ELF                      @                @ 8  @                                 v      v                                                                                                                       $       $              Ptd   g      g      g                           Qtd                                                  Rtd                   X      X                      GNU (k[*st-S~XQ       !         @          !   A                                 	                                                                                                     F   "                                         k                      U                      a                     _                                                                  t                     o                                                                   z                      P                                                                 f                      s                      ,                                                               ;                     [                      ,                                             v                      Z                           W      D       __gmon_start__ _ITM_deregisterTMCloneTable _ITM_registerTMCloneTable __cxa_finalize sqrt atan malloc free pow sin sincos __stack_chk_guard PyArg_ParseTuple PyExc_ValueError PyErr_SetString _Py_Dealloc __stack_chk_fail __memmove_chk memcpy PyInit__spline PyImport_ImportModule PyObject_GetAttrString PyCapsule_Type PyCapsule_GetPointer PyModule_Create2 PyExc_RuntimeError PyErr_Print PyExc_ImportError PyErr_Format libm.so.6 libc.so.6 ld-linux-aarch64.so.1 GLIBC_2.17 GLIBC_2.29                                                                      0                                                   P                                          0           f      H           p     p           pf      x           .                 0                f                 7                 P                f                 M                                  f                 @=                 `                f                 `J                                                                  
                                                                                                                                                                                                                        (        	           0                   8                   @                   H                   P                   X                   `                   h                   p                   x                                                                                                                                                          { i  {_        {  G?     @   @"   
@B   @b   @   @   @   @   "@  &@"  *@B  .@b  2@  6@  :@  >@  B@  F@"  J@B  N@b  R@  V@  Z@    G@  _       !?    T  !Ga   _    !!  "A!A    BGb   _ {   `H9@ 7   G     `@}  R`9@{¨_     ?#{ S[c|ks*'m;  qM T|}
 |}K# R * 	A @b@-_"#'#&"8'(& $f T)%))$ s& -kT t S4kK TK @b@-_"#'#&"8'(& $& T)%))$s& -Tc kAT [ K55k T{|" |}
 6Z{Sˇ}K:*   	A kk T `@@-a_E #'#D!8'(& $ T)%))$& -Tc Z kaT55_ km	 T;*|}!{ ! K
 }K|K!| R ! Ձ Q  ? kK T T B 3 	A @@-_E f g!D!8'(& %&	 T))%)$" -TTk TK "@-v `@@-a_E f g!D!8'(& % T))%)$" -T   ˟ qTSA[BcCkDsE'Fm;@{̨#_B  
   H@ J$@ @@@A) H@ $@ S)) H@ $@ S))
) H@ J$@ S)W)q 
   H@ J$@ @@@3 ?#{ S[c|ks*'m qm T|| o||K# R  /*=	A`Ab@m_bc'c&b8g(f dF T)e))d s& mkT t S4kK TK Ab@m_bc'c&b8g(f d T)e))ds& mTc kAT [ K55k T{{B || o6Z{Sˇ|K:*  /=	A`kk T `A@ma_E`c'cDa8g(f d T)e))d& mTc Z kaT55_ km	 T;*||!{ ! K| o|KK!| R ! Ձ Q= ? k+ T /T B 3 	A`A@m_E`f`gaDa8g(f eF	 T))e)d" mTTk TK "@mv `A@ma_E`f`gaDa8g(f e T))e)d" mT   ˟ qTSA[BcCkDsE'Fm{˨#_B  	  = G@`I$@` o@@@A)1 G@`$@` oQ))( G@`$@` oQ))	) G@`I$@` oQ)U)n 	   G@`I$@` o@@@/ ?#{|  qm Tn}|~|~K*.
 R   *    @ !E@ !" (!   
kT*J  9g
kk Ti
K) 	 Ղ @ D@!" (!   	!T 
kAT h}L K((k Tm}iy}) |~i 	˭yS|~K*-  k+ T @ 
D@ "!(   	!T kT|''_ k T,*|~J JK|~K)K RJ}
* @ K  
 k, TA  E `
 B @B D@ "!(    !T)! 	k Tb	K @B " @!  D@ "!(   _  !T* J)  kT{#_E ?#{|  qm Tn}|}|}K*.
 R   /*    @ !@ !b (a   
kT*J  9g
kk Ti
K) 	 Ղ @ @!b (a   	!T 
kAT h}L K((k Tm}iy|)! |}i 	˭yS|}K*-  /k+ T @ 
@ b!(`  	!T kT|''_ k T,*|}J JK|}K)K RJ}
* @ K  
 k, TA  /E `
 B @B @ b!(`   !T)! 	k Tb	K @B " @!  @ b!(`  _  !T* J)  kT{#_E ?#{B 'mI g@`	i/maS +)k# h!`  T`A`@`  kagB gn	l	b 9a	k)8b))k i `e  T   a6(!`   T A`	@`  )a 	  g
n	`9j)kJ9i!`Jl  T A`@`  aJ	h#@Ji'Bmj SA/Cm{Ũ#_?#{n /m+"
@ `	k cJ T'm(@ I@ [V|~*S *c*
 "	)c@~~ R. Մ( @c  $%0 "c(%CzTkM T c
 QH5D  	#a @c c(!D  AT@A!n ѵ Qk9aK  "hv~D|~!  ѣ !"  k5B  a @b5Chfb_	#B	"B(#B  B  TSA  R[BcC'Dm/Em{ƨ#_  SA@ [BcC'DmSA  [BcC'Dm  ?#{ /m@` a'mn h
 T)@`J@`cW|}*S *[*J 
