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__nexttowardf __rintf rintf __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 __fpclassifyf __fmaxf fmaxf __fminf fminf __fdimf fdimf nanf __nanf __truncf truncf __remquof remquof __ieee754_log2f __ieee754_exp2f roundf __roundf __nearbyintf 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 __lrintf lrintf __llrintf llrintf lroundf __lroundf llroundf __llroundf __ieee754_exp10f log2f __log2f isinff __isinff isnanf __isnanf __finitef finitef __copysignf copysignf modff __modff __scalbnf scalbnf __scalblnf scalblnf __frexpf frexpf ldexpf __ldexpf __signbitf __ieee754_acosl __ieee754_acoshl __ieee754_asinl __ieee754_atan2l __ieee754_atanhl __ieee754_coshl __ieee754_expl __ieee754_fmodl __ieee754_hypotl __ieee754_j0l __ieee754_y0l __ieee754_j1l __ieee754_y1l __ieee754_jnl __ieee754_ynl __ieee754_lgammal_r __ieee754_logl __ieee754_log10l __ieee754_powl __ieee754_remainderl __ieee754_scalbl __ieee754_sinhl __ieee754_sqrtl __ieee754_gammal_r __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 __ilogbl ilogbl __log1pl log1pl logbl __logbl nextafterl __nextafterl __nexttowardl nexttowardl rintl __rintl 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 y0l j1l y1l jnl ynl lgammal __lgammal __gammal gammal lgammal_r __lgammal_r logl __logl log10l __log10l powl __powl remainderl __remainderl scalbl __scalbl sinhl __sinhl sqrtl __sqrtl __fpclassifyl __fmaxl fmaxl __fminl fminl __fdiml fdiml nanl __nanl __truncl truncl __remquol remquol __ieee754_log2l __ieee754_exp2l 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 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s_significandf.o/
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k_standard.o/ 1168070428 100 500 100644 19820 `
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log: DOMAIN error
asin: DOMAIN error
pow(0,neg): DOMAIN error
acos: DOMAIN error
sqrt: DOMAIN error
y1: DOMAIN error
log: SING error
yn: DOMAIN error
y0: DOMAIN error
log10: SING error
fmod: DOMAIN error
lgamma: SING error
pow(0,0): DOMAIN error
: TLOSS error
tgamma: SING error
atanh: DOMAIN error
atan2: DOMAIN error
acosh: DOMAIN error
remainder: DOMAIN error
atanh: SING error
neg**non-integral: DOMAIN error
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feupdateenv.o/ 1168070428 100 500 100644 728 `
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s_nearbyint.o/ 1168070428 100 500 100644 615 `
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ELF 4 ( D$<$XZ .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ ! P ' P , P P < p < " __llrintf llrintf
s_lroundf.o/ 1168070428 100 500 100644 723 `
ELF 4 ( US EUE% H "xX~7- Ã [Ív }f] f]m]mE [Ð @ )ʈfA}1 .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! ' , < P p " lroundf __lroundf
s_llroundf.o/ 1168070428 100 500 100644 813 `
ELF h 4 ( UWVS,EUԋEԉ% p >` u @ )]E EEȉE }؉űEȋŨ,[^_f}fU fUm}mEU,[^_ÉUE jU܋E t1E؉U{11F| .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! , ' , , , , < p "
llroundf __llroundf
e_exp10f.o/ 1168070428 100 500 100644 614 `
ELF 4 ( D$E té t .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ 5 ! x ' x , x x < ` T 5 __ieee754_exp10f w_log2f.o/ 1168070428 100 500 100644 916 `
ELF 4 ( US u]= ]t ut
]E]fEu4ـE@u0 h T$ $]E]f؉]E h E .symtab .strtab .shstrtab .rel.text .data .bss .note.GNU-stack 4 t % + 0 @ | , G " , 5 log2f __log2f __ieee754_log2f _LIB_VERSION __isnanf __kernel_standard ( s
m_isinff.o/ 1168070428 100 500 100644 593 `
ELF 4 ( UU%5 ! .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! T ' T , T T < p @ " isinff __isinff
m_isnanf.o/ 1168070428 100 500 100644 585 `
ELF 4 ( UU ) .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! L ' L , L L < p 8 " isnanf __isnanf
