+
    ‹°³j…  ã                   ó~  € ^ RI Ht ^ RIHt ^ RIHtHtHtHtH	t	H
t
HtHtHtHtHtHtHtHt ^ RIHtHtHt ^ RIHtHt ]! R4      t]R 4       t]P9                  ]4      R R	 l4       t]P9                  ]4      R
 R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]	4      R R l4       t]P9                  ]
4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R R l4       t]P9                  ]4      R  R! l4       t]P9                  ]4      R" R# l4       t]P9                  ]4      R$ R% l4       t]P9                  ]4      R& R' l4       t]P9                  ]4      R( R) l4       t]P9                  ]4      R* R+ l4       t]P9                  ]4      R, R- l4       tR.# )/é    )Úsingledispatch)Úimport_module)ÚBetaDistributionÚChiSquaredDistributionÚExponentialDistributionÚGammaDistributionÚLogNormalDistributionÚNormalDistributionÚParetoDistributionÚUniformDistributionÚFDistributionDistributionÚGumbelDistributionÚLaplaceDistributionÚLogisticDistributionÚRayleighDistributionÚTriangularDistribution)ÚGeometricDistributionÚPoissonDistributionÚZetaDistribution)ÚBinomialDistributionÚHypergeometricDistributionÚnumpyc                 ó   € R # )N© ©ÚdistÚsizeÚ
rand_states   &&&Úb/home/luca/screen-checking/.venv/lib/python3.14/site-packages/sympy/stats/sampling/sample_numpy.pyÚdo_sample_numpyr       s   € áó    c                ó$   € V ^8„  d   QhR\         /# ©é   r   )r   )Úformats   "r   Ú__annotate__r&      s   € ÷ Oñ OÔñ Or!   c                 óv   € VP                  \        V P                  4      \        V P                   4      VR 7      # ))ÚaÚbr   )ÚbetaÚfloatÚalphar   s   &&&r   Ú_r-      s)   € à�?‰?œU 4§:¡:Ó.´%¸¿	¹	Ó2BÈˆ?ÓNÐNr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&      s   € ÷ =ñ =Ô"ñ =r!   c                 óN   € VP                  \        V P                  4      VR 7      # ))Údfr   )Ú	chisquarer+   Úkr   s   &&&r   r-   r-      s    € à×Ñ¤5¨¯©£=°tÐÓ<Ð<r!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&       s   € ÷ Cñ CÔ#ñ Cr!   c                 ó\   € VP                  ^\        V P                  4      ,          VR7      # )é   )r   )Úexponentialr+   Úrater   s   &&&r   r-   r-      s&   € à×!Ñ! !¤e¨D¯I©IÓ&6Õ"6¸TÐ!ÓBÐBr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   $   s   € ÷ Sñ SÔ%ñ Sr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # ))ÚdfnumÚdfdenr   )Úfr+   Úd1Úd2r   s   &&&r   r-   r-   #   s'   € à�<‰<¤ d§g¡g£¼¸d¿g¹g»ÈTˆ<ÓRÐRr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   (   s   € ÷ Yñ YÔñ Yr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # ))ÚshapeÚscaler   )Úgammar+   r2   Úthetar   s   &&&r   r-   r-   '   s,   € à×Ñ¤E¨$¯&©&£M¼5ÀÇÁÓ;LÐSWÐÓXÐXr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   ,   s   € ÷ Xñ XÔñ Xr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # ©)ÚlocrB   r   )Úgumbelr+   Úmur*   r   s   &&&r   r-   r-   +   s,   € à×Ñ¤5¨¯©£>¼5ÀÇÁÓ;KÐRVÐÓWÐWr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   0   s   € ÷ Vñ VÔñ Vr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # rG   )Úlaplacer+   rJ   r)   r   s   &&&r   r-   r-   /   s+   € à×Ñ¤E¨$¯'©'£N¼EÀ$Ç&Á&»MÐPTÐÓUÐUr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   4   s   € ÷ Wñ WÔ ñ Wr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # rG   )Úlogisticr+   rJ   Úsr   s   &&&r   r-   r-   3   s+   € à×Ñ¤U¨4¯7©7£^¼UÀ4Ç6Á6»]ÐQUÐÓVÐVr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r	   )r%   s   "r   r&   r&   8   s   € ÷ ]ñ ]Ô!ñ ]r!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # ))ÚmeanÚsigmar   )Ú	lognormalr+   rT   Ústdr   s   &&&r   r-   r-   7   s,   € à×Ñ¤u¨T¯Y©YÓ'7ÄÀtÇxÁxÃÐW[ÐÓ\Ð\r!   c                ó$   € V ^8„  d   QhR\         /# r#   )r