 B	jA`c@~} Ri @c  deP ac(eBCzTk T c
 QL5  #	ca @c c(a  ATn`Aa" ѵ Q!9aK hw~|}D@  ad 5c  B  b5 Chfb_#	cb	bB(cB  B  T/SA  R[BcC'Dm/Em{ƨ#_  #SA@ [BcCSA  [BcC?#{H ` S 'm" @` b@ T *   I@`dC !b T b
@` i@` A`)@`	jSA@	i `'Bm{Ĩ# @b_ 	`bsS  R  KSA b b'Bm{Ĩ# ` @b_ָ hbSA'Bm a{Ĩ# @b_  ?#{H ` S 'm@` @` b  T *   I@`dC !b T b
@` i@` A`)@`	jSA@	i `'Bm{Ĩ#_ֈ 	`bsS  R  KSA b b'Bm{Ĩ# `_z hbSA'Bm a{Ĩ#_ ?#{  q  Z'm@ l?mob)@` @`	(/mJ@`	d7m^H!`@` 	 T   n" dC,)ka9i@!`.l  T@)j7 @`@A`3 @`	jJ@`u	lFm")ij)	iGma@c@k9`k)i'Bm	e!k)d/Cm!@b!" m7Dm n?Em{Ȩ# @b_"a`S! R   K@  bAa na o?Em(k/Cm!h'Bm!@b!" m7Dm{Ȩ#@` @b_n"@@8i))b/Cm`i`)`!o?Em!(b)	c)Ab)" 	m'Bm7Dm a{Ȩ# @b_  ?#{ 'mn hW * T)@`/mJ@ 7m@`S*[*c*k @|~[    	m A`s~@~~?	m)moAb"A`A`  R R	`A!9nAb)k Ab A J	*N@."A`A` A s * b@{P!! "`BTz) kTk* T"A`A` A   R,  R@ C{x"A`A` A   RX# 	 @n($ "A`A` A `
 s  b@{P!! "BSz) lTkm T.  # 
 q T!K4@@	!.	,A !("!( .@ D  T Q  Rv~s~V6`~@_ W@3 "A`aA` A *m  @ "A`aA` A *) B@Z  "P!!)  CTzkTkj	 TW@~~_@ ~@x Rx! "A`aA` A  Q @ "A`aA` A   ) @  "P!!) B\zlTk- T[@Knj:!|~ 0 s  
 q  T
 Qbz{ _@aja 	 b"	! (" (!` s TF  RSA[BcCkDsE/Gm7Hm?Im'Fm{̨#_7@   SA  [BcCkD/Gm7Hm  ?#{  q  Z'm	@`l?mnb(@` @`)	i/mJ@`	cH!`@`` T   n7m dC)ko9h@!`m T@)j7  @`@A`3 @`	j*@`)	mFm)hj	h)oGm c@?Emk9`k)h	e)k/Cm)d 	b'Bm l7Dm{Ȩ#_	o`S! R   K@ b o!l`!n?Em!(k/Cm	i'Bm	b7Dm{Ȩ# `_n@`8h)c/Cm`h``!n?Em!(c	i 	b'Bm{Ȩ# a_  ?#{ 'mn hW  T)@`/mJ@`7m@`S*[*c*k @|}[   	m A`s~@~}?	m)mcAa"A`A`  R R	`S 9n)k A`J	jO@o "A`A` A`s *`b@{P!a b`BTz)`kTk* T"A`A` A`  R,  R@`C{x"A`A` A`  RXc_ 	`_@o(d "A`A` A``
 s `b@{P!a bBSz)`lTkm T/  C 
 q T!O4@	oS@	a lA`!(b!(`/@`  T Q / Rv~s~V6`~@_ W@3 "A`aA` A`*m  @`"A`aA` A`* )`B@Z` bP!a)` CTzkTkj	 TW@~}_@ /~@x Rx! "A`aA` A` Q @`"A`aA` A`  )`@` bP!a)`B\zlTk- T[@Koj:!|} ` s  
 q  T
 Qbz{ _aja	bS@ 	`aa (b (a` s T  RSA[BcCkDsE/Gm7Hm?Im'Fm{̨#_@   SA  [BcCkD/Gm7Hm?#  BG ~{#  A @/   a   # * 4k
  aRBASR#@[B@c	@ ?0 qAAГ#@ *"@*4A@ ? C R* R? ' AA*@ R @  R (tA A R ? % Bs@\@! @*** 4   !|  5vp@*+/ q Tm T'm@!`I T n!` T@~
@ 8@ |}@     k @ lC0!`)" T A`C# @_  q-) T} @ RDm ~}   @ { @ k ' TA`!A`@A`@*$ R *6 q T@ Q Dm   " #  TA`!A`@A`***g *@6@ @_ 1' T7'Lmk@@ 7  р  AA!0A  ?SG[HcIkJsK  !G/@" @c  ( T{F#_'m@!`	
 T n!`	 TAb@~
@ 8@ |~ `   k @ lC0!`)	 T A`C# @_  qM# T~ @ RDm ~~   @ { @ k TA !A`@A`@*$ R *6 q-	 T@ Q Dm      TA !A`@A`*** *@6    hCMR`Pr '     tC@` 6   pC' _  qM T~ ~~bR R@"ѷrrJ '	 '  R  @ { @ k@ TA AA  A @*$ R *6@ x@_ 1  Tk@   G  !	  @N@ 7  р `  7 @ 7     SG[HcIkJsK'Lm  Q@ 7  р  
