Warning: file_get_contents(https://raw.githubusercontent.com/Den1xxx/Filemanager/master/languages/ru.json): failed to open stream: HTTP request failed! HTTP/1.1 404 Not Found
in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 88
Warning: Cannot modify header information - headers already sent by (output started at /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php:88) in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 215
Warning: Cannot modify header information - headers already sent by (output started at /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php:88) in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 216
Warning: Cannot modify header information - headers already sent by (output started at /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php:88) in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 217
Warning: Cannot modify header information - headers already sent by (output started at /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php:88) in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 218
Warning: Cannot modify header information - headers already sent by (output started at /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php:88) in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 219
Warning: Cannot modify header information - headers already sent by (output started at /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php:88) in /home/afelisqd/cppseducation.sc.tz/admin/images/photos/17587263121019776732_admin-dbb.php on line 220
ELF > @ ( @ 8 @ ` ` ` p4 x x x 8 8 8 $ $ Std Ptd { { { \ \ Qtd Rtd ` ` ` GNU "g16T\ ) @ ) / 0 GX[Gf8BEEG|qX V.%HH [ w Y g K 0 U l A , F " v w `O .$ T ` `t g [ ` s @t __gmon_start__ _ITM_deregisterTMCloneTable _ITM_registerTMCloneTable __cxa_finalize atan2 PyArg_Parse PyBool_FromLong __stack_chk_fail __errno_location hypot log ldexp _Py_log1p _Py_c_neg sqrt PyExc_ValueError PyErr_SetString sin PyComplex_FromCComplex PyExc_OverflowError sincos tan PyErr_SetFromErrno PyArg_ParseTuple _Py_c_abs Py_BuildValue PyFloat_FromDouble PyComplex_AsCComplex PyErr_Occurred _Py_c_quot PyArg_ParseTupleAndKeywords _Py_c_diff PyInit_cmath PyModule_Create2 PyModule_AddObject _Py_expm1 _Py_acosh _Py_asinh _Py_atanh libm.so.6 libpython3.5m.so.1.0 libpthread.so.0 libc.so.6 _edata __bss_start _end GLIBC_2.2.5 GLIBC_2.4 /opt/alt/python35/lib64:/opt/alt/sqlite/usr/lib64 J 0 ui l ii
x ui l : ui l ` h ` p p y y y y y ` ` y h L x ` y `J y I y ț H ؛ ` y `E y D ^y ( : 8 @ Wy H 9 X @ ` y h @& x y B y x Ȝ @ @ x y @ y ( @ 8 @ wy H p? X ` ly h > x ey ; Qy 6 Jy ȝ P5 ؝ @ Cy 1 =y - 6y ( , 8 Џ ؏
" % Ȏ Ў ؎
( 0 8 @ H P X ` h p 1 x ! # $ % & ' ȏ ( HHy HtH 5:x %;x h h h h h h h h q h a h Q h
A h 1 h ! h
h h h h h h h h h h q h a h Q h A h 1 h ! h h h h h! h" h# %u D %u D %u D %u D %u D %u D %u D %u D %u D %u D %u D %u D %u D %u D %u D %}u D %uu D %mu D %eu D %]u D %Uu D %Mu D %Eu D %=u D %5u D %-u D %%u D % u D %u D %
u D %u D %t D %t D %t D %t D %t D H=i Hb H9tHt Ht H=9 H52 H)HHH?HHtHt Htf D = u+UH=t Ht H=p )d͂ ] w f.f( ~
j_ f( >^ fTfTf.v@f. ~
^_ fTfVb_ fTf.^ zturfVZ_ f( D f.%] wff.EtQ~
_ fTfV
_ fTf.] zu
f( fV_ f( fV^ f( f(f(s fT^ fV^ f( H] ff. @ H(HH5\ dH%( HD$1Ht21D$f.$@lHL$dH3 %( uH( 1 H(HH5[ dH%( HD$1HvtZ$L$ ~] fTf.~\ v HL$dH3 %( u'H(f1fTf.
R\ @ @ 1;ff. H(HH5[ dH%( HD$1Htb$~ ] [ L$fTf.s CHL$dH3 %( u+H(f D fT1f.@ 1 f([ fT
\ f.r6f.v[ f(fT
\ fV
\ zt>f.
^[ {\ f D f.zjfTr\ fVz\ f.2[ {@1 D f.