   )r%   s   "r   r&   r&   <   s   € ÷ Yñ YÔñ Yr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # rG   )Únormalr+   rT   rW   r   s   &&&r   r-   r-   ;   s,   € à×Ñ¤5¨¯©Ó#3¼UÀ4Ç8Á8»_ÐSWÐÓXÐXr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   @   s   € ÷ Eñ EÔ ñ Er!   c                 óN   € VP                  \        V P                  4      VR 7      # ))rB   r   )Úrayleighr+   rU   r   s   &&&r   r-   r-   ?   s!   € à×Ñ¤u¨T¯Z©ZÓ'8¸tÐÓDÐDr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   D   s   € ÷ Vñ VÔñ Vr!   c                 ó¬   € \         P                  P                  \        V P                  4      VR 7      ^,           \        V P
                  4      ,          # ©)r(   r   )r   ÚrandomÚparetor+   r,   Úxmr   s   &&&r   r-   r-   C   s7   € ä�L‰L×Ñ¤%¨¯
©
Ó"3¸$ÐÓ?À!ÕCÄuÈTÏWÉWÃ~ÕUÐUr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   H   s   € ÷ oñ oÔ"ñ or!   c                 óž   € VP                  \        V P                  4      \        V P                  4      \        V P                  4      VR 7      # ))ÚleftÚmodeÚrightr   )Ú
triangularr+   r(   r)   Úcr   s   &&&r   r-   r-   G   s:   € à× Ñ ¬¨d¯f©f«¼eÀDÇFÁF»mÔUZÐ[_×[aÑ[aÓUbÐimÐ ÓnÐnr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   L   s   € ÷ Wñ WÔñ Wr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # ))ÚlowÚhighr   )Úuniformr+   rf   rh   r   s   &&&r   r-   r-   K   s-   € à×Ñ¤%¨¯	©	Ó"2¼¸t¿z¹zÓ9JÐQUÐÓVÐVr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   S   s   € ÷ <ñ <Ô!ñ <r!   c                 óN   € VP                  \        V P                  4      VR 7      # ))Úpr   )Ú	geometricr+   rr   r   s   &&&r   r-   r-   R   s    € à×Ñ¤%¨¯©£-°dÐÓ;Ð;r!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   X   s   € ÷ @ñ @Ôñ @r!   c                 óN   € VP                  \        V P                  4      VR 7      # ))Úlamr   )Úpoissonr+   Úlamdar   s   &&&r   r-   r-   W   s!   € à×Ñ¤%¨¯
©
Ó"3¸$ÐÓ?Ð?r!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   ]   s   € ÷ 7ñ 7Ôñ 7r!   c                 óN   € VP                  \        V P                  4      VR 7      # r`   )Úzipfr+   rQ   r   s   &&&r   r-   r-   \   s   € à�?‰?œU 4§6¡6›]°ˆ?Ó6Ð6r!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   d   s   € ÷ Jñ JÔ ñ Jr!   c                 óv   € VP                  \        V P                  4      \        V P                  4      VR 7      # ))Únrr   r   )ÚbinomialÚintr~   r+   rr   r   s   &&&r   r-   r-   c   s*   € à×Ñ¤ T§V¡V£´°d·f±f³ÀDÐÓIÐIr!   c                ó$   € V ^8„  d   QhR\         /# r#   )r   )r%   s   "r   r&   r&   h   s   € ÷ pñ pÔ&ñ pr!   c                 óž   € VP                  \        V P                  4      \        V P                  4      \        V P                  4      VR 7      # ))ÚngoodÚnbadÚnsampler   )Úhypergeometricr€   ÚNÚmr~   r   s   &&&r   r-   r-   g   s:   € à×$Ñ$¬S°·±«[ÄÀTÇVÁVÃÔX[Ð\`×\bÑ\bÓXcÐjnÐ$ÓoÐor!   N)Ú	functoolsr   Úsympy.externalr   Úsympy.stats.crv_typesr   r   r   r   r	   r
   r   r   r   r   r   r   r   r   Úsympy.stats.drv_typesr   r   r   Úsympy.stats.frv_typesr   r   r   r    Úregisterr-   r   r!   r   Ú<module>r�      sÏ  ðÝ $å (÷G÷ G÷ G÷ G÷ _Ñ ^ß Rñ 	�gÓ€ð ñó ðð ×ÑÐ*Ó+ôOó ,ðOð ×ÑÐ0Ó1ô=ó 2ð=ð ×ÑÐ1Ó2ôCó 3ðCð ×ÑÐ3Ó4ôSó 5ðSð ×ÑÐ+Ó,ôYó -ðYð ×ÑÐ,Ó-ôXó .ðXð ×ÑÐ-Ó.ôVó /ðVð ×ÑÐ.Ó/ôWó 0ðWð ×ÑÐ/Ó0ô]ó 1ð]ð ×ÑÐ,Ó-ôYó .ðYð ×ÑÐ.Ó/ôEó 0ðEð ×ÑÐ,Ó-ôVó .ðVð ×ÑÐ0Ó1ôoó 2ðoð ×ÑÐ-Ó.ôWó /ðWð ×ÑÐ/Ó0ô<ó 1ð<ð ×ÑÐ-Ó.ô@ó /ð@ð ×ÑÐ*Ó+ô7ó ,ð7ð ×ÑÐ.Ó/ôJó 0ðJð ×ÑÐ4Ó5ôpó 6òpr!   