def METHOD_NAME(self, p, k, m, zvec, nzvec):
    """
    Count the bad-typeII solutions of `Q(x) = m` (mod `p^k`) satisfying
    the additional congruence conditions described in
    :meth:`QuadraticForm.count_congruence_solutions_as_vector`.
    INPUT:
    - ``p`` -- prime number > 0
    - ``k`` -- an integer > 0
    - ``m`` -- an integer (depending only on mod `p^k`)
    - ``zvec``, ``nzvec`` -- lists of integers up to dim(`Q`)
    EXAMPLES::
        sage: Q = DiagonalQuadraticForm(ZZ, [1,2,3])
        sage: Q.count_congruence_solutions__bad_type_II(3, 1, 0, None, None)
        2
    """
    return CountAllLocalTypesNaive(self, p, k, m, zvec, nzvec)[5]