
xi\c        h  @   s(   d  Z  d
Z dZ dZ dZ dZ d	S(  sK  
    pygments.lexers._stan_builtins
    ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

    This file contains the names of functions for Stan used by
    ``pygments.lexers.math.StanLexer. This is for Stan language version 2.17.0.

    :copyright: Copyright 2006-2019 by the Pygments team, see AUTHORS.
    :license: BSD, see LICENSE for details.
t   breakt   continuet   elset   fort   ift   int   printt   rejectt   returnt   whilet   cholesky_factor_corrt   cholesky_factor_covt   corr_matrixt
   cov_matrixt   intt   matrixt   orderedt   positive_orderedt   realt
   row_vectort   simplext   unit_vectort   vectort   voidt   abst   acost   acosht   algebra_solvert   append_arrayt
   append_colt
   append_rowt   asint   asinht   atant   atan2t   atanht   bernoulli_cdft   bernoulli_lccdft   bernoulli_lcdft   bernoulli_logit_lpmft   bernoulli_logit_rngt   bernoulli_lpmft   bernoulli_rngt   bessel_first_kindt   bessel_second_kindt   beta_binomial_cdft   beta_binomial_lccdft   beta_binomial_lcdft   beta_binomial_lpmft   beta_binomial_rngt   beta_cdft
   beta_lccdft	   beta_lcdft	   beta_lpdft   beta_rngt   binary_log_losst   binomial_cdft   binomial_coefficient_logt   binomial_lccdft   binomial_lcdft   binomial_logit_lpmft   binomial_lpmft   binomial_rngt   blockt   categorical_logit_lpmft   categorical_logit_rngt   categorical_lpmft   categorical_rngt
   cauchy_cdft   cauchy_lccdft   cauchy_lcdft   cauchy_lpdft
   cauchy_rngt   cbrtt   ceilt   chi_square_cdft   chi_square_lccdft   chi_square_lcdft   chi_square_lpdft   chi_square_rngt   cholesky_decomposet   chooset   colt   colst   columns_dot_productt   columns_dot_selft   cost   cosht   cov_exp_quadt	   crossprodt   csr_extract_ut   csr_extract_vt   csr_extract_wt   csr_matrix_times_vectort   csr_to_dense_matrixt   cumulative_sumt   determinantt   diag_matrixt   diag_post_multiplyt   diag_pre_multiplyt   diagonalt   digammat   dimst   dirichlet_lpdft   dirichlet_rngt   distancet   dot_productt   dot_selft   double_exponential_cdft   double_exponential_lccdft   double_exponential_lcdft   double_exponential_lpdft   double_exponential_rngt   et   eigenvalues_symt   eigenvectors_symt   erft   erfct   expt   exp2t   exp_mod_normal_cdft   exp_mod_normal_lccdft   exp_mod_normal_lcdft   exp_mod_normal_lpdft   exp_mod_normal_rngt   expm1t   exponential_cdft   exponential_lccdft   exponential_lcdft   exponential_lpdft   exponential_rngt   fabst   falling_factorialt   fdimt   floort   fmat   fmaxt   fmint   fmodt   frechet_cdft   frechet_lccdft   frechet_lcdft   frechet_lpdft   frechet_rngt	   gamma_cdft   gamma_lccdft
   gamma_lcdft
   gamma_lpdft   gamma_pt   gamma_qt	   gamma_rngt   gaussian_dlm_obs_lpdft   get_lpt
   gumbel_cdft   gumbel_lccdft   gumbel_lcdft   gumbel_lpdft
   gumbel_rngt   headt   hypergeometric_lpmft   hypergeometric_rngt   hypott   inc_betat   int_stept   integrate_odet   integrate_ode_bdft   integrate_ode_rk45t   invt   inv_chi_square_cdft   inv_chi_square_lccdft   inv_chi_square_lcdft   inv_chi_square_lpdft   inv_chi_square_rngt   inv_cloglogt   inv_gamma_cdft   inv_gamma_lccdft   inv_gamma_lcdft   inv_gamma_lpdft   inv_gamma_rngt	   inv_logitt   inv_Phit   inv_sqrtt
