Hallo, dies ist ein Test.
PWD: /www/data-lst1/unixsoft/unixsoft/kaempfer/.public_html
Running in File Mode
Relative path: ./../../../../../data-stud/../../../lib/llib-lsunmath.ln
Real path: /lib/llib-lsunmath.ln
Zurück
�� E llib-lsunmath:/usr/include/iso/stdio_iso.h llib-lsunmath:stdio_iso.h � �__iob � remove � � rename � � � �tmpfile � tmpnam � fclose � � fflush � � �fopen � � � �freopen � � � � setbuf � � setvbuf � (�� � fprintf ҈ H�� � fscanf ҈ (�� � printf � H�� � scanf � (�� � sprintf � H�� sscanf � � vfprintf ҈ vprintf � vsprintf � fgetc � fgets � fputc � fputs � � getc � putc � getchar putchar gets puts � ungetc � fread � fwrite � � fgetpos � fsetpos ҈ fseek � ftell � rewind � clearerr � ! feof � " ferror � # perror � % __filbuf � & __flsbuf � llib-lsunmath:/usr/include/iso/stdio_c99.h llib-lsunmath:stdio_c99.h 2 vfscanf ҈ 3 vscanf � 4 vsscanf � � (�� > snprintf � @ vsnprintf � llib-lsunmath:/usr/include/stdio.h llib-lsunmath:stdio.h � _sibuf � _sobuf _bufendtab �_lastbuf % tmpnam_r * fcloseall + setbuffer � , setlinebuf �(�� . asprintf � / vasprintf � (�� 6 dprintf � 7 vdprintf � 8 renameat � � 9 getdelim � ; getline � = �fmemopen � > �open_memstream F �fdopen � G ctermid H fileno � Q flockfile � R ftrylockfile � S funlockfile � T getc_unlocked � U getchar_unlocked V putc_unlocked � W putchar_unlocked ` �popen � � a tempnam � � b pclose � d getsubopt i cuserid j getopt � k optarg l optind l opterr l optopt l optreset m getw � n putw � y fseeko � z ftello � � �fopen64 � � � �freopen64 � � � � �tmpfile64 � fgetpos64 � � fsetpos64 ҈ � fseeko64 � � ftello64 � /ws/dps-stage/st/st_148/lang/libm/wos/llib-lsunmath llib-lsunmath signgamf signgaml cosf cosl cosd cosdf cosdl cosp cospf cospl cospi cospif ! cospil " d_cos_ # d_cosd_ $ d_cosp_ % d_cospi_ & r_cos_ ' r_cosd_ ( r_cosp_ ) r_cospi_ * sinf + sinl , sind - sindf . sindl / sinp 0 sinpf 1 sinpl 2 sinpi 3 sinpif 4 sinpil 5 d_sin_ 6 d_sind_ 7 d_sinp_ 8 d_sinpi_ 9 r_sin_ : r_sind_ ; r_sinp_ < r_sinpi_ = tanf > tanl ? tand @ tandf A tandl B tanp C tanpf D tanpl E tanpi F tanpif G tanpil H d_tan_ I d_tand_ J d_tanp_ K d_tanpi_ L r_tan_ M r_tand_ N r_tanp_ O r_tanpi_ P sincos Q sincosf R sincosl S sincosd T sincosdf U sincosdl V sincosp W sincospf X sincospl Y sincospi Z sincospif [ sincospil \ d_sincos_ ] d_sincosd_ ^ d_sincosp_ _ d_sincospi_ ` r_sincos_ a r_sincosd_ b r_sincosp_ c r_sincospi_ e acosf f acosl g acosd h acosdf i acosdl j acosp k acospf l acospl m acospi n acospif o acospil p d_acos_ q d_acosd_ r d_acosp_ s d_acospi_ t r_acos_ u r_acosd_ v r_acosp_ w r_acospi_ x asinf y asinl z asind { asindf | asindl } asinp ~ asinpf asinpl � asinpi � asinpif � asinpil � d_asin_ � d_asind_ � d_asinp_ � d_asinpi_ � r_asin_ � r_asind_ � r_asinp_ � r_asinpi_ � atanf � atanl � atand � atandf � atandl � atanp � atanpf � atanpl � atanpi � atanpif � atanpil � d_atan_ � d_atand_ � d_atanp_ � d_atanpi_ � r_atan_ � r_atand_ � r_atanp_ � r_atanpi_ � atan2f � atan2l � atan2d � atan2df � atan2dl � atan2pi � atan2pif � atan2pil � d_atan2_ � d_atan2d_ � d_atan2pi_ � r_atan2_ � r_atan2d_ � r_atan2pi_ � coshf � coshl � d_cosh_ � r_cosh_ � sinhf � sinhl � d_sinh_ � r_sinh_ � tanhf � tanhl � d_tanh_ � r_tanh_ � acoshf � acoshl � d_acosh_ � r_acosh_ � asinhf � asinhl � d_asinh_ � r_asinh_ � atanhf � atanhl � d_atanh_ � r_atanh_ � aint � aintf � aintl � d_aint_ � r_aint_ � anint � anintf � anintl � d_anint_ � r_anint_ � irint � irintf � irintl � id_irint_ � ir_irint_ � nint � nintf � nintl � id_nint_ � ir_nint_ � rintf � rintl � d_rint_ � r_rint_ � ceilf � ceill � d_ceil_ � r_ceil_ � floorf � floorl � d_floor_ � r_floor_ � expf � expl � d_exp_ � r_exp_ � exp2 � exp2f � exp2l � d_exp2_ � r_exp2_ � exp10 � exp10f � exp10l � d_exp10_ � r_exp10_ � expm1f � expm1l � d_expm1_ � r_expm1_ logf logl d_log_ r_log_ log2 log2f log2l d_log2_ r_log2_ log10f log10l d_log10_ r_log10_ log1pf log1pl d_log1p_ r_log1p_ powf powl d_pow_ r_pow_ compound compoundf compoundl d_compound_ r_compound_ annuity annuityf annuityl d_annuity_ r_annuity_ + fp_class , fp_classf - fp_classl . id_fp_class_ / ir_fp_class_ 0 iq_fp_class_ 1 finitef 2 finitel 3 id_finite_ 4 ir_finite_ 5 iq_finite_ 6 ilogbf 7 ilogbl 8 id_ilogb_ 9 ir_ilogb_ : iq_ilogb_ ; isinf < isinff = isinfl > id_isinf_ ? ir_isinf_ @ iq_isinf_ A isnanf B isnanl C id_isnan_ D ir_isnan_ E iq_isnan_ F isnormal G isnormalf H isnormall I id_isnormal_ J ir_isnormal_ K iq_isnormal_ L issubnormal M issubnormalf N issubnormall O id_issubnormal_ P ir_issubnormal_ Q iq_issubnormal_ R iszero S iszerof T iszerol U id_iszero_ V ir_iszero_ W iq_iszero_ X signbit Y signbitf Z signbitl [ id_signbit_ \ ir_signbit_ ] iq_signbit_ ^ copysignf _ copysignl ` d_copysign_ a r_copysign_ b q_copysign_ c fabsf d fabsl e d_fabs_ f r_fabs_ g q_fabs_ h fmodf i fmodl j d_fmod_ k r_fmod_ l q_fmod_ m nextafterf n nextafterl o d_nextafter_ p r_nextafter_ q q_nextafter_ r remainderf s remainderl t d_remainder_ u r_remainder_ v q_remainder_ w scalbnf x scalbnl y d_scalbn_ z r_scalbn_ { q_scalbn_ min_subnormal � min_subnormalf � min_subnormall � d_min_subnormal_ � r_min_subnormal_ � q_min_subnormal_ � max_subnormal � max_subnormalf � max_subnormall � d_max_subnormal_ � r_max_subnormal_ � q_max_subnormal_ � min_normal � min_normalf � min_normall � d_min_normal_ � r_min_normal_ � q_min_normal_ � max_normal � max_normalf � max_normall � d_max_normal_ � r_max_normal_ � q_max_normal_ � infinity � infinityf � infinityl � d_infinity_ � r_infinity_ � q_infinity_ � quiet_nan � quiet_nanf � quiet_nanl � d_quiet_nan_ � r_quiet_nan_ � q_quiet_nan_ � signaling_nan � signaling_nanf � signaling_nanl � d_signaling_nan_ � r_signaling_nan_ � q_signaling_nan_ � sqrtf � sqrtl � d_sqrt_ � r_sqrt_ � cbrtf � cbrtl � d_cbrt_ � r_cbrt_ � erff � erfl � d_erf_ � r_erf_ � erfcf � erfcl � d_erfc_ � r_erfc_ � gammaf � gammal � lgammaf � lgammal � d_lgamma_ � r_lgamma_ � gammaf_r � gammal_r � lgammaf_r � lgammal_r � d_lgamma_r_ � r_lgamma_r_ � j0f � j0l � d_j0_ � r_j0_ � j1f � j1l � d_j1_ � r_j1_ � jnf � jnl � d_jn_ � r_jn_ � y0f � y0l � d_y0_ � r_y0_ � y1f � y1l � d_y1_ � r_y1_ � ynf � ynl � d_yn_ � r_yn_ � logbf � logbl � d_logb_ � r_logb_ � scalbf � scalbl � d_scalb_ � r_scalb_ � significandf � significandl � d_significand_ � r_significand_ � hypotf � hypotl � d_hypot_ � r_hypot_ i_addran_ d_addran_ r_addran_ i_addrans_ u_addrans_ d_addrans_ r_addrans_ i_get_addrans_ i_set_addrans_ d_get_addrans_ d_set_addrans_ r_get_addrans_ r_set_addrans_ i_init_addrans_ d_init_addrans_ r_init_addrans_ i_lcran_ d_lcran_ r_lcran_ u_lcrans_ i_lcrans_ d_lcrans_ r_lcrans_ i_get_lcrans_ i_set_lcrans_ i_init_lcrans_ " i_mwcran_ # i_lmwcran_ $ i_llmwcran_ % u_mwcran_ & u_lmwcran_ ' u_llmwcran_ ( r_mwcran_ ) d_mwcran_ * smwcran_ � + i_mwcrans_ � � � - i_lmwcrans_ � � � / i_llmwcrans_ � � � 1 u_mwcrans_ � � � 3 u_lmwcrans_ � � � 5 u_llmwcrans_ � � � 7 r_mwcrans_ � � � 9 d_mwcrans_ � � � ; i_get_mwcrans_ < i_init_mwcrans_ = i_set_mwcrans_ � A i_shufrans_ B u_shufrans_ C d_shufrans_ D r_shufrans_ Z convert_external � � � ] convert_external_ � � � � ܈ � d & sigfpe e & sigfpe_ i ieee_handler � � j ieee_handler_ � � o ieee_flags � � � p ieee_flags_ � � � u ieee_retrospective � v ieee_retrospective_ x abrupt_underflow_ y gradual_underflow_ z standard_arithmetic { standard_arithmetic_ | nonstandard_arithmetic } nonstandard_arithmetic_ � drem llib-lsunmath:/usr/include/stdio_tag.h llib-lsunmath:stdio_impl.h �__FILE _cnt _ptr _base _flag _magic __orientation __ionolock __seekable __extendedfd __xf_nocheck __filler /ws/dps-stage/st/st_148/lang/libm/wos/llib-lsunmath llib-lsunmath �$convert_external_t arch type size llib-lsunmath:/usr/include/iso/stdio_iso.h llib-lsunmath:stdio_iso.h � remove � rename � �tmpfile � tmpnam � fclose � fflush � �fopen � �freopen � setvbuf � fprintf @ � fscanf � printf @ � scanf � sprintf @ sscanf vfprintf vprintf vsprintf fgetc fgets fputc fputs getc putc getchar putchar gets puts ungetc fread fwrite fgetpos fsetpos fseek ftell ! feof " ferror % __filbuf & __flsbuf