Problem p02936 (python)

Fixed submission:
import numpy as np
import sys
# from numba import njit


# preface_ind: (array(int64, 1d, C), array(int64, 1d, C)) -> none
# dfs: (int64, int64, int64, array(int64, 1d, C), array(int64, 1d, C), array(int64, 1d, C), array(int64, 1d, C)) -> none
# preface_px: (array(int64, 2d, C), array(int64, 1d, C)) -> none
atcoder={
    'name': 'numba_modules',
    'file': 'numba_modules.cpython-34m.so',
    'func': ['preface_ind', 'dfs', 'preface_px'],
    'gz': b'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

Buggy submission (verdict: Runtime Error):
import numpy as np
import sys
i4 = np.int32

if sys.argv[-1] == 'ONLINE_JUDGE':
    adjacency_list = '''
import numpy as np
from numba import njit
from collections import namedtuple

AdjacencyList = namedtuple('AdjacencyList', ['v', 'adj'])

@njit
def adjacency_list(n, a):
    """
    隣接リストの作成
    :param n: vertex の数
    :param a: 2d の ndarray, 各行は、[u, v] u: Edge の始点、v: Edge の終点
    :return: AdjacencyList
    """
    v = np.zeros(n + 1, np.int32)
    for i in range(a.shape[0]):
        v[a[i, 0] + 1] += 1
    for i in range(1, v.shape[0]):
        v[i] += v[i - 1]
    adj = np.empty(a.shape[0], np.int32)
    temp = np.zeros(n, np.int32)
    for i in range(a.shape[0]):
        from_ = a[i, 0]
        adj[v[from_] + temp[from_]] = a[i, 1]
        temp[from_] += 1
    return AdjacencyList(v, adj)


@njit
def at(gc, n):
    return gc.adj[gc.v[n]:gc.v[n + 1]]


@njit
def iter(gc, n):
    for i in range(gc.v[n], gc.v[n + 1]):
        yield gc.adj[i]        
    '''
    import os
    os.makedirs('nbacl/graphs', exist_ok=True)
    with open('nbacl/graphs/adjacency_list.py', 'w') as f:
        f.write(adjacency_list)

    abc138_d_numba = '''
import numpy as np
import nbacl.graphs.adjacency_list as tree
from numba import njit
from numba.types import Array, int32
from numba.pycc import CC
i4 = np.int32
cc = CC('abc138_d_numba')


# @njit((int32, int32, Array(int32, 1, 'C'), Array(int32, 1, 'C'), Array(int32, 1, 'C'), Array(int32, 1, 'C')))
@njit
def dfs(d, prev, v, adj, u, val):
    y = val[d]
    for i in range(v[d], v[d + 1]):
        x = adj[i]
        if x == prev:
            continue
        val[x] = y + u[x]
        dfs(x, d, v, adj, u, val)


@cc.export('solve', (Array(int32, 2, 'C'), Array(int32, 2, 'C'), int32))
def solve(a, p, N):
    tr = tree.adjacency_list(N, a)
    u = np.zeros(N, i4)
    val = np.zeros(N, i4)
    for i in range(p.shape[0]):
        u[p[i, 0] - 1] += p[i, 1]
    val[0] = u[0]
    dfs(0, -1, tr.v, tr.adj, u, val)
    return val


if __name__ == '__main__':
    cc.compile()
    '''
    with open('abc138_d_numba.py', 'w') as f:
        f.write(abc138_d_numba)
    import subprocess
    cmd = "python3.8 abc138_d_numba.py"
    subprocess.run(cmd.split())
    exit(0)


from abc138_d_numba import solve

def main():
    f = open(0)
    N, Q = [int(x) for x in f.readline().split()]
    ap = np.fromstring(f.read(), i4, sep=' ').reshape((-1, 2))
    a = ap[:N - 1] - 1
    a = np.concatenate((a, a[:, ::-1]))
    p = ap[N - 1:]
    val = solve(a, p, N)
    print(*val.tolist())


if __name__ == '__main__':
    main()

Buggy submission (verdict: Runtime Error):
import numpy as np
import sys


def dfs(n, prev, count, ans, ind, b, plus):
    count += plus[n]
    ans[n] = count
    for i in range(ind[n], ind[n + 1]):
        if b[i] != prev:
            dfs(b[i], n, count, ans, ind, b, plus)


def preface_px(px, plus):
    for i in range(len(px)):
        plus[px[i, 0] - 1] += px[i, 1]


def preface_ind(a, ind):
    n = -1
    for i in range(len(a)):
        if a[i] > n:
            n = a[i]
            ind[n] = i
    ind[n + 1] = len(a)


def main():
    din = np.fromstring(sys.stdin.buffer.read(), dtype=np.int64, sep=' ')
    N = din[0]
    Q = din[1]
    ab = din[2: 2 * N].reshape(N - 1, 2).T - 1
    ab = np.hstack((ab, ab[[1, 0], :]))
    px = din[2 * N: 2 * N + 2 * Q].reshape(Q, 2)
    arg = np.argsort(ab[0])
    ab = ab[:, arg]

    ind = np.empty(N + 1, dtype=np.int64)
    preface_ind(ab[0], ind)
    plus = np.zeros(N, dtype=np.int64)
    preface_px(px, plus)
    ans = np.zeros(N, dtype=np.int64)
    dfs(0, -1, 0, ans, ind, ab[1], plus)
    print(*ans.tolist())

main()