   inv_squaret   inv_wishart_lpdft   inv_wishart_rngt   inverset   inverse_spdt   is_inft   is_nant   lbetat   lchooset   lgammat   lkj_corr_cholesky_lpdft   lkj_corr_cholesky_rngt   lkj_corr_lpdft   lkj_corr_rngt   lmgammat	   lmultiplyt   logt   log10t   log1mt	   log1m_expt   log1m_inv_logitt   log1pt	   log1p_expt   log2t   log_determinantt   log_diff_expt   log_falling_factorialt   log_inv_logitt   log_mixt   log_rising_factorialt   log_softmaxt   log_sum_expt   logistic_cdft   logistic_lccdft   logistic_lcdft   logistic_lpdft   logistic_rngt   logitt   lognormal_cdft   lognormal_lccdft   lognormal_lcdft   lognormal_lpdft   lognormal_rngt   machine_precisiont
   matrix_expt   maxt   mdivide_left_spdt   mdivide_left_tri_lowt   mdivide_right_spdt   mdivide_right_tri_lowt   meant   mint   modified_bessel_first_kindt   modified_bessel_second_kindt   multi_gp_cholesky_lpdft   multi_gp_lpdft   multi_normal_cholesky_lpdft   multi_normal_cholesky_rngt   multi_normal_lpdft   multi_normal_prec_lpdft   multi_normal_rngt   multi_student_t_lpdft   multi_student_t_rngt   multinomial_lpmft   multinomial_rngt   multiply_logt!   multiply_lower_tri_self_transposet   neg_binomial_2_cdft   neg_binomial_2_lccdft   neg_binomial_2_lcdft   neg_binomial_2_log_lpmft   neg_binomial_2_log_rngt   neg_binomial_2_lpmft   neg_binomial_2_rngt   neg_binomial_cdft   neg_binomial_lccdft   neg_binomial_lcdft   neg_binomial_lpmft   neg_binomial_rngt   negative_infinityt
   normal_cdft   normal_lccdft   normal_lcdft   normal_lpdft
   normal_rngt   not_a_numbert   num_elementst   ordered_logistic_lpmft   ordered_logistic_rngt   owens_tt
   pareto_cdft   pareto_lccdft   pareto_lcdft   pareto_lpdft
   pareto_rngt   pareto_type_2_cdft   pareto_type_2_lccdft   pareto_type_2_lcdft   pareto_type_2_lpdft   pareto_type_2_rngt   Phit
   Phi_approxt   pit   poisson_cdft   poisson_lccdft   poisson_lcdft   poisson_log_lpmft   poisson_log_rngt   poisson_lpmft   poisson_rngt   positive_infinityt   powt   prodt   qr_Qt   qr_Rt	   quad_formt   quad_form_diagt   quad_form_symt   rankt   rayleigh_cdft   rayleigh_lccdft   rayleigh_lcdft   rayleigh_lpdft   rayleigh_rngt	   rep_arrayt
   rep_matrixt   rep_row_vectort
   rep_vectort   rising_factorialt   roundt   rowt   rowst   rows_dot_productt   rows_dot_selft   scaled_inv_chi_square_cdft   scaled_inv_chi_square_lccdft   scaled_inv_chi_square_lcdft   scaled_inv_chi_square_lpdft   scaled_inv_chi_square_rngt   sdt   segmentt   sint   singular_valuest   sinht   sizet   skew_normal_cdft   skew_normal_lccdft   skew_normal_lcdft   skew_normal_lpdft   skew_normal_rngt   softmaxt   sort_asct	   sort_desct   sort_indices_asct   sort_indices_desct   sqrtt   sqrt2t   squaret   squared_distancet   stept   student_t_cdft   student_t_lccdft   student_t_lcdft   student_t_lpdft   student_t_rngt   sub_colt   sub_rowt   sumt   tailt   tant   tanht   targett
   tcrossprodt   tgammat   to_array_1dt   to_array_2dt	   to_matrixt   to_row_vectort	   to_vectort   tracet   trace_gen_quad_formt   trace_quad_formt   trigammat   trunct   uniform_cdft   uniform_lccdft   uniform_lcdft   uniform_lpdft   uniform_rngt   variancet   von_mises_lpdft   von_mises_rngt   weibull_cdft   weibull_lccdft   weibull_lcdft   weibull_lpdft   weibull_rngt   wiener_lpdft   wishart_lpdft   wishart_rngt	   bernoullit   bernoulli_logitt   betat   beta_binomialt   binomialt   binomial_logitt   categoricalt   categorical_logitt   cauchyt
