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    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 2006-2021 by the Pygments team, see AUTHORS.
    :license: BSD, see LICENSE for details.
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�break�continue�else�for�if�in�print�reject�return�while)�cholesky_factor_corr�cholesky_factor_cov�corr_matrix�
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row_vector�simplex�unit_vector�vector�void(h�abs�acos�acosh�algebra_solver�append_array�
append_col�
append_row�asin�asinh�atan�atan2�atanh�
bernoulli_cdf�bernoulli_lccdf�bernoulli_lcdf�bernoulli_logit_lpmf�bernoulli_logit_rng�bernoulli_lpmf�
bernoulli_rng�bessel_first_kind�bessel_second_kind�beta_binomial_cdf�beta_binomial_lccdf�beta_binomial_lcdf�beta_binomial_lpmf�beta_binomial_rng�beta_cdf�
beta_lccdf�	beta_lcdf�	beta_lpdf�beta_rng�binary_log_loss�binomial_cdf�binomial_coefficient_log�binomial_lccdf�
binomial_lcdf�binomial_logit_lpmf�
binomial_lpmf�binomial_rng�block�categorical_logit_lpmf�categorical_logit_rng�categorical_lpmf�categorical_rng�
cauchy_cdf�cauchy_lccdf�cauchy_lcdf�cauchy_lpdf�
cauchy_rng�cbrt�ceil�chi_square_cdf�chi_square_lccdf�chi_square_lcdf�chi_square_lpdf�chi_square_rng�cholesky_decompose�choose�col�cols�columns_dot_product�columns_dot_self�cos�cosh�cov_exp_quad�	crossprod�
csr_extract_u�
csr_extract_v�
csr_extract_w�csr_matrix_times_vector�csr_to_dense_matrix�cumulative_sum�determinant�diag_matrix�diag_post_multiply�diag_pre_multiply�diagonal�digamma�dims�dirichlet_lpdf�
dirichlet_rng�distance�dot_product�dot_self�double_exponential_cdf�double_exponential_lccdf�double_exponential_lcdf�double_exponential_lpdf�double_exponential_rng�e�eigenvalues_sym�eigenvectors_sym�erf�erfc�exp�exp2�exp_mod_normal_cdf�exp_mod_normal_lccdf�exp_mod_normal_lcdf�exp_mod_normal_lpdf�exp_mod_normal_rng�expm1�exponential_cdf�exponential_lccdf�exponential_lcdf�exponential_lpdf�exponential_rng�fabs�falling_factorial�fdim�floor�fma�fmax�fmin�fmod�frechet_cdf�
frechet_lccdf�frechet_lcdf�frechet_lpdf�frechet_rng�	gamma_cdf�gamma_lccdf�
gamma_lcdf�
gamma_lpdf�gamma_p�gamma_q�	gamma_rng�gaussian_dlm_obs_lpdf�get_lp�
gumbel_cdf�gumbel_lccdf�gumbel_lcdf�gumbel_lpdf�
gumbel_rng�head�hypergeometric_lpmf�hypergeometric_rng�hypot�inc_beta�int_step�
integrate_ode�integrate_ode_bdf�integrate_ode_rk45�inv�inv_chi_square_cdf�inv_chi_square_lccdf�inv_chi_square_lcdf�inv_chi_square_lpdf�inv_chi_square_rng�inv_cloglog�
inv_gamma_cdf�inv_gamma_lccdf�inv_gamma_lcdf�inv_gamma_lpdf�
inv_gamma_rng�	inv_logit�inv_Phi�inv_sqrt�
inv_square�inv_wishart_lpdf�inv_wishart_rng�inverse�inverse_spd�is_inf�is_nan�lbeta�lchoose�lgamma�lkj_corr_cholesky_lpdf�lkj_corr_cholesky_rng�
lkj_corr_lpdf�lkj_corr_rng�lmgamma�	lmultiply�log�log10�log1m�	log1m_exp�log1m_inv_logit�log1p�	log1p_exp�log2�log_determinant�log_diff_exp�log_falling_factorial�
log_inv_logit�log_mix�log_rising_factorial�log_softmax�log_sum_exp�logistic_cdf�logistic_lccdf�
logistic_lcdf�
logistic_lpdf�logistic_rng�logit�
lognormal_cdf�lognormal_lccdf�lognormal_lcdf�lognormal_lpdf�
lognormal_rng�machine_precision�
matrix_exp�max�mdivide_left_spd�mdivide_left_tri_low�mdivide_right_spd�mdivide_right_tri_low�mean�min�modified_bessel_first_kind�modified_bessel_second_kind�multi_gp_cholesky_lpdf�
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normal_cdf�normal_lccdf�normal_lcdf�normal_lpdf�
normal_rng�not_a_number�num_elements�ordered_logistic_lpmf�ordered_logistic_rng�owens_t�
pareto_cdf�pareto_lccdf�pareto_lcdf�pareto_lpdf�
pareto_rng�pareto_type_2_cdf�pareto_type_2_lccdf�pareto_type_2_lcdf�pareto_type_2_lpdf�pareto_type_2_rng�Phi�
Phi_approx�pi�poisson_cdf�
poisson_lccdf�poisson_lcdf�poisson_log_lpmf�poisson_log_rng�poisson_lpmf�poisson_rng�positive_infinity�powr�prod�qr_Q�qr_R�	quad_form�quad_form_diag�
quad_form_sym�rank�rayleigh_cdf�rayleigh_lccdf�
rayleigh_lcdf�
rayleigh_lpdf�rayleigh_rngr�	rep_array�
rep_matrix�rep_row_vector�
rep_vector�rising_factorial�round�row�rows�rows_dot_product�
rows_dot_self�scaled_inv_chi_square_cdf�scaled_inv_chi_square_lccdf�scaled_inv_chi_square_lcdf�scaled_inv_chi_square_lpdf�scaled_inv_chi_square_rng�sd�segment�sin�singular_values�sinh�size�skew_normal_cdf�skew_normal_lccdf�skew_normal_lcdf�skew_normal_lpdf�skew_normal_rng�softmax�sort_asc�	sort_desc�sort_indices_asc�sort_indices_desc�sqrt�sqrt2�square�squared_distance�step�
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von_mises_rng�weibull_cdf�
weibull_lccdf�weibull_lcdf�weibull_lpdf�weibull_rng�wiener_lpdf�wishart_lpdf�wishart_rng)3�	bernoulli�bernoulli_logit�beta�
beta_binomial�binomial�binomial_logit�categorical�categorical_logit�cauchy�
chi_square�	dirichlet�double_exponential�exp_mod_normal�exponential�frechet�gamma�gaussian_dlm_obs�gumbel�hypergeometric�inv_chi_square�	inv_gamma�inv_wishart�lkj_corr�lkj_corr_cholesky�logistic�	lognormal�multi_gp�multi_gp_cholesky�multi_normal�multi_normal_cholesky�multi_normal_prec�multi_student_t�multinomial�neg_binomial�neg_binomial_2�neg_binomial_2_log�normal�ordered_logistic�pareto�
pareto_type_2�poisson�poisson_log�rayleigh�scaled_inv_chi_square�skew_normal�	student_t�uniform�	von_mises�weibull�wiener�wishart)a�alignas�alignof�and�and_eq�asm�auto�bitand�bitor�boolr�case�catch�char�char16_t�char32_t�class�compl�const�
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STAN_MINOR�
STAN_PATCH�static�
static_assert�static_cast�struct�switch�template�then�this�thread_local�throw�true�try�typedef�typeid�typename�union�unsigned�until�using�var�virtualr�volatile�wchar_tr
�xor�xor_eqN)�__doc__�KEYWORDS�TYPES�	FUNCTIONS�
DISTRIBUTIONS�RESERVED�rr�@/usr/lib/python3/dist-packages/pygments/lexers/_stan_builtins.py�<module>s
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