[ zu f D f. u u f. Sf(H ~[ $fTD$d$E
Z d$H\$f. ,$~[ fTf.rumZ f/w
f/
]Z f(\$YY $PX@Z \$D$$f( HT$fH~= @ f(I$=HH)H HHHH@H$$H$ $H [ Y f/vzf/vtff/w
f/$ f(¿5 \$d$d$5 D$f(L$T\TY \$D$ $f(\$T$d$hf/(Y \$rx
Y f/rjd$T$ $f/wf(f(X f(\$Y\XYXf(YX \$D$W \$\$D$8$f(6! HiX fH~pff. @ Sf(f(f(H0~5Y W fTf. f(fTf. ff/a l$\$l$ |$TW \$Hl$f/ |$T$ f/ f. uW 7 1 W f/ ff. ! %}W l$\$\$ f(jl$f(YHH)H) HHHH@HT$D$HD$L$H0[
V f(\$l$YY\$%V l$Yf(^^~W fWfTfVqW fWfH~fH~cf D 0V f(f(l$(Y\$ \Y|V f(T$Yt$X^
U \$ T$%'V Xl$(t$Y-/V YYf(d$\ d$f(fWV YU * f(f(H|$H|$4H0[f. Qd$ff.
U f(|$l${fl$|$f.Q D$l$|$^~U |$f( U fWfWf(d$
T l$ ~U Yf(fTfUfVd$f(l$|$l$|$l$ L$|$l$ L$|$%fHHi H5R H81Hff. @ SHH5R H`dH%( HD$X1HT$@o1 >d$@~ T L$HH=oS f(fTf(f.fT f. f(d$L$L$D$f(Kd$f/%S D$I f(T$L$~ T YYf(fTf.R V fTf. R D f(HL$XdH3 %( d H`[ f.-R v&vR f.rff. @ f(t$L$l$ d$L$f(t$H H)HH HHf.5Q H==Q l$ d$f. ! D \%Q f(T$L$%+R ~ R YYYYf D HAg " H5oP H8d1 D f/ f(H|$8Ht$0t$d$l$9D$0~=KR L$8~ R f(l$d$fTfTt$fVfVf.5P f.-P
f/%P f(t$(d$ l$L$~ Q L$f(fTf(T$~ Q T$f(l$d$ fTt$(V( H8~4Q f(f( P fTfTf. f. f/%pP d$ $H|$(f(Ht$ d$,$Y%1P T$(|$ fT-P fV-P T$|$,$f(cT$YO YT$YT$ $L$ H8f. f. f(T$d$ $| $f(lH H)HHuv HH HD$ $uT$ $ N D$f. d$f. ! H8 f.Pff.z@f(l$L$L$$f($l$fXf/Y*N f(fT
NO wN L$$$L$ H8f D $D$ $D$f(l$$f(@t$$%M f(Yf(^f(YYXXY^^YYT$$ D UHH5QL S1H(dH%( HD$1Ht3$L$ HE !tD"t':HHL$dH3 %( Hu.H([] D Hb H5K H8H UHH5K S1H(dH%( HD$1H.tSD$ $~M HfW~hM E fWЃ!tL"t/f(f(jHHL$dH3 %( Hu.H([] D Ha H5J H8Hf(f(f(H(~-L
K fTf." f(fTf. f f.Etf.DЄ
K f/v
f/?
