#!/usr/bin/env python3 # %% import sys read = sys.stdin.buffer.read readline = sys.stdin.buffer.readline readlines = sys.stdin.buffer.readlines # %% import numpy as np # %% N = int(readline()) UVW = tuple(tuple(map(int, readline().split()) for _ in range(N - 1))) Q = int(readline()) XYZ = np.array(read().split(), np.int64) + 1 X = XYZ[::3] Y = XYZ[1::3] Z = XYZ[2::3] # %% G = [[] for _ in range(N + 1)] for u, v, w in UVW: G[u + 1].append((v + 1, w)) G[v + 1].append((u + 1, w)) # %% def EulerTour(graph, root=1): V = len(graph) par = [0] * V depth = [0] * V weight = [0] * V depth[root] = 0 tour = [root] st = [root] while st: x = st[-1] if not graph[x]: st.pop() tour.append(par[x]) continue y, c = graph[x].pop() if y == par[x]: continue par[y] = x depth[y] = depth[x] + 1 weight[y] = weight[x] + c st.append(y) tour.append(y) return par, tour, depth, weight # %% par, tour, depth, weight = EulerTour(G) # %% Ltour = len(tour) tour_arr = np.array(tour) depth_arr = np.array(depth) tour_d = depth_arr[tour_arr] idx = np.arange(len(depth)) idx[tour_arr] = np.arange(Ltour) # %% sp = np.empty((Ltour.bit_length(), Ltour), np.int32) sp[0] = np.arange(Ltour) for n in range(1, Ltour.bit_length()): prev, width = sp[n - 1], 1 << (n - 1) x = prev[:-width] y = prev[width:] condition = tour_d[x] > tour_d[y] sp[n] = prev sp[n, :-width][condition] = y[condition] # %% def LCA(A, B): AB = np.vstack([A, B]).T LR = idx[AB] LR.sort(axis=1) # [L,R] におけるRmQ L = LR[:, 0] R = LR[:, 1] x = R - L n = np.zeros_like(x) # 2^n <= R-L for _ in range(20): x >>= 1 n[x > 0] += 1 x = sp[n, L] y = sp[n, R - (1 << n) + 1] return np.where(tour_d[x] < tour_d[y], tour_arr[x], tour_arr[y]) # %% XY = LCA(X, Y) XZ = LCA(X, Z) YZ = LCA(Z, Y) # %% A = np.array(weight) answer = A[X] + A[Y] + A[Z] - A[XY] - A[XZ] - A[YZ] print('\n'.join(answer.astype(str)))