 SG  [HcIkJF:   	pC' _  q T} ~}     @ R
xC  @ { @ k TA`!A`@A`@*$ R *6   q T@   Q *pC   )xC  # #  TA`AA` A`*** *@6 qT@'Lmk@SG  [HcIkJ qMTaRR@!ѷrr* '	 ' R     kTA AA  A *** * 6@ 1AT   G  ! 	  @@k@@6n qT@ @i qT qlTS[c	k
s'mk ?#  BG ~{  A @/  aC## ' +  4'@ `% Tk
  aRBASR+@[B@s@ ?0 qAAГ+@ *"@*4A@ ? C R* R?  AA*@ R @  R (tA A R ? @ @c	@\@  @@**!$ 4  !|B 5T@**/ q` Tl T@ 7  р ` AA@!0A  ?SG[HcIkJsK  !G/@" @c  A# T{F#_'m#@!` T n!`l TAb  'm#@!`
 T n!`
 TW      hCMR`Pr '# '@@ `
@@ T@  |~   k  qm T ~R Rŷrr~J '	 '  R  @  k@ TA AA  A @*$ R * 6@? 1 
 Tk@   G  !	  @@ 7  р @ @  @ 7      SG[HcIkJsK'Lm  ғ    tC@`# '@@ `
@@T3@ | |}  k  q T3@*@} |}     R
|C   	C  @ 9 k@ TA`AA` A`**$ R6 * 6@ @_ 1!T   G  ! 	  @@k@ 6@ 7  р  SG  [HkJsKHk<3@  q
 T3@   Q*|C@    )C  # {#   TA`AA` A`*** *@6@{ 1T   G  !`
  @R  3@  q- TRR@ŷrr* '	 ' R  9 {  km TA AA  A ***^ * 6@R 1T @K'Lmk@@F'Lmk@QE3@?  qlTS[c	k
s'mk  ?#C  BG ~{  A @7   a #c #  4[	  aRASR#@c
B@@ ?< qAГ#@ *"@*5A@ ? # R* R? `' A*@ R @  R (tA ! R ?  %  @s@ @ @\ @*? 4 !|c 5 @s*Ú: q`% T T. q T2 q# T@'@/@X `	 TnP cL	 TM  /m /Dm7m@Em'm!kI	kk	k))ak)` T n!` TG  @'@/@X `!@b @b  TnP cl  TB@b     tCRr ' 
@* @*$ R *a 4  BG@ @? 1: T? 1@< T? 17 T  !x @ 7    @5 @ 7  Ѡ  3 SH[IcJsL  Ҵ     Cb@` 
@* @*$ R *    C@` Ai 	iBjCAa
@!8a 8b@  afP Tn h6 T|D N 	mA` /?ms~|6@m R/	bA	cH	b 	c9a)` !o? T@m	b 	b	c	c8a(` dF= To	oh)e)dAa!8a 8b  a: T! k` Tk* T /@ ! R4 m Հ@md/d)a8o !of0 T"	nC	m@	n!	mB8c (a  b3 TN(o(h! 6 mB kLTnAa`AaCA`"9b ZC є Q~|. 7@ hzc@'bb%cc8e(g dA TB %k49 sB B 7 R/;mb@mm	b	b	c`	c9a)` !m, T"	oC	n@	o!	nB8c (a  b) TO(m(h sB я: mB kTkK'Mm/Nm7Om?Pm @ 7      A!0A  ?SH[IcJsL  !G7@" @c  a) T{GC#_A`A`i @ 7    ` SH  [IcJ   G  !@  @ @ 6"Dm /7m3@'m	@ba	a@/@Abk)b)` a/m?mAbAb  T n `l  T@b      tCRr
 ' .""
@@o	onAa!8a 8b  a&3 Tn a T}_@ G	* *@-s~}. R  @ @ 	"!	#%	" 	#8!(  &f, T@-D&@%p%a&80 (!  $F) T""k)$J) $b@b0a#@a8d 8p `f& T @b!   dCAzTk T   ! R( - Հ@-&%&(!8% %f" T	+#	* 	+	*B8# (!  "F TK(%
($! * -" kLTA!A!nA` 9# 9b!" "D @ hyc@B"c"GaE`fad`8f(g d# T Q@b@bs" !|}7 R"  CBt  Ek!d O8-b@-	"	"	#	#k9!J) @!+ T	/#	. 	/	.B8# (!  " TO(+(* s" я: -" kTSH  [IcJsL UkK'Mm/Nm7Om?Pm  BG  @ @! @6FSH  [IcJkK'Mm/Nm7Om?Pm  BG  @ @! @61kK'Mm/Nm7Om?Pm  BG  @ @!  @ 6#kK'Mm/Nm7Om  BG /n  5 @`@(@` /@t A`A`AA`A` ) @`@ @`A``A` ! @`@(@` A`A`AA`A`   @`@ @` /@]S[	c