m_finitef.o/ 1168070428 100 500 100644 595 `
ELF 4 ( D$)1 .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ ! T ' T , T T < p @ " __finitef finitef
m_copysignf.o/ 1168070428 100 500 100644 611 `
ELF 4 ( T$D$ % ЉD$D$ .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ ! ` ' ` , ` ` < p L
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m_modff.o/ 1168070428 100 500 100644 695 `
ELF 4 ( USREUM% ʍH] #xS u0 UEX[ft! UEX[Ív !Љ#X[ tX[Á X[ .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! ' , < 8 p " modff __modff
m_scalbnf.o/ 1168070428 100 500 100644 643 `
ELF 4 ( D$D$ .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @
! P ' P , P P < \ '
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m_frexpf.o/ 1168070428 100 500 100644 812 `
ELF 4 (
D$1ɉ%tE= s>= s D$
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ELF 4 ( UutEـE@u
EÍv u $U $ tEE@u " E .symtab .strtab .shstrtab .rel.text .data .bss .note.GNU-stack 4 } 4 % + 0 @ \ 6 } " } % ldexpf __ldexpf __finitef __scalbnf __errno_location
A O n m_signbitf.o/ 1168070428 100 500 100644 556 `
ELF 4 ( UE% .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4
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__signbitf e_acosl.o/ 1168070428 100 500 100644 569 `
ELF 4 ( Um .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! L ' L , L L < ` ( __ieee754_acosl
e_acoshl.o/ 1168070428 100 500 100644 924 `
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L __ieee754_asinl j = O ~ * e_atan2l.o/ 1168070428 100 500 100644 562 `
ELF 4 ( Umm .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! D ' D , D D < ` __ieee754_atan2l e_atanhl.o/ 1168070428 100 500 100644 1028 `
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L$ % = tu - 1L$ l$ s=- sÉ' Ív - Á|$ w |$ vl$ ? ?(\? yr? .symtab .strtab .shstrtab .rel.text .data .bss .rodata .note.GNU-stack @ 8 % + 0 * 8 H
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half one limit ln2_2 __ieee754_atanhl ( 9 G b r z e_coshl.o/ 1168070428 100 500 100644 1232 `
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d ) c __ieee754_coshl __expm1l __ieee754_expl o ) 1 T Z e_expl.o/ 1168070428 100 500 100644 764 `
ELF 4 ( UmE t:- - t _p? ? .symtab .strtab .shstrtab .rel.text .data .bss .note.GNU-stack 4 [ % + 0 @ T [ c1 c0 __ieee754_expl " 6 e_fmodl.o/ 1168070428 100 500 100644 569 `
ELF 4 ( Ummz .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! L ' L , L L < ` ( __ieee754_fmodl
e_hypotl.o/ 1168070428 100 500 100644 1234 `
ELF 4 ( UWVS<m}؋M }Mu EU9E؉U1 EUMmɉ}}؋Uf}m؉ƉU؉M])]MfuFmv
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a@ 1/. @ 6N&M B/Ļ!@ Yp1 PG:@ 9e@ n!Ȧ@ U;S @ (Pq $@ .symtab .strtab .shstrtab .rel.text .data .bss .rodata .rodata.cst4 .rodata.cst16 .note.GNU-stack 4 N h
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ELF x 4 ( UWVS m }E ]U܋u
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@ V U / e_lgammal_r.o/ 1168070428 100 500 100644 4856 `
ELF 4 4 ( UWVSlm}MU؉MUU }܉ Eu e]m e[^_Ív ։ Ɓ~u me[^_f?4f} }Puuu ue[^_Ív Mf} m}] E Á? m<$}mE@= Ƀ<$}}mf] f]m]mփEЃc $ m- <$}}mEu Uu M ] @ f?5 ?u m% -0 -@ -P -` -p - - - - - - U Pf} me[^m- <$ـE@e[^b% - <$ - <$P- Ƀ <$x- ݁?@~
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ELF 4 (
l$% Et ?(\? .symtab .strtab .shstrtab .rel.text .data .bss .rodata .note.GNU-stack @ ) % l + l 0 p 8 H X ) one limit __ieee754_logl
e_log10l.o/ 1168070428 100 500 100644 804 `
ELF 4 (
l$r!% Etz ?(\? .symtab .strtab .shstrtab .rel.text .data .bss .rodata .note.GNU-stack @ 7 % x + x 0 8 H h 7 one limit __ieee754_log10l e_powl.o/ 1168070428 100 500 100644 1728 `
ELF 0 4 (
l$E@
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$ : W b ' - \ h e_rem_pio2l.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , e_remainderl.o/ 1168070428 100 500 100644 582 `