llib-lsunmath:/usr/include/iso/stdio_c99.h llib-lsunmath:stdio_c99.h 2 vfscanf 3 vscanf 4 vsscanf > snprintf @ vsnprintf llib-lsunmath:/usr/include/stdio.h llib-lsunmath:stdio.h % tmpnam_r * fcloseall , setlinebuf . asprintf / vasprintf 6 dprintf 7 vdprintf 8 renameat 9 getdelim ; getline = �fmemopen > �open_memstream F �fdopen G ctermid H fileno R ftrylockfile T getc_unlocked U getchar_unlocked V putc_unlocked W putchar_unlocked ` �popen a tempnam b pclose d getsubopt i cuserid j getopt m getw n putw y fseeko z ftello � �fopen64 � �freopen64 � �tmpfile64 � fgetpos64 � fsetpos64 � fseeko64 � ftello64 /ws/dps-stage/st/st_148/lang/libm/wos/llib-lsunmath llib-lsunmath cosf cosl cosd cosdf cosdl cosp cospf cospl cospi cospif ! cospil " d_cos_ # d_cosd_ $ d_cosp_ % d_cospi_ & r_cos_ ' r_cosd_ ( r_cosp_ ) r_cospi_ * sinf + sinl , sind - sindf . sindl / sinp 0 sinpf 1 sinpl 2 sinpi 3 sinpif 4 sinpil 5 d_sin_ 6 d_sind_ 7 d_sinp_ 8 d_sinpi_ 9 r_sin_ : r_sind_ ; r_sinp_ < r_sinpi_ = tanf > tanl ? tand @ tandf A tandl B tanp C tanpf D tanpl E tanpi F tanpif G tanpil H d_tan_ I d_tand_ J d_tanp_ K d_tanpi_ L r_tan_ M r_tand_ N r_tanp_ O r_tanpi_ e acosf f acosl g acosd h acosdf i acosdl j acosp k acospf l acospl m acospi n acospif o acospil p d_acos_ q d_acosd_ r d_acosp_ s d_acospi_ t r_acos_ u r_acosd_ v r_acosp_ w r_acospi_ x asinf y asinl z asind { asindf | asindl } asinp ~ asinpf asinpl � asinpi � asinpif � asinpil � d_asin_ � d_asind_ � d_asinp_ � d_asinpi_ � r_asin_ � r_asind_ � r_asinp_ � r_asinpi_ � atanf � atanl � atand � atandf � atandl � atanp � atanpf � atanpl � atanpi � atanpif � atanpil � d_atan_ � d_atand_ � d_atanp_ � d_atanpi_ � r_atan_ � r_atand_ � r_atanp_ � r_atanpi_ � atan2f � atan2l � atan2d � atan2df � atan2dl � atan2pi � atan2pif � atan2pil � d_atan2_ � d_atan2d_ � d_atan2pi_ � r_atan2_ � r_atan2d_ � r_atan2pi_ � coshf � coshl � d_cosh_ � r_cosh_ � sinhf � sinhl � d_sinh_ � r_sinh_ � tanhf � tanhl � d_tanh_ � r_tanh_ � acoshf � acoshl � d_acosh_ � r_acosh_ � asinhf � asinhl � d_asinh_ � r_asinh_ � atanhf � atanhl � d_atanh_ � r_atanh_ � aint � aintf � aintl � d_aint_ � r_aint_ � anint � anintf � anintl � d_anint_ � r_anint_ � irint � irintf � irintl � id_irint_ � ir_irint_ � nint � nintf � nintl � id_nint_ � ir_nint_ � rintf � rintl � d_rint_ � r_rint_ � ceilf � ceill � d_ceil_ � r_ceil_ � floorf � floorl � d_floor_ � r_floor_ � expf � expl � d_exp_ � r_exp_ � exp2 � exp2f � exp2l � d_exp2_ � r_exp2_ � exp10 � exp10f � exp10l � d_exp10_ � r_exp10_ � expm1f � expm1l � d_expm1_ � r_expm1_ logf logl d_log_ r_log_ log2 log2f log2l d_log2_ r_log2_ log10f log10l d_log10_ r_log10_ log1pf log1pl d_log1p_ r_log1p_ powf powl d_pow_ r_pow_ compound compoundf compoundl d_compound_ r_compound_ annuity annuityf annuityl d_annuity_ r_annuity_ + fp_class , fp_classf - fp_classl . id_fp_class_ / ir_fp_class_ 0 iq_fp_class_ 1 finitef 2 finitel 3 id_finite_ 4 ir_finite_ 5 iq_finite_ 6 ilogbf 7 ilogbl 8 id_ilogb_ 9 ir_ilogb_ : iq_ilogb_ ; isinf < isinff = isinfl > id_isinf_ ? ir_isinf_ @ iq_isinf_ A isnanf B isnanl C id_isnan_ D ir_isnan_ E iq_isnan_ F isnormal G isnormalf H isnormall I id_isnormal_ J ir_isnormal_ K iq_isnormal_ L issubnormal M issubnormalf N issubnormall O id_issubnormal_ P ir_issubnormal_ Q iq_issubnormal_ R iszero S iszerof T iszerol U id_iszero_ V ir_iszero_ W iq_iszero_ X signbit Y signbitf Z signbitl [ id_signbit_ \ ir_signbit_ ] iq_signbit_ ^ copysignf _ copysignl ` d_copysign_ a r_copysign_ b q_copysign_ c fabsf d fabsl e d_fabs_ f r_fabs_ g q_fabs_ h fmodf i fmodl j d_fmod_ k r_fmod_ l q_fmod_ m nextafterf n nextafterl o d_nextafter_ p r_nextafter_ q q_nextafter_ r remainderf s remainderl t d_remainder_ u r_remainder_ v q_remainder_ w scalbnf x scalbnl y d_scalbn_ z r_scalbn_ { q_scalbn_ min_subnormal � min_subnormalf � min_subnormall � d_min_subnormal_ � r_min_subnormal_ � q_min_subnormal_ � max_subnormal � max_subnormalf � max_subnormall � d_max_subnormal_ � r_max_subnormal_ � q_max_subnormal_ � min_normal � min_normalf � min_normall � d_min_normal_ � r_min_normal_ � q_min_normal_ � max_normal � max_normalf � max_normall � d_max_normal_ � r_max_normal_ � q_max_normal_ � infinity � infinityf � infinityl � d_infinity_ � r_infinity_ � q_infinity_ � quiet_nan � quiet_nanf � quiet_nanl � d_quiet_nan_ � r_quiet_nan_ � q_quiet_nan_ � signaling_nan � signaling_nanf � signaling_nanl � d_signaling_nan_ � r_signaling_nan_ � q_signaling_nan_ � sqrtf � sqrtl � d_sqrt_ � r_sqrt_ � cbrtf � cbrtl � d_cbrt_ � r_cbrt_ � erff � erfl � d_erf_ � r_erf_ � erfcf � erfcl � d_erfc_ � r_erfc_ � gammaf � gammal � lgammaf � lgammal � d_lgamma_ � r_lgamma_ � gammaf_r � gammal_r � lgammaf_r � lgammal_r � d_lgamma_r_ � r_lgamma_r_ � j0f � j0l � d_j0_ � r_j0_ � j1f � j1l � d_j1_ � r_j1_ � jnf � jnl � d_jn_ � r_jn_ � y0f � y0l � d_y0_ � r_y0_ � y1f � y1l � d_y1_ � r_y1_ � ynf � ynl � d_yn_ � r_yn_ � logbf � logbl � d_logb_ � r_logb_ � scalbf � scalbl � d_scalb_ � r_scalb_ � significandf � significandl � d_significand_ � r_significand_ � hypotf � hypotl � d_hypot_ � r_hypot_ i_addran_ d_addran_ r_addran_ i_lcran_ d_lcran_ r_lcran_ " i_mwcran_ # i_lmwcran_ $ i_llmwcran_ % u_mwcran_ & u_lmwcran_ ' u_llmwcran_ ( r_mwcran_ ) d_mwcran_ Z convert_external ] convert_external_ d & sigfpe e & sigfpe_ i ieee_handler j ieee_handler_ o ieee_flags p ieee_flags_ � drem 012345679