ks'm/m7m?mf A A !A A  | @ @ @ qA`A`A`    @@@"A`A`    @`@$@`@@AA` A`    @`@(@`@@A A  Q @ @*@ > A bA !A CA   # + D @@ #@ @ +@ @ .  7 @ @$@  @@@`  # - @@E-#@@ @    + /  @@ @ @ @+@/@!A  A   #  @ @%@ @#@ @`@$@` @`@$@`kK'Mm/Nm7Om  BG(A`A`A`y d"A`AA` A`t z  ?#  BG ~{  A @  c a     	 4[  aRASR@B@; @ ?0 qAЕ@ *"@*3A@ ? # R* R`?  A*b@ R @  R (tA ! R ?   `@b@ @`@B @! 4 !|c 5  @(Ú. q TL T   G  !@  @q`@ 7  `  @ 7  Ѡ @ SE[F;@    @ ` Tn al T@b`
@$ R
@BmR`	7`@ 7  `  A!0A  ?SE[F;@  !G@" @c  ! T{D#_@X `) T nP ` T`
@$ R
@Bm    tCRr '     C@` SE  [F;@`@7  ` SE  [F;@    G  !  @`@6S[; 
 ?#  BG{	C  C @G  !C  4c  aRAS
C@[RB@s@ ?< qAЖC@ *"@*3A@ ? C R* R`?  A*?@"@4A@ ? # R* $R?  @ A*;@"@5A@ ? # R* $R?  ? A*b@ R @  R (tA A R ? % `@kaB  @&@$ 4   |! 5@{h@ @_  @ @  A T@ @   @  a T@+ **{+; q" TL T/ q- T3 q, T
@|
@ |}z
@@; G / j `> A@_  q9 T@  qm T@`} R|}*S;@ 
 *  +@+  ***& R ?kTASBcC+@  q7 T  q T QG@Z 
'@Z 
 ****R" qs" _T@
F`@ 7  ` 3 @ 7  р 3 @ 7  Ѡ `3 A!0A  ?SJ[KcLkMsN#     G  !  @`@kM 7  `  @ 7  р @   @ 7  Ѡ     @ 7      SJ[KcLsN    !GG@" @c  . T{I#_SJ[KcLsN| 
@ ||
@z
@G @'  ) B@_  q" T@  q T@`|Ӄ|| R +@ *+ 
+*  @ **s& R4?kTOBWC+F@+@  qM" T  qMT QSZ '@Z*G@
  ****sB B TSA@Wl{i} `@ 6@ 7  р ]r| 
@ |}
@z
@G @' [  B@_  q T@  q T@`}Ӄ|} R
+@  + +**  @ **s& R?kTOBWC+F@+@  q T  qT QSZ '@*G@
  ****s" " T  !@   G	
@|
@ |~z
@@; G /     A@_  q T@  qm T@`~ R|~*S;@
 *   +@+  ***& R ?kTASBcC+@  q	 T  qT QG@Z 
'@Z	 
 ****R ks _T`@7  ` ``@ @6@7  р  /@ A@	/@ A@j/@ A@Q/@ A@/@
 i@\q`nbkd  !   GmS
[cks{  ?#{     @ 	 S   !I@  7! с A s a@   G?  a T ~  a@ 7! a     @3R r  ? k TA LC  ?0 q TA HC  ? 
 4 q TSA  {¨#  ~RF A   G  !   @%`@ 7  `  SA"   G  !   @{¨#  _SAA   G! @ @  ? **  ! ,SAA   G!LC @  ? *  !`RSA   G  !  @SA   G  !   @SA   G  !  @SA   '#"#@ Q!$@ 8'*1   w  !w"  
?  j TS   ' `"&ǟ T& '   Rd"& "ǟ@ "   R. ".	 T` #	 TT   's "&ǟ T  '   Rd`"  "ǟ@"2   R". "#. T $ T#"DB" R '@!!_ր"& T`"&M  T"5  & T@"2 T $& T@ "f T` #T  d. R  &M  T  "&M  T1  "&T  d.  . . d.  d.  d.  d.  'cbc@`Qa$@`8g*q  `w  aw"  
?  j TS`  g``"fǟ- T& g   R Ҁ"f3 g bǟ@ b   R. b.
 T` c&
 TT`  gs`"fǟ T  g   R `"`! g  bǟ@"r   R.  b. T d TcbDCBb  g@aa_ր"f T`"fM  T"5` f T@"r T d T@ b T` cT  /   g. R` fM  T` "fM  T1` "fT  /   g.  /. /. /   g.  /   g.  /   g.  /   g.  @`%@`@`a` aD T  g aJ T  g a T`  g` a T a$ TD     g0 `	 T   g0 `D T`   g` ` T ` T   f  g``B`c`Ac   g'`DA `L	 Tcc B!b d!d  `w  aw"  
?  j@ TH `h `#  
