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d l !( !( 2 2 A\ A\ J Z ^ b lH op s yD |\ x x ` ` L L L L ( ( | | 8 8 4 4 \ \ x x ڤ ڤ h h | | l l 4 4 @ @ 0 0 # # )| )| /8 /8 5 5 5 5 :d :d ?D ?D C C HH HH NX NX R R X X \p \p `| c c f f j4 j4 m| m| rX rX u u y } P P d d X X T T T T ( ( π π 0 0 P P D D X X d d X X 0 0 < < h h $ $ ' ' + + .P .P 1 1 5T 5T 5T 5T 8 8 < < A D GH K S V [ a e i o o 0 ¬ ư $ L ݴ < < & & +8 +8 .\ .\ 1 1 4 4 9 9 <4 <4 <4 <4 C C H4 H4 Kl Kl N N Q Q V V [ [ _ _ d d hL hL l l q q u u z z T T T T \ \ \ \ H H h h ը ը h h D D < < H H D D l l %4 %4 * * 2 2 7 7 = = F F O O W W [` [` b b i i o o v v {d {d P P \ \ p \ \ < < l l L L L L __kernel_standard _LIB_VERSION __matherr matherr signgam __feclearexcept feclearexcept __fegetexceptflag fegetexceptflag __feraiseexcept feraiseexcept __fesetexceptflag fesetexceptflag fetestexcept fegetround fesetround __fegetenv fegetenv feholdexcept __fesetenv fesetenv __feupdateenv feupdateenv fedisableexcept feenableexcept fegetexcept __ieee754_acos __ieee754_acosh __ieee754_asin __ieee754_atan2 __ieee754_atanh __ieee754_cosh __ieee754_exp __ieee754_fmod __ieee754_hypot __ieee754_j0 __ieee754_y0 __ieee754_j1 __ieee754_y1 __ieee754_yn __ieee754_jn __ieee754_lgamma_r __ieee754_log __ieee754_log10 __ieee754_pow __ieee754_remainder __ieee754_scalb __ieee754_sinh __ieee754_sqrt __ieee754_gamma_r __kernel_tan __asinh asinh __atan atan __cbrt cbrt __ceil ceil __cos cos __erfc __erf erf erfc __expm1 expm1 __fabs fabs __floor floor __ilogb ilogb __log1p log1p __logb logb __nextafter nextafter __nexttoward nexttoward __rint rint __significand significand __sin sin __tan tan __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 y0 j0 y1 j1 yn jn __lgamma lgamma __gamma gamma __lgamma_r lgamma_r __log log __log10 log10 __pow pow __remainder remainder __scalb scalb __sinh sinh __sqrt sqrt __fpclassify __fmax fmax __fmin fmin __fdim fdim __nan nan __trunc trunc __remquo remquo __ieee754_log2 __ieee754_exp2 __round round __nearbyint 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 __lrint lrint __llrint llrint __lround lround __llround llround __ieee754_exp10 __log2 log2 __isinf isinf __isnan isnan __finite finite __copysign copysign __modf modf __scalbn scalbn __scalbln scalbln __frexp frexp __ldexp ldexp __signbit __ieee754_acosf __ieee754_acoshf __ieee754_asinf __ieee754_atan2f __ieee754_atanhf __ieee754_coshf __ieee754_expf __ieee754_fmodf __ieee754_hypotf __ieee754_j0f __ieee754_y0f __ieee754_j1f __ieee754_y1f __ieee754_ynf __ieee754_jnf __ieee754_lgammaf_r __ieee754_logf __ieee754_log10f __ieee754_powf __ieee754_remainderf __ieee754_scalbf __ieee754_sinhf __ieee754_sqrtf __ieee754_gammaf_r __kernel_cosf __kernel_sinf __kernel_tanf __asinhf asinhf __atanf atanf __cbrtf cbrtf __ceilf ceilf __cosf cosf __erfcf __erff erff erfcf __expm1f expm1f __fabsf fabsf __floorf floorf __ilogbf ilogbf __log1pf log1pf __logbf logbf __nextafterf nextafterf __nexttowardf 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 y0f j0f y1f j1f ynf jnf __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_ynl __ieee754_jnl __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 __erfcl __erfl erfl 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 __y0l __j0l j0l y0l __y1l __j1l j1l y1l __ynl __jnl 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 cprojl __clog10l clog10l __fmal fmal __lrintl lrintl __llrintl llrintl __lroundl lroundl __llroundl llroundl __ieee754_exp10l __log2l log2l __isinfl isinfl __isnanl isnanl __finitel finitel __copysignl copysignl __modfl modfl __scalbnl scalbnl __scalblnl scalblnl __frexpl frexpl __ldexpl ldexpl __signbitl // 36 `
s_significandf.o/
s_significandl.o/
k_standard.o/ 1439795490 102 102 100644 18084 `
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! " ! ! ! " E D$ D$ $ D$ D$ D$ $ D$ D$ D$ $ D$ 2 D$ D$ $n D$ D$ D$ $ D$ 9 D$ D$ $ D$ D$ D$ $G D$ D$ D$ $ D$ D$ D$ $ D$ D$ D$ $ D$ s D$ D$ $6 D$ D$ D$ $ D$ D$ D$ $ D$ D$ D$ $ D$ D$ D$ $6 D$ D$ D$ $ D$ * D$ D$ $ D$ D$ D$ $ D$ $]Ez!E E $]EzE E D$ D$ $R D$ D$ D$ $ D$ D$ D$ $ D$ n D$Ẻ$ D$ D$ $ D$ c D$ D$ $^ D$ D$Ẻ$ D$ D$ $ D$ D$Ẻ$ D$ D$ $ D$ 2 D$ D$ $+ D$ D$Ẻ$ D$ D$ $ D$ D$Ẻ$ D$ D$ $ D$ D$Ẻ$ D$ D$ $ D$ e D$ D$ $+ D$ E E 1 D$ D$ $ D$ acos acosf acosl acos: DOMAIN error
asin asinf asinl asin: DOMAIN error
atan2 atan2f atan2l atan2: DOMAIN error
hypot hypotf hypotl cosh coshf coshl exp expf expl y0 y0f y0l y0: DOMAIN error
y1 y1f y1l y1: DOMAIN error
yn ynf ynl yn: DOMAIN error
lgamma lgammaf lgammal lgamma: SING error
log logf logl log: SING error
log: DOMAIN error
log10 log10f log10l log10: SING error
log10: DOMAIN error
pow powf powl pow(0,0): DOMAIN error
pow(0,neg): DOMAIN error
sinh sinhf sinhl sqrt sqrtf sqrtl sqrt: DOMAIN error
fmod fmodf fmodl fmod: DOMAIN error
remainder remainderf remainderl remainder: DOMAIN error
acosh acoshf acoshl acosh: DOMAIN error
atanh atanhf atanhl atanh: DOMAIN error
atanh: SING error
scalb scalbf scalbl j0 j0f j0l : TLOSS error
j1 j1f j1l jn jnf jnl tgamma tgammaf tgammal tgamma: SING error
exp2 exp2f exp2l exp10 exp10f exp10l log2 log2f log2l neg**non-integral: DOMAIN error
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T 8 AB
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