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White Falcon And Tree Problem
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# TODO: this program too slow, got be some nice solution. :( | |
# some graph related knownledge | |
def f(node, x): | |
return node[0] * x + node[1] | |
paths = {} | |
def cache(fn): | |
def _(u, v, *args, **kwargs): | |
key = '%d->%d' % (u, v) | |
if key not in paths: | |
t, val = fn(u, v, *args, **kwargs) | |
paths[key] = (t, val) | |
paths['%d-%d' % (v, u)] = (t, val[::-1]) | |
return paths[key] | |
return _ | |
def bfs(graph, start, goal): | |
stack = [(start, [start])] | |
while stack: | |
vertex, path = stack.pop(0) | |
for v in (graph[vertex] - set(path)): | |
if v == goal: | |
return path + [v] | |
stack.append((v, path + [v])) | |
@cache | |
def get_paths(u, v, paths, parent=None, stack=None): | |
if stack is None: stack = [] | |
stack.append(u) | |
if u == v: | |
return True, stack | |
for c in paths[u]: | |
if c == parent: continue | |
t, stack = get_paths(c, v, paths, parent=u, stack=stack) | |
if t: return True, stack | |
stack.pop() | |
return False, stack | |
def calc(nodes, path, x): | |
while path: | |
x = f(nodes[path.pop(0) - 1], x) | |
return x % M | |
M = 10**9 + 7 | |
N = int(raw_input()) | |
nodes = [map(int, raw_input().split()) for i in xrange(N)] | |
paths = {} | |
for i in xrange(N-1): | |
k, v = map(int, raw_input().split()) | |
if k not in paths: | |
paths[k] = set() | |
if v not in paths: | |
paths[v] = set() | |
paths[k].add(v) | |
paths[v].add(k) | |
Q = int(raw_input()) | |
for i in xrange(Q): | |
query = map(int, raw_input().split()) | |
if query[0] == 1: | |
u, v, a, b = query[1:] | |
path = bfs(paths, u, v) | |
for idx in path: | |
nodes[idx-1] = [a, b] | |
elif query[0] == 2: | |
u, v, x = query[1:] | |
path = bfs(paths, u, v) | |
print(calc(nodes, path, x)) |
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