
    S_f"                        d Z ddlZg ddgddgddgdd	gd
dgddgddgddgddgddgddgddgddgddgddgddgd d!gd"dgd#d$gd%d&gd'd(gd)d*gd+d,gd-d.gd/d0gd1d2gd3d4gd5d6gd7d8gd9d:gd;d<gd;d=gd>d?gd@dAgdBdCgdDdEgdFdGgdHdIgdJdKgdLdgdMdNgdOdgdPdgdQdgdRdgdSdgdTdgdUdVgdWdXgdYdZgd[d\gd]d^gd_d`gdadbgdadcgdaddgdadegdfd	gdgdhgdid!gdjdgdkdgdldmgdndgdodgdpdqgdrdsgdtdgdudvgdwdxgdydzgd{d|gd}dgd~dgddgddgddgddgddgddgddgddgddKgddgddgddgddgddgddgddgddgddzgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgZddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddgddggZddgddgddgddgdd$gddgddgddgddgddgdd$gdd$gddgddgddgddgddgddgddgddggZg ddgddgddgddgd
dgddgddgddgddgddgddgddgddgddgddgddgd dgd"dgd#dgd'dgd%dgd)dgd+dgd-dgd/dgd1dgdDdgdFdgdJej                  fgd7dgd9ej                  fgd@dgd5d gd3dgd;dgd>dgdBdgdLdgdMdgdPdgdOdgdQdgdRdgdSdgdHdgdTdgdUdgdWdgdYdgd[dgd]dgd_dgdaej                  dfgdfdgdgdgdidgdjdgdkdgdldgdndgdodgdpdgdtdgdrdgdudgdwdgdydgd{dgd}dgd~dgddgddgddgddgddgddgddgddgdej                  fgddgddgddgddgddgddgddgddgdej                  fgddgddgddgddgddmgddgddgddgdd	gdd
gdej                  fgddgddgddgddgddgddgddmgddgddmgZy(  z*
Sane parameters for stats.distributions.
    Nalpha)g(EV@anglit arcsineargus)g      ?beta)gdsz@g@e?	betaprime)      bradford)gf!?burr)g      %@g333333@burr12)
      cauchychi)N   chi2)7   cosinecrystalball)       @      @dgamma)g'?dweibull)gk4M @erlang)r   expon	exponnorm)      ?exponpow)g<5@	exponweib)ge-#@g_]5?f)      fatiguelife)r#   fisk)g>@
foldcauchy)g@foldnorm)g);?gamma)g*E?
gausshyper)gZ+@g*8@go@gmP@genexpon)gٶC"@gˠa;0@g8qA
@
genextreme)皙gengamma)Ro:@g+r]X@)r/   g+r]Xgenhalflogistic)gMX?genhyperbolic)      ?r         geninvgauss)ffffff@r   genlogistic)g$N11\?gennorm)g?halfgennorm)gQ?	genpareto)皙?gibratgompertz)ghrgQ?gumbel_lgumbel_r
halfcauchyhalflogistichalfnorm	hypsecantinvgamma)gqUD@invgauss)gi?
invweibull)g)\(%@	jf_skew_t)   r   	johnsonsb)gc,D@gg$˨`x	@	johnsonsu)g`fo@g$ں_@kappa4)        rK   )r-   r:   )rK   r:   )r:   rK   kappa3ksone)i  kstwo	kstwobignlaplacelaplace_asymmetric)   levylevy_llevy_stable)?r3   loggamma)g<$P?logistic
loglaplace)g:_6
@lognorm)gj׭?
loguniform)g{Gz?      ?lomax)g?maxwellmielke)g$@gffffff@moyalnakagami)g7h@ncf)   rc   gV]?6?nct)   gsk?ncx2)   gM?normnorminvgauss)r\   r2   pareto)g0gF@pearson3)powerlaw)gk?)g|t?powerlognorm)g>`P!@gk?	powernorm)gX}X@rayleighrdist)g?recipinvgauss)g/CO)?
reciprocalrel_breitwigner)gqVEB@rice)gU!,?semicircular
skewcauchy)r2   skewnorm)g      @studentized_range)r   g      $@t)g\OEb@	trapezoid)g?皙?triang)gtLPFp4?
