code: def dmp_zz_wang_hensel_lifting(f, H, LC, A, p, u, K):
      """Wang/EEZ: Parallel Hensel lifting algorithm."""
      S, n, v = [f], len(A), u - 1
  
      H = list(H)
  
      for i, a in enumerate(reversed(A[1:])):
          s = dmp_eval_in(S[0], a, n - i, u - i, K)
          S.insert(0, dmp_ground_trunc(s, p, v - i, K))
  
      d = max(dmp_degree_list(f, u)[1:])
  
      for j, s, a in zip(range(2, n + 2), S, A):
          G, w = list(H), j - 1
  
          I, J = A[: j - 2], A[j - 1 :]
  
          for i, (h, lc) in enumerate(zip(H, LC)):
              lc = dmp_ground_trunc(
                  dmp_eval_tail(lc, J, v, K), p, w - 1, K
              )
              H[i] = [lc] + dmp_raise(h[1:], 1, w - 1, K)
  
          m = dmp_nest([K.one, -a], w, K)
          M = dmp_one(w, K)
  
          c = dmp_sub(s, dmp_expand(H, w, K), w, K)
  
          dj = dmp_degree_in(s, w, w)
  
          for k in range(0, dj):
              if dmp_zero_p(c, w):
                  break
  
              M = dmp_mul(M, m, w, K)
              C = dmp_diff_eval_in(c, k + 1, a, w, w, K)
  
              if not dmp_zero_p(C, w - 1):
                  C = dmp_quo_ground(C, K.factorial(K(k) + 1), w - 1, K)
                  T = dmp_zz_diophantine(G, C, I, d, p, w - 1, K)
  
                  for i, (h, t) in enumerate(zip(H, T)):
                      h = dmp_add_mul(
                          h, dmp_raise(t, 1, w - 1, K), M, w, K
                      )
                      H[i] = dmp_ground_trunc(h, p, w, K)
  
                  h = dmp_sub(s, dmp_expand(H, w, K), w, K)
                  c = dmp_ground_trunc(h, p, w, K)
  
      if dmp_expand(H, u, K) != f:
          raise ExtraneousFactors  # pragma: no cover
      else:
          return H
  
imports: from sympy.external.gmpy import GROUND_TYPES
  from sympy.core.random import _randint
  from sympy.polys.galoistools import gf_from_int_poly, gf_to_int_poly, gf_lshift, gf_add_mul, gf_mul, gf_div, gf_rem, gf_gcdex, gf_sqf_p, gf_factor_sqf, gf_factor
  from sympy.polys.densebasic import dup_LC, dmp_LC, dmp_ground_LC, dup_TC, dup_convert, dmp_convert, dup_degree, dmp_degree, dmp_degree_in, dmp_degree_list, dmp_from_dict, dmp_zero_p, dmp_one, dmp_nest, dmp_raise, dup_strip, dmp_ground, dup_inflate, dmp_exclude, dmp_include, dmp_inject, dmp_eject, dup_terms_gcd, dmp_terms_gcd
  from sympy.polys.densearith import dup_neg, dmp_neg, dup_add, dmp_add, dup_sub, dmp_sub, dup_mul, dmp_mul, dup_sqr, dmp_pow, dup_div, dmp_div, dup_quo, dmp_quo, dmp_expand, dmp_add_mul, dup_sub_mul, dmp_sub_mul, dup_lshift, dup_max_norm, dmp_max_norm, dup_l1_norm, dup_mul_ground, dmp_mul_ground, dup_quo_ground, dmp_quo_ground
  from sympy.polys.densetools import dup_clear_denoms, dmp_clear_denoms, dup_trunc, dmp_ground_trunc, dup_content, dup_monic, dmp_ground_monic, dup_primitive, dmp_ground_primitive, dmp_eval_tail, dmp_eval_in, dmp_diff_eval_in, dmp_compose, dup_shift, dup_mirror
  from sympy.polys.euclidtools import dmp_primitive, dup_inner_gcd, dmp_inner_gcd
  from sympy.polys.sqfreetools import dup_sqf_p, dup_sqf_norm, dmp_sqf_norm, dup_sqf_part, dmp_sqf_part
  from sympy.polys.polyutils import _sort_factors
  from sympy.polys.polyconfig import query
  from sympy.polys.polyerrors import ExtraneousFactors, DomainError, CoercionFailed, EvaluationFailed
  from sympy.utilities import subsets
  from math import ceil, log
label_desc: Use image node_id 21 for calling a global function with example usage: dmp_zz_wang_hensel_lifting(f, H, LC, A, p, u, K) and returns: H