ELF 4 ( l$l$z .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ ! T ' T , T T < ` 0 __ieee754_remainderl e_scalbl.o/ 1168070428 100 500 100644 932 `
ELF 8 4 (
l$l$% G = t,% E = tG% E = tBu:T$ u .symtab .strtab .shstrtab .rel.text .data .bss .rodata .note.GNU-stack @ % + 0 8 H h *
zero_nan nan minus_zero __ieee754_scalbl f q e_sinhl.o/ 1168070428 100 500 100644 1288 `
ELF L 4 ( US$m}EÁ UM f}xW@ v`@ @ @ @ @ - ɐ]Ív - @ }w? w- Et~<$? w>m덐]Ív <$mmT vً]Árvtvt1<$m ? !# .symtab .strtab .shstrtab .rel.text .data .bss .rodata.cst4 .rodata.cst16 .note.GNU-stack 4 8 % + 0 = K [
) __ieee754_sinhl __expm1l __ieee754_expl / e_sqrtl.o/ 1168070428 100 500 100644 557 `
ELF | 4 ( Um .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4
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e_gammal_r.o/ 1168070428 100 500 100644 1016 `
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ELF , 4 ( U5 j jh & warning: __kernel_cosl is not implemented and will always fail __kernel_cosl not implemented
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k_rem_pio2l.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , k_sinl.o/ 1168070428 100 500 100644 1048 `
ELF , 4 ( U5 j jh & warning: __kernel_sinl is not implemented and will always fail __kernel_sinl not implemented
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k_tanl.o/ 1168070428 100 500 100644 1048 `
ELF , 4 ( U5 j jh & warning: __kernel_tanl is not implemented and will always fail __kernel_tanl not implemented
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s_asinhl.o/ 1168070428 100 500 100644 1056 `
ELF 4 (
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ELF | 4 ( Um .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack 4 ! @ ' @ , @ @ < p , " atanl __atanl
s_cbrtl.o/ 1168070428 100 500 100644 1444 `
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ELF 4 ( l$|$ T$ $,$l$ .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ + ! l ' l , l l < p X + + " __ceill ceill
s_cosl.o/ 1168070428 100 500 100644 609 `
ELF 4 ( l$ u u .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @ & ! h ' h , h h < p T
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} h }$ m j۽hۭhv Em8x e[^_ v h }mـE@t h Em8x e[^_ v ut <$j j j } h |G&fPWVS }WVS]ȍU $Ru u u۽hmmۭhm}Ƀ Mu|t( }[Mtz m} UREPu u u ۽XX\`uuuWVS}uuuWVSO .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .rodata.cst4 .note.GNU-stack 4 ~ D % + 0 2 ? L \
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ELF | 4 ( UWVSĀuuu u u uE~wH m E۽x@x|} h }}u jfEm8X pxe[^_ * h }mE@]u } t h ۽xx|}눃 h ۽xx|}4fPuuu ۽x x|}uuu EȍU}$Pu u ummx|}}mۭx۽xx|}Em8X px e[^_ }t9p }h ۽xx|}` }uuu h? h j m۽x URMQu u u ۽xx|}uuuWVS}uuuWVS۽xuuu h? h j ۭxc .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .rodata.cst4 .note.GNU-stack 4 % + 0 2 ? L \ 4
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ELF 4 ( UWVS@uuu Eu u u}EtmUԅuk h }}]u} } h ؉]u}mE8X pxe[^_ teEЅtu u uuuu <$m m}]u}뜋E 8X pxe[^_ 0} m }Eu=111Ƀu u uQRPe} m ]u}(5h!ɹ @ .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .rodata.cst4 .note.GNU-stack 4 u X % + 0 2 ? L \
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ELF @ 4 ( UVS0m u<$} u u um - m
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' H M W \ s_casinl.o/ 1168070428 100 500 100644 1296 `
ELF 4 (
UWVS@uuu uPu u u m E@u'U] u}mrzz e[^_ Wuuu uVu u u h Y[}]u}u u u Q R1PUrzz e[^_ v u!Ruuu u u ]uSmȋ]ԋu؋}܋Urzz e[^_ h }]u}$ ؋Umz rze[^_ .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .note.GNU-stack 4 ` % + 0 2 ? O p @ " # * 6 casinl __casinl __isnanl __isinfl __nanl __copysignl __casinhl ) {