K d$t$YT$Yf( $ $fT$t$d$X~-L f.Q f(Xf(f/f(XfT=K ^ fTfVf(T$$D$T$ fH~fH~Z T$$$$$ f(T$f(HH)Ht HHHH@H$$H$ $H(f D f/w
f/f(ÿ5 T$d$t$t$5 $f(wf($)X$ft$d$T$f.Q f(4$T$d$!4$d$fT$~-dJ m fH~fH~ f fTfVf(f(gT$d$L$4$f4$~-I T$d$L$L$4$GT$d$L$4$ff. UHH5G S1H(dH%( HD$1H.t3$L$ H|E !tD"t'HHL$dH3 %( Hu.H([] D H] H5
G H8HHH~H f(f(=G fTfTf. f. f/0H f(fTH L$fVH \f(\$D$D$,YD$-G L$Yf(l$eD$D$L$YY
G L$D$~H L$fTf.F wfTf.F " D$HHff.F 2 f(d$\$L$L$f(d$\$H H)HH3t HHh l$d$D$\$ d$f.%(F D$v \$ f.z ! L$HH f(H|$8Ht$0\$t$0\$t$t$8f(t$YD$\$D$f(5L$Ytf D -xE f.ff.zf(\$(d$ L$L$D$f(^\$(T$f~
VF f(~-F f/d$ fTfTfVfVf(t$fW D UHH5C S1H(dH%( HD$1H^t35$L$ HE !tD"t'HHL$dH3 %( Hu.H([] D H Z H5=C H82H UHH5 H8{Hq UHH5> S1H(dH%( HD$1Ht;D$ $ fW\@ HE !tL"t'bHHL$dH3 %( Hu6H([] D HT H5= H8 HHW !t@"tH\T H8l1H D HQT H5= H8z1H H!T H5M= H8Z1H SHH5= HPdH%( HD$H1HT$8HL$@1 L$8|$@L$<$L$~> %= H f(fTf. f.= ff(\$L$$\$~> L$HH)Ha HHHHPf.˾ EƄ f.z4$fTf.5 = vl! aH\$HdH3 %( | HP[ $fTf.:,$f.-<
fH~YfH~f D H $$H$ $ $5< ffTf.<$f.z$\$L$~-= ~5= f($fTfVd$NL$\$~-J= ~5= f/d$~= fTfVfH~fH~fWfWfH~fH~u$H|$(Ht$ L$L$t$ YYL$(fH~fH~|ff. SHH5: H@dH%( HD$81HT$ 1t]\$ T$( Hf(f(\$T$\$T$D$f(f(Ut *HL$8dH3 %( u#H@[ @ L$H=: 9f SHH59 H dH%( HD$1HA1t)$L$ Ht%HL$dH3 %( uH [f. { @ UHH5j9 S1H(dH%( HD$1HtC$L$ Hd: E ^^!tD"t'HHL$dH3 %( Hu.H([] D HIO H5}8 H8r[HQ AVHH58 AUATE1USHPdH%( HD$H1HL$(HT$0HD$( H\$0Hl$8 Lt$(IH $$H,$ $ fH~D$fH~ $MtYLD$L$HHu]D$L$l$$$f(f(f(f(fH~fH~AE u@H $$H,$ $IHt$HdH34%( Lu HP[]A\A]A^f D [I H HH
{X HdH%( HD$x1H8 HG7 HD$H HD$@HD$HPHD$HP1LL$pLD$`?ZY d$@fl$HLD$PH|$Xf/D$PL$XHt$`HL$hS ff/E T$` \$hf.Etf.DЄ ~=48 5 7 d$l$fTf. fTf. fTf. fTf. Ht$|$HL$t$LD$D$f(H|$L$f(|$(L$8t$ D$07|$(t$ D$f(f(d$l$Yf/D$rk f D HL$xdH3 %( HĈ HK H55 H8HHt1 D 1 @ D$0L$8d$l$#d$|$Yf/^l$1f/@Tff. @ ATIHH54 US1H dH%( HD$1H t6$L$L HE !tL"t'bHHL$dH3 %( Hu6H []A\ HJ H53 H8 H ATIHH5-4 US1H dH%( HD$1HItV ~5 $L D$HfW8~5 E fWЃ!tT"t/f(f(HHL$dH3 %( Hu6H []A\ HI H53 H8 Hf(f(f(H8~%4 3 fTf. fTf. 3 f/w
f/ f/ |3 f(3 \$T$Y,$Y oT$,$X3 ~%D4 f(fT5X4 \$fTfVD$f(f($$HT$ fH~Yf D \$$p$ f( \$f( HH)Ho HHHH@H$$H$ $H8f D h2 f(fW
3 \$T$Xw\$=92 T$$\L$f(\$(f(Ad$f($L$ YT$Y\T$L$ D$$\$(YT$Yf(f(\ @ T$~
2 X02 ~%2 fW\$,$f(fTfTfVfWd$6f. UHH50 S1H(dH%( HD$1Ht3$L$ H E !tD"t'*HHL$dH3 %( Hu.H([] D HyF H5/ H8H UHH50 S1H(dH%( HD$1H tSD$ $~r1 HfWP~X1 E fWЃ!tL"t/f(f(ZHHL$dH3 %( Hu.H([] D HE H5. H8H SHH5G/ H@dH%( HD$81HT$ O1 T$ ~
0 HU/ f(\$(fTf. fTf. 9/ f/w
f/
)/ f(T$\$YYl%/ T$\$Xf(f($$$$f( f(H\$8dH3 %( H@[ f( $ $f(H H)HHn HH Hf( f(f(\0. T$\$OT$\$D$. $f(X#d$Y $D$Yf(XT$D$$f(d$f(Xff. @ SHH5 - HPdH%( HD$H1HT$0 1 T$0~%P. H
%- f(\$8fTf. f(fTf.