   chi_squaret	   dirichlett   double_exponentialt   exp_mod_normalt   exponentialt   frechett   gammat   gaussian_dlm_obst   gumbelt   hypergeometrict   inv_chi_squaret	   inv_gammat   inv_wishartt   lkj_corrt   lkj_corr_choleskyt   logistict	   lognormalt   multi_gpt   multi_gp_choleskyt   multi_normalt   multi_normal_choleskyt   multi_normal_prect   multi_student_tt   multinomialt   neg_binomialt   neg_binomial_2t   neg_binomial_2_logt   normalt   ordered_logistict   paretot   pareto_type_2t   poissont   poisson_logt   rayleight   scaled_inv_chi_squaret   skew_normalt	   student_tt   uniformt	   von_misest   weibullt   wienert   wishartt   alignast   alignoft   andt   and_eqt   asmt   autot   bitandt   bitort   boolt   caset   catcht   chart   char16_tt   char32_tt   classt   complt   constt
   const_castt	   constexprt   decltypet   defaultt   deletet   dot   doublet   dynamic_castt   enumt   explicitt   exportt   externt   falset   floatt   friendt   fvart   gotot   inlinet   longt   lp__t   mutablet	   namespacet   newt   noexceptt   nott   not_eqt   nullptrt   operatort   ort   or_eqt   privatet	   protectedt   publict   registert   reinterpret_castt   repeatt   shortt   signedt   sizeoft
   STAN_MAJORt   STAN_MATH_MAJORt   STAN_MATH_MINORt   STAN_MATH_PATCHt
   STAN_MINORt
   STAN_PATCHt   statict   static_assertt   static_castt   structt   switcht   templatet   thent   thist   thread_localt   throwt   truet   tryt   typedeft   typeidt   typenamet   uniont   unsignedt   untilt   usingt   vart   virtualt   volatilet   wchar_tt   xort   xor_eqN(
   R    R   R   R   R   R   R   R   R   R	   (   R
   R   R   R   R   R   R   R   R   R   R   R   R   R   (h  R   R   R   R   R   R   R   R   R    R!   R"   R#   R$   R%   R&   R'   R(   R)   R*   R+   R,   R-   R.   R/   R0   R1   R2   R3   R4   R5   R6   R7   R8   R9   R:   R;   R<   R=   R>   R?   R@   RA   RB   RC   RD   RE   RF   RG   RH   RI   RJ   RK   RL   RM   RN   RO   RP   RQ   RR   RS   RT   RU   RV   RW   RX   RY   RZ   R[   R\   R]   R^   R_   R`   Ra   Rb   Rc   Rd   Re   Rf   Rg   Rh   Ri   Rj   Rk   Rl   Rm   Rn   Ro   Rp   Rq   Rr   Rs   Rt   Ru   Rv   Rw   Rx   Ry   Rz   R{   R|   R}   R~   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R   R  R  R  R  R  R  R  R  R	  R
  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R   R!  R"  R#  R$  R%  R   R&  R'  R(  R)  R*  R+  R,  R-  R.  R/  R0  R1  R   R2  R3  R4  R5  R6  R7  R8  R9  R:  R;  R<  R=  R>  R?  R@  RA  RB  RC  RD  RE  RF  RG  RH  RI  RJ  RK  RL  RM  RN  RO  RP  RQ  RR  RS  RT  RU  RV  RW  RX  RY  RZ  R[  R\  R]  R^  R_  R`  Ra  Rb  Rc  Rd  Re  Rf  Rg  Rh  Ri  Rj  Rk  Rl  Rm  Rn  Ro  Rp  Rq  Rr  Rs  Rt  Ru  Rv  Rw  Rx  Ry  Rz  R{  R|  R}  (3   R~  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  (a   R  R  R  R  R  R  R  R  R  R    R  R  R  R  R  R  R  R  R  R  R   R  R  R  R  R  R  R   R  R  R  R  R  R  R   R  R  R  R   R   R  R   R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R   R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R  R   R  R  R  R   R  R  R	   R  R  (   t   __doc__t   KEYWORDSt   TYPESt	   FUNCTIONSt   DISTRIBUTIONSt   RESERVED(    (    (    s=   lib/python2.7/site-packages/pygments/lexers/_stan_builtins.pyt   <module>   s(                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 