ELF0Y4(UWVS[hjPPP  PY^h! @h-DTƃtZRPPWxDHtkh @hiWƃt PVPWx Hte[^_]Ð& FVPe[^_]Ít&' FVP놐US[EPPE Pt݃M$]ÍUS[EPPE PtEܳ$]ÍUWVS[׍URURQPue[^_]Ít&'EPEPEPMQ]uc݃E|݃Eu"EE@uXEPEPe[^_]É'!tQ"t؃ P16'돃PP1؃PR1US[E []v'US[E []Zv'US[E []*v'US[E []v'UWVS [׍URQPue[^_] EPEP]uX݃Etu݃Eu"EE@uQEPEPe[^_]f!tQ"t؃ P1B'떃PR1؃PQ1UWVS<[Ẻ։ϋUB9tRPtcEP}WtY$]كMXZh@j]EE$e[^_]Ð&Ee[^_]؃PQ1뻍t&'UVS[u EPjjPV t EPe[^]É'UWVS$[u EEPEPjjPV tH}u* MQ`ƃe[^_]ÐURjƃu 1e[^_]Ã EPEHEtEPjƃ EPNjHtWWEPƋUHt@HN GWP< FVPc FVP뚃 BRP뱋UH BRPUH BRP1US[E []v'US[E []Zv'US[E []*v'US[E []v'US[E []v'US[E []v'US[E []jv'US[E []:v'US[E [] v'US[E []v'US[E []v'US[E []zv'US[E []Jv'US[E []v'UVS[EPPE Pue[^]Ív'PEPEPMQ]us݃E݃Eu"EE@uk EPEPEPEPP e[^]Ít&'!tT"t؃ P1('|PP1؃PR1vUVS[EPEPPE Pu e[^]ÍPEPEPEP]uc݃E|݃Eu"EE@uXEPEPe[^]Ív'!tQ"t؃ P1<'돃PR1 ؃PQ1UVS[EPPE Pue[^]Ív'PEPEPEP]uc݃E|݃Eu"EE@uXMQUREPPe[^]f!tQ"t؃ 0V18'돃PP1 ؃PThis module is always available. It provides access to the mathematical functions defined by the C standard.acos(x) Return the arc cosine (measured in radians) of x.asin(x) Return the arc sine (measured in radians) of x.atan(x) Return the arc tangent (measured in radians) of x.atan2(y, x) Return the arc tangent (measured in radians) of y/x. Unlike atan(y/x), the signs of both x and y are considered.ceil(x) Return the ceiling of x as a float. This is the smallest integral value >= x.cos(x) Return the cosine of x (measured in radians).cosh(x) Return the hyperbolic cosine of x.degrees(x) -> converts angle x from radians to degreesexp(x) Return e raised to the power of x.fabs(x) Return the absolute value of the float x.floor(x) Return the floor of x as a float. This is the largest integral value <= x.fmod(x,y) Return fmod(x, y), according to platform C. x % y may differ.frexp(x) Return the mantissa and exponent of x, as pair (m, e). m is a float and e is an int, such that x = m * 2.**e. If x is 0, m and e are both 0. Else 0.5 <= abs(m) < 1.0.hypot(x,y) Return the Euclidean distance, sqrt(x*x + y*y).ldexp(x, i) -> x * (2**i)log(x[, base]) -> the logarithm of x to the given base. If the base not specified, returns the natural logarithm (base e) of x.log10(x) -> the base 10 logarithm of x.modf(x) Return the fractional and integer parts of x. Both results carry the sign of x. The integer part is returned as a real.pow(x,y) Return x**y (x to the power of y).radians(x) -> converts angle x from degrees to radianssin(x) Return the sine of x (measured in radians).sinh(x) Return the hyperbolic sine of x.sqrt(x) Return the square root of x.tan(x) Return the tangent of x (measured in radians).tanh(x) Return the hyperbolic tangent of x.