?  j  T fde T   g  gb.@fAe_ f  g``B`c`ab   g'`dA `l Tbb C!C d!d l c```B`  ga`0 `T l  gB```c`@` aTAa d!dAA d!d`  gP` d T "dT  gp`  g "d( T`   g  gc  R  d` bǟ.   R bdf.`aAa@ F!g g_ l g a T l  g ` Tz` "d- T "d T* l g aT l  g0 `Ti l g adT l  g `dT_  g "dm T  g pT` p(Tg`c  R    ga b / pA.ǟ   R bb.bb Aa d!d_p`  g "d-T* { {_O|dd            Precision too high.  Error did not converge.    Problem occurred inside routine Smoothing spline not yet implemented.   ODD|d   |z1| must be less than 1.0      Could not allocate enough memory.       Incorrect type. Sum to find symmetric boundary conditions did not converge.     Unknown error.  Odd|d   Problem occurred inside routine.        OOO     hrow and hcol must be odd length        numpy.core._multiarray_umath    _ARRAY_API      _ARRAY_API is not PyCapsule object      _ARRAY_API is NULL pointer      module compiled against ABI version 0x%x but this version of numpy is 0x%x      module compiled against API version 0x%x but this version of numpy is 0x%x . Check the section C-API incompatibility at the Troubleshooting ImportError section at https://numpy.org/devdocs/user/troubleshooting-importerror.html#c-api-incompatibility for indications on how to solve this problem . FATAL: module compiled as unknown endian        FATAL: module compiled as little endian, but detected different endianness at runtime   numpy.core.multiarray failed to import  cspline2d       qspline2d       sepfir2d        symiirorder1    symiirorder2    _spline -DT!	@MbP?qq|?X͞^&ѿư>4?0Cſ0C?dy=;             @@  PX       p,  T     и       pp  P  @        0
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AG    L               d  (             |                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                     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                                              (                           
                                	              o    p      o           o    (      o                                                                                                                                                                                                                                                                                                                                                                out = symiirorder2(input, r, omega, precision=-1.0)

