100664 5856 `
ELF > ` @ @ SHH ۬$ 4 ۼ$ ۼ$ ۬$ ۼ$ |$p|$P<$|$ l$ H$ |$@|$ <$|$0 - l$0l$@l$PB $ ټ$ $ f$ |$`٬$ ۜ$ ٬$ $ |$|$P<$ |$0ۄ$ l$ <$ l$0|$@l$P|$ <$ - l$ |$0l$@۬$ |$ l$`<$ l$p۬$ l$0- - - - - - - - <$ l$ H [ˋ$ ˍP$ @ H$ |$ <$ <$ l$ H [ |$ <$ ټ$ l$ $ H$ f$ ٬$ ۜ$ ٬$ $ |$<$|$0 |$ H$ l$0<$ <$ l$ ۬$ H [f H$ <$ <$ H [ |$ <$ ټ$ l$ $ H$ f$ |$0|$p٬$ ۜ$ ٬$ ɋ$ |$<$ ۼ$ ۬$ ۼ$ l$ l$0 @ HXl$`|$@D$HL$@t$DAf%A DE f= <$H|$8|$ |$<$ H|$8l$l$ zt ro- HXf D H|$@<$
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