% : ; I$ > $ > $ >   I : ;  : ;I8 : ; : ; I8 I !I/ &I' II : ; '  : ;<  : ; I8 : ;I.? : ;' @4: ;I : ;.: ;' I@: ;I : ;I4: ;I .: ; ' I : ; I 4: ; I!.: ; ' I@": ; I#4: ; I$1UX Y %1 & U'41(: ; I ): ; I*4: ; I +4: ; I ,4: ; I-4: ;I .4: ;I /4: ; I? <  ,^  intH 8]h > k 1-p 8V# # # # # H # # Q# # #$ #(  #, r"#0 P$#4 &V#8 *V#< R,v#@ W0:#D 1H#F 2#G 6#H ?#L H#T I#X J#\ K#` L!#d SNV#h P#l ;  8 # # 8V#w  p  'V f( gV# g #=g  V#  # V# # V# V# 6 # j S # s  # 9 #$ q #(  #, *  #0  #4  #8   #< ( h#@   #D ]  #H Y #L   #P I#T #X #\ #` z!" #d q$#h N(M #l )X #p ,3#t -?#x .#| {/ # 0<# ) 1c # 2n # 3# (4y # x 5 # 6 # E7 # 8# 9<# :<# ;<# } <<# =<# >6 #(h~&,<<< MS<h<<sy<<<<<V<JV<<<VV<1<VV <BV\<V<gmV<VV< V<<<{V<V=V<$*VD<VD%U[Vp<< {V<SV<p B# B#  B# EB# B# B# c h# # # #$ #( #, B#0 B#4 B#8 l B#< r B#@ #D #H #L <#P x #T #X DB#\ %B#` B#d B#h 0B#l h#p B#t B#x B#| `B# dB# B# B# 7 B# %B#(ń Ɠ# B# M# # i# , 1# P\# J# B# #$    Wԓ# ; B# ֌#'׏  ڷ# # # * #   $ * 6  A G S <^ d V~ <~ Vf   < <CM  V <<Y FU&  " <H - 3 <M <<V&& s_   <  <<  <  V    Y,3 &# '# |(V#  *#  9T .  #get #set#doc# x#E+G(0MY, <<  V<< b_mc<,dc<Jvc<s'vV 4<J3<^3<x5up; (<P'<^'<Kx)up2Vx V!6E<k"^D<" D"p D#xF#yF$N%\&' !|<=(|<(^|<! z< Fi((z<(^z<!w<Pva(w<(^w<!pf<(f<(^f<!/4<"^3<" 3,"p 3`#x5s$0=%\&H' !O<"^<" "Ә)arg<R&`*x\#eVr<'<^<arg<ut!o<0{(<"^< #arg<K+6 <ul#num<k#den<#ans<,r<! <&t(<(^<!k<0V(<(^<! <`&(<(^<!<_(<(^<!s~<$(~<(^~<!?t< P(t<(^t<!r< F | (r<(^r<!p<P v C(p<(^p<!n< |(n<(^n<!l< (l<(^l<!s i<  ,(i<(^i<! d< 6 X'(d<(^d<!` b<@ f `(b<(^b<! `<p (`<(^`<!O <  (<"^< #x( #yT $x%\&' !< J h (<"^< #x #expV $%\&' !<P  (<"^<, #xL #iVx $%\&'   :+~ ` " 8+b C ;+d3 d }+ fT@  V+ iu  5+rl   ++cn`  *+p  2+r  * T+t` K I+cw; l ;+az\  ,+e|}  3+D~   )+`  %+   6+0 2 ,+"  S +C  t + d  +eą  -@  '-t!. $9RFߑ?  6-/ 6 6- ;& X -|>H z m-\j/=/" / / -</ <<< /mirror/zmath/src/Python-2.4.4/Modules/usr/lib/gcc/i486-slackware-linux/4.2.4/include/usr/include/bits/usr/include/mirror/zmath/src/Python-2.4.4/./Includemathmodule.cstddef.htypes.hstdio.hlibio.hobject.hmethodobject.hdescrobject.hlongobject.hpyerrors.hMZZv.F0go0g~h Xw.h5X<+/F[ty(r$(...o.Nh  wf"1i</W[ty(r$( "3r<iNvyuht0kwun  u#~0.....v.........