truncexpon)gY@	truncnorm)goIgYl@)r:   r   truncpareto)rV   g333333@)rR   r
   truncweibull_min)g      @      ?      ?tukeylambda)gɩ	@uniformvonmises)gg_@vonmises_linewaldweibull_max)g'hK@weibull_min)gb?
wrapcauchy)g[<&џ?	bernoulli)g333333?	betabinom)r
   r5   g)\(?
betanbinom)r
   g"@   binom)r
   皙?	boltzmann)gffffff?   dlaplace)r|   geom	hypergeom)      r   )rg      r   )rg   r$      nchypergeom_fisher)   P   <   r2   nchypergeom_walleniuslogser)g333333?nbinom)r   r   )r
   r2   planck)gRQ?poissonrandint)      skellam)   rG   zipf)gffffff@zipfian)g      ?r   )r\   r   	yulesimon)g      &@
nhypergeom)   r   r   )r   r   r   )r
   rR   rG   )r   r   r   r   )r   r   )r   gٿr3   )r   )r3   )r
   rR   )rl   )g      r   )r   )rl   rR   )r   r   )r   rR   )r   r   )r   )r   rR   )r2   r3   g      )r   rR   r   )r   r   )r   r   )r   rl   )r   r
   )r   r   r   )r
   r   )r   rR   )r   r
   )rV   r2   )g      r   r   )r   r   )	__doc__numpynpdistcontdistdiscreteinvdistdiscreteinfnaninvdistcontr       9lib/python3.12/site-packages/scipy/stats/_distr_params.py<module>r      s   t-#$t-rNt- Ot- f	t-
 67t- &t- '(t- [t- wt- rNt- ENt- UOt- rNt- Jt- $%t-  &'!t-" u#t-$ bM%t-& &'t-( %&)t-* :;+t-, 	(O-t-. E/t-0 "#1t-2 ()3t-4 &'5t-6 #$7t-8  < =9t-< MN=t-> 7?t-@ 9:At-B :;Ct-D ./Et-F '(Gt-H JIt-J *+Kt-L %&Mt-N )*Ot-P &Qt-R rNSt-T '(Ut-V Wt-X Yt-Z 2[t-\ R]t-^ _t-` "at-b &'ct-d '(et-f 8gt-h &it-j :;kt-l 9:mt-n zot-p {qt-r zst-t zut-v vwt-x gyt-z e{t-| "}t-~ Ot-@ 4 At-B RLCt-D rNEt-F K Gt-H '(It-J Kt-L ()Mt-N &'Ot-P < Qt-R #$St-T OUt-V {Wt-X bMYt-Z &'[t-\ )*]t-^ %&_t-` %&at-b RLct-d [!et-f #$gt-h it-j kt-l &'mt-n &'ot-p >?qt-r '(st-t ut-v fwt-x ,-yt-z < {t-| ./}t-~ "#t-@ RAt-B 6Ct-D Et-F +&Gt-H 	
 It-J *Kt-L %&Mt-N ()Ot-P ;<Qt-R )St-T JUt-V FWt-X *+Yt-Z )*[t-\ O]t-^ &'_t-` +,at-b RLct-d )*et-f )*gt-h *+it-p .!;hV-.01vzxwV

':1< )9<(l+'i"##$'WwyxV&+2nfn rNn O	n
 fn Wn 'n n Wn wn rNn FOn Vn rNn Gn  v!n" #n$ v%n& bM'n( &)n* '+n, -n. 	)/n0 F1n2 V3n4 65n6 7n8 F9n: ;n< 266*=n> ?n@ BFF:AnB ()CnD =!EnF fGnH InJ KnL FMnN rNOnP QnR SnT UnV 2WnX RYnZ [n\ F]n^ "_n` anb cnd 6enf 'gnh 'inj 'knl {mnn vonp fqnr fsnt "unv Ownx 6"ynz RL{n| rN}n~ Gn@ AnB CnD 6EnF GnH 7InJ fKnL OMnN wOnP bMQnR SnT WUnV LWnX GYnZ RL[n\ X]n^ v_n` "&&anb cnd Wenf &gnh finj knl Vmnn fonp Rqnr "&&snt '"unv wnx 	&Mynz &{n| u}n~ 6n@ 'AnB GCnD IEnF +,GnH RVVJInJ OKnL MnN fOnP RLQnR FSnT FUnV 5WnX 8YnZ 5[nr   