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    »mœd/!  ã                q   @   s\  d Z ddlZddgddgddgdd	gd
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Sane parameters for stats.distributions.
é    NÚalpha)g´(ÀEV�@Zanglit© ZarcsineZargus)g      ð?Úbeta)g�µds’z@g@ø¯eä?Z	betaprime)é   é   Zbradford)g¼Šf!Ó?Zburr)g      %@g333333@Zburr12)é
   é   ZcauchyÚchi)éN   Zchi2)é7   ZcosineZcrystalball)ç       @ç      @Zdgamma)gý¾ƒ„'£ñ?Zdweibull)gk4ÕôMŒ @Úerlang)r   ZexponZ	exponnorm)ç      ø?Zexponpow)g¡<Ù5³“@Z	exponweib)ge-¾Ÿ#@gÒ_äÃ]5ÿ?Úf)é   é   Zfatiguelife)r   Zfisk)g‡ØÅ> ¯@Z
foldcauchy)gº§�©Ý@Zfoldnorm)gÕ)Çç;ÿ?Úgamma)g¨ã*·Eäÿ?Z
gausshyper)gªµZ‡+@g÷*Ð8£ó@goê“å@gm¾³Pƒ¹@Zgenexpon)gÙ¶ÖãC"@gË ý�a;0@g8�ÃqA
@Z
genextreme)çš™™™™™¹¿Zgengamma)çRÅo:ª@g+Èr]Xô@)r   g+Èr]XôÀZgenhalflogistic)g¬MðXºè?Zgenhyperbolic)ç      à?r   ç      à¿Zgeninvgauss)çffffff@r   Zgenlogistic)g$N11ø\Ú?Zgennorm)g˜¨ÒåÈô?Zhalfgennorm)gQì´˜å?Z	genpareto)çš™™™™™¹?ZgibratZgompertz)ghðr¬gQî?Zgumbel_lZgumbel_rZ
halfcauchyZhalflogisticZhalfnormZ	hypsecantZinvgamma)gqÐU�D@Zinvgauss)gi�¸…žÂ?Z
invweibull)g)\�Âõ(%@Z	johnsonsb)gc¨,ÆáD@gg$Ë¨`x	@Z	johnsonsu)gï�`òfo@g$Úº_ü@Zkappa4)ç        r   )r   r   )r   r   )r   r   Zkappa3Zksone)iè  ZkstwoZ	kstwobignZlaplaceZlaplace_asymmetric)é   ZlevyZlevy_lZlevy_stable)çÍÌÌÌÌÌü?r   Zloggamma)g<‡$Pî€Ú?ZlogisticZ
loglaplace)gé:_¹6
@Zlognorm)gŸj×­�„î?Z
loguniform)g{®Gáz„?ç      ô?Zlomax)góŸÈÃþ?ZmaxwellZmielke)gÍÌÌÌÌÌ$@gffffff@ZmoyalZnakagami)g¹7hº˜Þ@Zncf)é   r   gV¤]?6œÚ?Znct)é   gÙsþkÇÎ?Zncx2)é   gMÕõ‘åð?ZnormZnorminvgauss)r   r   Zpareto)g0‹g„Fù@Zpearson3)éþÿÿÿZpowerlaw)g¾ôkº‹ú?)g|éÖtå?Zpowerlognorm)g>‰`P’!@g–k¾‘Ü?Z	powernorm)gX}XÒÈ@ZrayleighZrdist)gš™™™™™ù?Zrecipinvgauss)g¢ä/CO)ä?Z
reciprocalÚrice)gÊU!,“Ìè?ZsemicircularZ
skewcauchy)r   Zskewnorm)g      @Zstudentized_range)r   g      $@Út)g\éOEbò@Z	trapezoid)gš™™™™™É?çš™™™™™é?Ztriang)gtLPFp4Ä?Z
truncexpon)gö²ÒàYÃ@Z	truncnorm)goˆIã�ñ¿g•�ŽYlØ@)r   r   Ztruncpareto)r   g333333@Ztruncweibull_min)g      @ç      Ð?ç      ü?Ztukeylambda)gÉ©�£	@ÚuniformZvonmises)gg_„ó@Zvonmises_lineZwaldZweibull_max)g¥–'hKó@Zweibull_min)gò¨±bû•ü?Z
wrapcauchy)g€[ë<&ÑŸ?Z	bernoulli)g333333Ó?Z	betabinom)r   r   g)\�Âõ(ä?Zbinom)r   çš™™™™™Ù?Z	boltzmann)gffffffö?é   Zdlaplace)r$   ZgeomZ	hypergeom)é   é   r   )r    é   r+   )r    r   é   Znchypergeom_fisher)éŒ   éP   é<   r   Znchypergeom_walleniusZlogser)g333333ã?Znbinom)r(   r(   )r   r   Zplanck)gR¸…ëQà?ZpoissonÚrandint)é   é   Zskellam)é   é   Zzipf)g      @Zzipfian)g      è?r4   )r   r   Z	yulesimon)g      &@Z
nhypergeom)é   r2   é   )r,   r,   r   )r   r   r5   )r,   r,   r   r7   )r   r   )r   gš™™™™™Ù¿r   )éÿÿÿÿr   )r   )r   r   )éûÿÿÿr!   )g      è¿r4   )r8   )r!   r   )r8   r7   )r8   r   )r7   r8   )r   éöÿÿÿ)r7   r   éýÿÿÿ)r   r   g      ø¿)r7   r   r,   éüÿÿÿ)r8   r   )r7   r   )r7   r!   )r   r   )r   r6   r8   )r   r:   )r   r   )r8   r   )r   r   )g      Àr%   r&   )r4   r   )	Ú__doc__ÚnumpyÚnpZdistcontZdistdiscreteZinvdistdiscreteÚinfÚnanZinvdistcontr   r   r   úR/home/sam/Atlas/atlas_env/lib/python3.8/site-packages/scipy/stats/_distr_params.pyÚ<module>   s  �uéì
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