> yg5~<"~ [ty+r$%? wh5~</~[ty(r$(? yg5<[ty(r$mathpied:radiansd:degreesmath domain errormath range errordd:powdd:hypotdd:fmoddd:atan2log10d:log10logd:logd:tanhd:tand:sqrtd:sinhd:sind:floord:fabsd:expd:coshd:cosd:ceild:atand:asind:acosd:modf(dd)di:ldexpd:frexp(di)acosasinatanatan2ceilcoscoshdegreesexpfabsfloorfmodfrexphypotldexpmodfpowradianssinsinhsqrttantanhp @   @    `P&P *  /`5P:P  @ F p0@bL QU] a`f`k0o 9RFߑ?pA| $AB Fh. T.JAB D[.PJAB D[.$JAB FX._.].&AB A &AB AP&AB A&AB A$:AB FT.c.X.(AB Fh.v.b. WAB E_. a.$0AB Fj. h.&AB A0&AB A`&AB A&AB A&AB A&AB A &AB AP &AB A &AB A &AB A &AB A &AB A@ &AB Ap &AB A, ]AB E[.].Z.l. r.$ JAB E_.Y.Z.$P :AB E[.].Z.ttu;JPPLWWW_fVfnPnVPVPVVttJu..Ju PQtQStSuP~~u ttuPRWeWgWQuhuhuhu`u`ttu !t!#t#FuPQtQStSvuttuttuPRWlWnWQuhuhuhttuPuLRVVVQ7W7=QWu_udtt'u%V%'u 01t13t3u0ooVu Vu |upupu`u`W,}WWWVVO}VVVVPVPVPOV}VPVtt&u01t13t3Vu`atactcuttuttutt u ! t! # t# F uP Q tQ S tS v u t t u t t u t t  u  t  t 6 u@ A tA C tC f up q tq s ts u t t u  u up  up upV u uh  t  t J u 3 3 J u 3 : uhY d uhd J uh3 : utQ J utP Q tQ S tS uP   u  uh uh uh utinitmath<Lp<LpCSpCSp-< L < L J J  math_sinhsize_tPyExc_OverflowErrorobjobjprocnb_inplace_remaindernb_divideloghelperPyMethodDefmath_pow_docnewargstp_richcomparenb_inttp_dealloc_IO_save_endnb_nonzerotp_as_sequencetp_reprsq_item_IO_write_base_locknb_addnb_subtractGNU C 4.2.4tp_basestp_methods_IO_save_basetp_initmath_tan_docgetwritebufferproc_chain_cur_columnmath_fmod_doctp_weaklistoffsettp_is_gcnb_absolutetp_nameresult_objectgettertp_mronb_floor_divideternaryfuncmp_ass_subscriptob_refcntlong intnb_inplace_multiplymath_floor_docnb_inplace_divideis_error_IO_markercmpfunctp_iterintintargfuncnb_inplace_ormath_cos_dochashfuncallocfuncnb_divmodmath_tanh_docnb_true_divideintargfuncprintfuncsigned char_IO_FILEPyBufferProcstp_docmath_powunsigned charmodule_docmath_log10nb_inplace_true_dividenb_floattp_freesq_repeatmp_lengthmath_hypot_docmath_atan2tp_basenb_inplace_powernb_remainderbf_getwritebufferPyMemberDefcharmath_sinh_docmath_fmod_IO_lock_ttp_hashmath_frexp_docmath_expmath_coshmath_log_doc_IO_read_ptrPyTypeObject_posstdingetattrofuncsq_ass_slicetp_getattrosq_slice_markersgetreadbufferprocintintobjargprocreprfuncmath_asin_doctp_descr_setPyExc_ValueErrortp_dictnb_negativenb_lshiftunaryfunctp_traversenewfunc_offsettp_as_mappingnb_inplace_subtracttp_setattrnb_inplace_addtraverseprocnb_inplace_xormath_logclosurebf_getreadbuffernb_andtp_strlong