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ELF L 4 ( UWVS`uuu tVu u u m E@}uV h }]u}m}Quuu ulEmpxx e[^_ mE@tSu u u } ]u}h { jEmpxx e[^_ u!Ruuu u u MuQm}]ȋű}ЋEmpxx e[^_ v h }]u}$ ]u}u u u .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .rodata.cst4 .note.GNU-stack 4 @ % + 0 2 ? L \
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ELF 4 ( UWVS m 1}ع }؋}<$ u u u]U MX\`~i h }$ m۽x jEmۭx8x e[^_ v h }h ۽xEmۭx8x e[^_ v h }m۽xNuWPu u u ۽xu u u]ȍu} $V`\Xmm}mۭxɃ ۽xKuBftJu h Ƀ}Ot <$j j j t <$j j j } m EPMQ`\Xuuu R S1V}uuu P 1QR ۽xtu1}ع m}E1u( .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .rodata.cst4 .note.GNU-stack 4 % + 0 2 ? L $ $ \ 8
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ELF 4 (
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UWVSpuuu Eu u u} }Q mm mm m Ƀ }|$ <$Wm mmmu|$ <$V]u}Emx px e[^_ ftO} h }]u}$ mEpxx e[^_ uuu S 1RPM} ɋ]u}tv} 5h!ɹ? u u uQRPEpxx e[^_ f] u}mN] u}t_Mt< h Epxx e[^_ 5h!ɹ? guu u uj j j ZH .symtab .strtab .shstrtab .rel.text .data .bss .rodata.str1.1 .note.GNU-stack 4 % T ` % \ + \ 0 2 \ ? ] ] O < E % " % ! * 2 9 casinhl __casinhl __fpclassifyl __csqrtl __clogl __nanl __copysignl ' y
8 { s_cacoshl.o/ 1168070428 100 500 100644 1552 `
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( - 7 < o s_csqrtl.o/ 1168070428 100 500 100644 1632 `
ELF 4 ( UWVS<m <$} u u um u u u <$}mك Ez m}ȃ]ȋű}u u u <$Epxx e[^_ tOK h }ȋ]ȋű}$ mȋEpxx e[^_ }ȋ]ȋű}ЋEmm
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ELF 4 ( US8u u uuuEu m$P]}mmmm0m0|$ <$S؋] .symtab .strtab .shstrtab .rel.text .data .bss .note.GNU-stack 4 f % + 0 @ D f " f cpowl __cpowl __clogl __cexpl ' Y s_cprojl.o/ 1168070428 100 500 100644 1048 `
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" __fmal fmal
s_lrintl.o/ 1168070428 100 500 100644 589 `
ELF 4 ( l$ $X .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @
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s_llrintl.o/ 1168070428 100 500 100644 591 `
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s_llroundl.o/ 1168070428 100 500 100644 937 `
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m_isinfl.o/ 1168070428 100 500 100644 649 `
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m_isnanl.o/ 1168070428 100 500 100644 633 `
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m_finitel.o/ 1168070428 100 500 100644 591 `
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m_copysignl.o/ 1168070428 100 500 100644 611 `
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m_modfl.o/ 1168070428 100 500 100644 859 `
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m_scalbnl.o/ 1168070428 100 500 100644 643 `
ELF 4 ( D$l$ .symtab .strtab .shstrtab .text .data .bss .note.GNU-stack @
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ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , k_sincosl.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , branred.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , doasin.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , dosincos.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , halfulp.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mpa.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mpatan2.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mpatan.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mpexp.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mplog.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mpsqrt.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , mptan.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , sincos32.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , slowexp.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 , slowpow.o/ 1168070428 100 500 100644 336 `
ELF ` 4 ( .shstrtab .text .data .bss .note.GNU-stack 4 4 4 4 4 ,