- f/w
f/e f(\$T$T$
, f(f\$f/l$Y\$Yf( ~- \$X*- l$fWf(fTfUfVf( f(H\$HdH3 %( h HP[ f(\$\$f(pH H)HHo HH(Hf(0f D C
v, \$~%, l$X~, f(fTfTfVfW1 D + f(fW
, T$ \$\T$ 5Q+ \$D$XL$f(f(^L$f(D$(D$T$(|$Y|$f(XD$Yl$ \l$ f(uff. S H=oK ZHH$ DM+ fA(H5-* HHy* H5) HHZ"+
2* * -+ %b*
*n D* D%* - n -hn D%m m Dm m Dm m Dm %m Dm %m D%m %m m m m m m m m m m m %m * -m -m -m -m -m -n -n -"n -:n -Bn -Jn
Rm
Rm Zm Zm Zm H_m gm gm gm %om
wm m m m Hm m m m %m
m m D
) -m m m m m m m m m %m
m
m D
m m Hm m Hm m Hm %m Hm %m D
m %m
m m
m m
m
m
m
m 5( D( D-'
sm
sm
sm
sm
sm %sm
sm
sm Cg D-Bg Bg DAg Ag D@g @g D?g ?g D>g >g D%=g =g
=g =g 5=g =g =g =g =g =g =g -Ug -g -g -g -h g g g
g
g g 5 g g g Hg 5g Hg g g g
'g
'g 'g 5'g 'g 'g H$g 5$g H!g )g )g )g
1g D % -g
g g 5 g g g g g g g g g g
(g
(g (g D 'g 'g 'g 'g 'g 'g H$g $g H!g !g D
g g
g g
g
g
g
g
g
g
g
g
g g
g
g
g %` D ` %` ` %` ` %` H` %` H` %` D
` %`
` %` 5` ` ` ` ` ` ` - a -ha -a ` ` %`
`
` %` 5` ` ` ` ` ` H` ` ` %`
`
` ` 5` ` ` H` ` H` H` ` ` `
` -9B.?-DT! @!3|@-DT!?|)b,g -DT!?!3|-DT! -DT!-DT! -DT!? ? -DT!? !3|@ -DT! @ ffffff? A 0>;\ * x x 4 8X H x ( H d h 8 (0 ؾ\ 8 D H x$ @ l x$ 8 8t zR x $ P FJ w ?:*3$" D @@ \ ( p 4m H0P
H H0e
C H0i
G L AH0
AH , أ AP@N
AH h
AO , ! D\ D Ч INp,
AD ( h \ D@
K
H
G ( IKF@f
AAF ( IKF@
AAF 8% P0
G ( L IKF@f
AAF 4 в DP
C
D ( X ̵ IKF@f
AAF ( P IKF@
AAF DP
C
D ( IKF@f
AAF ( t IKF@n
AAF , m Df
F \
D \ P T IN`0
AH t INP
AE IN0]
AK ( IKF@v
AAF D O JLB D(A0D
0A(A BBBG , 0 KFRA
D 0 ` JNA F@i
AABD 0 JNA F@
AABD L P@Y
G ( IKF@f
AAF ( T IKF@
AAF < ! INP
AD ` IN`D
AD .$ E($ H E
C k
U Q L 8 X R0B
D B
V W
I r
N N
B QL0 F0}e0 4 R
G W
I p GNU ` p % : J 8
x ` h o ` X
`
o o p
o o
o O x p 0 @ P ` p 0 @ P ` p This module is always available. It provides access to mathematical
functions for complex numbers. isclose($module, /, a, b, *, rel_tol=1e-09, abs_tol=0.0)
--
Determine whether two complex numbers are close in value.
rel_tol
maximum difference for being considered "close", relative to the
magnitude of the input values
abs_tol
maximum difference for being considered "close", regardless of the
magnitude of the input values
Return True if a is close in value to b, and False otherwise.
For the values to be considered close, the difference between them must be
smaller than at least one of the tolerances.