unsigned intformatself_flags2getiterfunc_IO_read_basesq_concatmath_fabs_unused2__quad_tPyNumberMethodssq_inplace_repeatfinallymath_1math_2_typeobjecttp_flags_old_offsetargsmath_cosh_doctp_compareml_flagsbf_getsegcountlong long intmath_atan_docnb_inplace_lshiftPyLong_Typedoubleml_meth_IO_write_endob_sizePyObjectgetsegcountproctp_iternextnb_hextp_cleartp_callPyCFunctioninquirymath_sin_doc_IO_buf_baseunsigned intmath_tanmath_log10_docmath_fabs_doc__pad1__pad2__pad3__pad4__pad5descrsetfunc_sbufnb_positive/mirror/zmath/src/Python-2.4.4/Modules/mathmodule.ctp_memberssetattrfuncmath_cosPyMappingMethods_flagsmath_floorcoercion_modetp_setattromath_modf_docmath_sinmath_methodssq_inplace_concatnb_invertmath_ldexpmath_frexpgetcharbufferprociternextfunclong doublemath_degrees_docmath_exp_docFILEdescrgetfuncvisitprocnb_coercebf_getcharbuffermp_subscriptlong long unsigned intinitproc__off_targsfmttp_allocmath_atannb_rshiftnb_inplace_andfreefuncdegToRadmath_atan2_doctp_getsetmath_acostp_weaklist_IO_backup_base_shortbufnb_longtp_as_buffermath_sqrtobjobjargprocsq_ass_item_next__off64_trichcmpfuncPyGetSetDefmath_asintp_printtp_getattrmath_acos_doc_IO_buf_endtp_cachetp_basicsizenamebinaryfuncshort intmath_hypotsetterPySequenceMethodstp_itemsizefunc_vtable_offsetnb_inplace_rshiftnb_multiplytp_as_numbernb_inplace_floor_dividemath_modfsetattrofuncgetattrfuncnb_ornb_octml_doc_IO_read_endtp_delsq_containsdestructormath_tanhmath_ceil_doc_filenointobjargproctp_newsq_lengthinitmathob_typemath_sqrt_docshort unsigned intstdouttp_descr_getbasemath_degrees_IO_write_ptrmath_radiansnb_powernb_xormath_ceiltp_subclassesmath_radians_docmath_ldexp_docml_nametp_dictoffsetGCC: (GNU) 4.2.4.symtab.strtab.shstrtab.rel.text.data.bss.debug_abbrev.rel.debug_info.rel.debug_line.rodata.str1.1.rel.data.rel.local.rodata.cst8.rodata.cst4.rel.debug_frame.debug_loc.rel.debug_pubnames.rel.debug_aranges.debug_ranges.debug_str.comment.note.GNU-stack@ l%M +000pB> ,rRn5N ^28tq: m X ;;; Tx? J $#J  ,CJ0KK  XXX] q hg3 n &J3PJ@JG&P &[P&e&p:wW0&0&`&&&& &P & & & & & @ &p & ]( J3P : >;L9Z<h@~wW 6`,7+ 3`UJ <@#(2@-M7^ 4k`*y&7 -         0  A H Q Y b h p t z    $ * 0 6 < B H N T Z ` f l r x ~+?OSY^dp '-mathmodule.cmodule_docmath_methodsmath_radiansmath_degreesmath_2math_powmath_hypotmath_fmodmath_atan2math_1loghelpermath_log10math_logmath_tanhmath_tanmath_sqrtmath_sinhmath_sinmath_floormath_fabsmath_expmath_coshmath_cosmath_ceilmath_atanmath_asinmath_acosmath_modfmath_ldexpmath_frexpmath_acos_docmath_asin_docmath_atan_docmath_atan2_docmath_ceil_docmath_cos_docmath_cosh_docmath_degrees_docmath_exp_docmath_fabs_docmath_floor_docmath_fmod_docmath_frexp_docmath_hypot_docmath_ldexp_docmath_log_docmath_log10_docmath_modf_docmath_pow_docmath_radians_docmath_sin_docmath_sinh_docmath_sqrt_docmath_tan_docmath_tanh_doc.LC0.LC2.LC4.LC5.LC6.LC7.LC8.LC9.LC12.LC10.LC14.LC15.LC16.LC17.LC18.LC21.LC22.LC23.LC24.LC25.LC26.LC27.LC28.LC29.LC30.LC31.LC32.LC33.LC34.LC35.LC36.LC37.LC38.LC39.LC40.LC42.LC43.LC44initmath_GLOBAL_OFFSET_TABLE_Py_InitModule4PyModule_GetDictPyFloat_FromDoublePyDict_SetItemStringPyArg_ParseTuple__errno_locationPyExc_ValueErrorPyErr_SetFromErrnoPyExc_OverflowErrorPyErr_SetStringpowhypotfmodatan2PyLong_TypePyType_IsSubtype_PyLong_AsScaledDoublePyArg_UnpackTuplelog10logPyTuple_PackPyNumber_DividetanhtansqrtsinhsinfloorfabsexpcoshcosceilatanasinacosmodfPy_BuildValueldexpfrexp r % ', J2sFtYuj Kqvu Lv r M#w3 N>u_ ri Osw Nu rwx P& QXuyz R{| Sy| r T }, r5 U;~\ re Vk r W rwx P- Q_uyz R{| Sy| r"9X Xyu Sy| r Y  ZA r] [d \ \ \I  r ]< rE ^Kl ru _{ r ` r a r b , r5 c; \ re dk  r e  r f  r g  r% h+ L rU i[ | r j  r k w x  P& Qa lg  y z R { | S y | r m( wA x[ o P Q u y z R { |- S4 y< |` rj nt w x  P Q  o1y9zY R`{h|} Sy HH"H/H6H=HDHKHRH`HgHlHwHHHHHHHHHHHHH&H5HDHSHbHqHHHHHHHHHHHH%H4HCHRHaHqHxHHHHHHH HH)H5HCHQH_HmH{HHHHHHHHHH HH)H8HGHVHeHtHHHHHHHHHH HH*H:HJHZHjHzHHHHHHHHHHHCHiHHHHH2H]HHHHHHKHqHHHHHH H H H, H: HH HV Hd Hr H H H H H H H H H H H H H( H6 HD HR H` Hn H| H H H H H H H H H H H" H0 H> HL HZ Hh Hv H H H H H H H H H H H H7 HT H H H H H H H H# HN HY Hd Ho Hz H H H H H HH%H:HFHSHHHHHHHH $D6DDDRDWH`HlptD}HHDHDHHDHHH%)-D6H@DEHODTH^DkDxDGGHDHHHD HH)H48<DEHSHbHmquD~HHHDHDHDHDDGG&H159DBHLDQH[D`HjDyD~GDHDHHDHDHHD,D1HIDXDgDlHvD|HDHHHDHHHD HH'H26:DCHQH`HkosD|HHHDHHHDHH HD'H5HDHOSWD`HnH}HDHHHDHHHD HH(H37;DDHRHaHlptD}HHHDHHDDDGG HD(H6H@DMD\DeGsGHDHHDDDGGH#H/DHPeHqHHHH H+H7LHXmHyHHHHH3H?TH`uHHHHHH"7HDYHf'{HHHHHHI  $,04<@DLPT\`dlpt|  $,04<@DLPT\`dlpt|C@CD`CdCCCCCC@CDlCpCCCC C(C,DCH`Cd|CCCCCC $C(@CDpCtC