    Implement a smoothing IIR filter with mirror-symmetric boundary conditions
    using a cascade of second-order sections.  The second section uses a
    reversed sequence.  This implements the following transfer function::

                                  cs^2
         H(z) = ---------------------------------------
                (1 - a2/z - a3/z^2) (1 - a2 z - a3 z^2 )

    where::

          a2 = (2 r cos omega)
          a3 = - r^2
          cs = 1 - 2 r cos omega + r^2

    Parameters
    ----------
    input : ndarray
        The input signal.
    r, omega : float
        Parameters in the transfer function.
    precision : float
        Specifies the precision for calculating initial conditions
        of the recursive filter based on mirror-symmetric input.

    Returns
    -------
    output : ndarray
        The filtered signal.    out = symiirorder1(input, c0, z1, precision=-1.0)

    Implement a smoothing IIR filter with mirror-symmetric boundary conditions
    using a cascade of first-order sections.  The second section uses a
    reversed sequence.  This implements a system with the following
    transfer function and mirror-symmetric boundary conditions::

                           c0              
           H(z) = ---------------------    
                   (1-z1/z) (1 - z1 z)     

    The resulting signal will have mirror symmetric boundary conditions as well.

    Parameters
    ----------
    input : ndarray
        The input signal.
    c0, z1 : scalar
        Parameters in the transfer function.
    precision :
        Specifies the precision for calculating initial conditions
        of the recursive filter based on mirror-symmetric input.

    Returns
    -------
    output : ndarray
        The filtered signal.              out = sepfir2d(input, hrow, hcol)

    Convolve with a 2-D separable FIR filter.

    Convolve the rank-2 input array with the separable filter defined by the
    rank-1 arrays hrow, and hcol. Mirror symmetric boundary conditions are
    assumed. This function can be used to find an image given its B-spline
    representation.

    Parameters
    ----------
    input : ndarray
        The input signal. Must be a rank-2 array.
    hrow : ndarray
        A rank-1 array defining the row direction of the filter.
        Must be odd-length
    hcol : ndarray
        A rank-1 array defining the column direction of the filter.
        Must be odd-length

    Returns
    -------
    output : ndarray
        The filtered signal.

    Examples
    --------
    Examples are given :ref:`in the tutorial <tutorial-signal-bsplines>`.

                out = qspline2d(input, lambda=0.0, precision=-1.0)

    Coefficients for 2-D quadratic (2nd order) B-spline:

    Return the second-order B-spline coefficients over a regularly spaced
    input grid for the two-dimensional input image.

    Parameters
    ----------
    input : ndarray
        The input signal.
    lambda : float
        Specifies the amount of smoothing in the transfer function.
    precision : float
        Specifies the precision for computing the infinite sum needed to apply mirror-
        symmetric boundary conditions.

    Returns
    -------
    output : ndarray
        The filtered signal.

    Examples
    --------
    Examples are given :ref:`in the tutorial <tutorial-signal-bsplines>`.

           out = cspline2d(input, lambda=0.0, precision=-1.0)

    Coefficients for 2-D cubic (3rd order) B-spline.

    Return the third-order B-spline coefficients over a regularly spaced
    input grid for the two-dimensional input image.

    Parameters
    ----------
    input : ndarray
        The input signal.
    lambda : float
        Specifies the amount of smoothing in the transfer function.
    precision : float
        Specifies the precision for computing the infinite sum needed to apply mirror-
        symmetric boundary conditions.

    Returns
    -------
    output : ndarray
        The filtered signal.

    Examples
    --------
    Examples are given :ref:`in the tutorial <tutorial-signal-bsplines>`.

                                               f              p                                     pf      .             0     f      7             P     f      M                   f      @=             `     f      `J                                                   /usr/lib/debug/.dwz/aarch64-linux-gnu/python3-scipy.debug ~\-ׇ!1\I!  6bca1b5bb02a73f7e574cf2df5537ef5b35851.debug    < .shstrtab .note.gnu.build-id .gnu.hash .dynsym .dynstr .gnu.version .gnu.version_r .rela.dyn .rela.plt .init .text .fini .rodata .eh_frame_hdr .eh_frame .init_array .fini_array .dynamic .got .got.plt .data .bss .gnu_debugaltlink .gnu_debuglink                                                                                                 $                                 o                   $                             (                         0                          0             H      H                                   8   o       (      (      D                            E   o       p      p      p                            T                                                    ^      B       
      
      (                          h                                                       c                                                      n             p      p      S                             t             $b      $b                                    z             8b      8b                                                g      g                                                 g      g                                                                                                                                                                                                                        P                                                                                                           p                                          0     0                                                         0     N                                                         4                                                                                       