-inf, inf and NaN behave similarly to the IEEE 754 Standard. That is, NaN is
not close to anything, even itself. inf and -inf are only close to themselves. isinf($module, z, /)
--
Checks if the real or imaginary part of z is infinite. isnan($module, z, /)
--
Checks if the real or imaginary part of z not a number (NaN). isfinite($module, z, /)
--
Return True if both the real and imaginary parts of z are finite, else False. rect($module, r, phi, /)
--
Convert from polar coordinates to rectangular coordinates. polar($module, z, /)
--
Convert a complex from rectangular coordinates to polar coordinates.
r is the distance from 0 and phi the phase angle. phase($module, z, /)
--
Return argument, also known as the phase angle, of a complex. log($module, x, y_obj=None, /)
--
The logarithm of z to the given base.
If the base not specified, returns the natural logarithm (base e) of z. tanh($module, z, /)
--
Return the hyperbolic tangent of z. tan($module, z, /)
--
Return the tangent of z. sqrt($module, z, /)
--
Return the square root of z. sinh($module, z, /)
--
Return the hyperbolic sine of z. sin($module, z, /)
--
Return the sine of z. log10($module, z, /)
--
Return the base-10 logarithm of z. exp($module, z, /)
--
Return the exponential value e**z. cosh($module, z, /)
--
Return the hyperbolic cosine of z. cos($module, z, /)
--
Return the cosine of z. atanh($module, z, /)
--
Return the inverse hyperbolic tangent of z. atan($module, z, /)
--
Return the arc tangent of z. asinh($module, z, /)
--
Return the inverse hyperbolic sine of z. asin($module, z, /)
--
Return the arc sine of z. acosh($module, z, /)
--
Return the inverse hyperbolic cosine of z. acos($module, z, /)
--
Return the arc cosine of z. y y y y y ` y L ` y `J y I y H ` y `E y D ^y : Wy 9 @ y @& y B y x @ @ x y @ y @ wy p? ly > ey ; Qy 6 Jy P5 @ Cy 1 =y - 6y , GA$3a1 8 x GA$3p1113 s GA* GA$annobin gcc 8.5.0 20210514 GA$plugin name: annobin GA$running gcc 8.5.0 20210514 GA* GA* GA!
GA*FORTIFY GA+GLIBCXX_ASSERTIONS GA*GOW * GA*cf_protection GA+omit_frame_pointer GA+stack_clash GA!stack_realign GA$3p1113 s x GA* GA$annobin gcc 8.5.0 20210514 GA$plugin name: annobin GA$running gcc 8.5.0 20210514 GA* GA* GA!
GA*FORTIFY GA+GLIBCXX_ASSERTIONS GA*GOW * GA*cf_protection GA+omit_frame_pointer GA+stack_clash GA!stack_realign
GA*FORTIFY 2t GA+GLIBCXX_ASSERTIONS cmath.cpython-35m-x86_64-linux-gnu.so-3.5.9-7.el8.x86_64.debug |7zXZ ִF ! t/] ?Eh=ڊ2N L9^{-@̚J V1K ~EC(blBi6Waytʳ&/oI@90
IJl0 5qЦw ;^R1cGc12 }̧z$=k 꿇"z k c;E}55SR ?`h́r|#8Vi @ٛǓC
:^@Y-PьHت33ɝa]'R_0W[ 쬓c<3[bT^ E^= P_ "$:'(Hc i舳Yga,Mh eS n6 8_\?|3l5o?9YiNng2-sI:jgff "Jp!Cujkb ߴ#e[0KxA"rM|k_!Ll!ɋ}UN |D" LrGE3(0 )1$-1IՏeu2A͠37N>TuOJ`F >WDM jFKUNH=8&fTw+^*I x u"ɯ/+aAM̂ XAatXe|L<4> dg_jlGpY]WY.l+Ae7dR#Y*"LXg} 8\5y{
gh6ψү{1;wCc]T 1>UH
e Ф\K0 0`lz
, .ag YZ .shstrtab .note.gnu.build-id .gnu.hash .dynsym .dynstr .gnu.version .gnu.version_r .rela.dyn .rela.plt .init .plt.sec .text .fini .rodata .eh_frame_hdr .eh_frame .note.gnu.property .init_array .fini_array .data.rel.ro .dynamic .got .data .bss .gnu.build.attributes .gnu_debuglink .gnu_debugdata 8 8 $ o ` ` H ( 0 X X 8 o
d E o p
p
p T
^ B ` h 8 8 c ` ` P n @ w ] } x x
x x { { \ (} (} X ` ` h h p p x x h ` ` ` p" ` `
t D D (