code: def test_gf_normal():
      assert gf_normal([11, 22, 17, 1, 0], 11, ZZ) == [6, 1, 0]
  
imports: from sympy.polys.galoistools import gf_crt, gf_crt1, gf_crt2, gf_int, gf_degree, gf_strip, gf_trunc, gf_normal, gf_from_dict, gf_to_dict, gf_from_int_poly, gf_to_int_poly, gf_neg, gf_add_ground, gf_sub_ground, gf_mul_ground, gf_add, gf_sub, gf_add_mul, gf_sub_mul, gf_mul, gf_sqr, gf_div, gf_rem, gf_quo, gf_exquo, gf_lshift, gf_rshift, gf_expand, gf_pow, gf_pow_mod, gf_gcdex, gf_gcd, gf_lcm, gf_cofactors, gf_LC, gf_TC, gf_monic, gf_eval, gf_multi_eval, gf_compose, gf_compose_mod, gf_trace_map, gf_diff, gf_irreducible, gf_irreducible_p, gf_irred_p_ben_or, gf_irred_p_rabin, gf_sqf_list, gf_sqf_part, gf_sqf_p, gf_Qmatrix, gf_Qbasis, gf_ddf_zassenhaus, gf_ddf_shoup, gf_edf_zassenhaus, gf_edf_shoup, gf_berlekamp, gf_factor_sqf, gf_factor, gf_value, linear_congruence, _csolve_prime_las_vegas, csolve_prime, gf_csolve, gf_frobenius_map, gf_frobenius_monomial_base
  from sympy.polys.polyerrors import ExactQuotientFailed
  from sympy.polys import polyconfig
  from sympy.polys.domains import ZZ
  from sympy.core.numbers import pi
  from sympy.ntheory.generate import nextprime
  from sympy.testing.pytest import raises
label_desc: Use image node_id 6 for calling a global function with example usage: test_gf_normal() without return types