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# This file controls which symbols libeantic exports on Linux.
LIBEANTIC_1.0.0 {
global:
renf_clear;
renf_degree;
renf_equal;
renf_get_str;
renf_init;
renf_init_nth_root_fmpq;
renf_init_set;
renf_print;
renf_randtest;
renf_refine_embedding;
renf_set_embeddings_fmpz_poly;
renf_set_immutable;
_renf_elem_cmp_fmpq;
renf_elem_add;
renf_elem_add_fmpq;
renf_elem_add_fmpz;
renf_elem_add_si;
renf_elem_add_ui;
renf_elem_ceil;
renf_elem_check_embedding;
renf_elem_clear;
renf_elem_cmp;
renf_elem_cmp_fmpq;
renf_elem_cmp_fmpz;
renf_elem_cmp_si;
renf_elem_cmp_ui;
renf_elem_div;
renf_elem_div_fmpq;
renf_elem_div_fmpz;
renf_elem_div_si;
renf_elem_div_ui;
renf_elem_equal;
renf_elem_equal_fmpq;
renf_elem_equal_fmpz;
renf_elem_equal_si;
renf_elem_equal_ui;
renf_elem_fdiv;
renf_elem_floor;
renf_elem_fmpq_div;
renf_elem_fmpq_sub;
renf_elem_gen;
renf_elem_get_arb;
renf_elem_get_cfrac;
renf_elem_get_d;
renf_elem_get_str_pretty;
renf_elem_init;
renf_elem_inv;
renf_elem_is_integer;
renf_elem_is_one;
renf_elem_is_rational;
renf_elem_is_zero;
renf_elem_mul;
renf_elem_mul_fmpq;
renf_elem_mul_fmpz;
renf_elem_mul_si;
renf_elem_mul_ui;
renf_elem_neg;
renf_elem_one;
renf_elem_pow;
renf_elem_print_pretty;
renf_elem_randtest;
renf_elem_relative_condition_number_2exp;
renf_elem_set;
renf_elem_set_evaluation;
renf_elem_set_fmpq;
renf_elem_set_fmpq_poly;
renf_elem_set_fmpz;
renf_elem_set_mpq;
renf_elem_set_mpz;
renf_elem_set_nf_elem;
renf_elem_set_si;
renf_elem_set_ui;
renf_elem_sgn;
renf_elem_sub;
renf_elem_sub_fmpq;
renf_elem_sub_fmpz;
renf_elem_sub_si;
renf_elem_sub_ui;
renf_elem_zero;
fmpq_poly_set_str_pretty;
fmpq_poly_evaluate_arb;
fmpq_poly_evaluate_arf;
fmpq_poly_check_unique_real_root;
_fmpz_poly_bisection_step_arb;
_fmpz_poly_bisection_step_arf;
_fmpz_poly_descartes_bound;
_fmpz_poly_descartes_bound_0_1;
_fmpz_poly_evaluate_arb;
_fmpz_poly_evaluate_arf;
_fmpz_poly_has_real_root;
_fmpz_poly_isolate_real_roots_0_1_vca;
_fmpz_poly_newton_step_arb;
_fmpz_poly_positive_root_upper_bound_2exp;
_fmpz_poly_positive_root_upper_bound_2exp_local_max;
_fmpz_poly_relative_condition_number_2exp;
_fmpz_poly_scale_0_1_fmpq;
fmpz_poly_abs;
fmpz_poly_bisection_step_arb;
fmpz_poly_evaluate_arb;
fmpz_poly_evaluate_arf;
fmpz_poly_evaluate_at_one;
fmpz_poly_has_real_root;
fmpz_poly_isolate_real_roots;
fmpz_poly_newton_step_arb;
fmpz_poly_num_real_roots_0_1;
fmpz_poly_num_real_roots_0_1_sturm;
fmpz_poly_num_real_roots_0_1_vca;
fmpz_poly_num_real_roots_upper_bound;
fmpz_poly_num_real_roots_vca;
fmpz_poly_positive_root_upper_bound_2exp;
fmpz_poly_randtest_irreducible;
fmpz_poly_relative_condition_number_2exp;
fmpz_poly_set_str_pretty;
fmpz_poly_squarefree_part;
local: *;
};
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