ACM ICPC::Regional Warmup 1 (Easy version) + Algunos cambios en el manual
[andmenj-acm.git] / 705 - Slash maze / 705.cpp
blob1acea4e61e1bd53a768157defd064091ecc67da6
1 #include <algorithm>
2 #include <iostream>
3 #include <map>
4 #include <vector>
5 #include <set>
7 using namespace std;
9 typedef pair<int, int> node;
10 typedef map<node, set<node> > graph;
12 int longest;
13 int qty;
15 graph g;
17 map<node, int> d;
19 void dfs(const node &u){
20 set<node> &vecinos = g[u];
21 for (set<node>::iterator i = vecinos.begin(); i != vecinos.end(); ++i){
22 if (d.count(*i)){
23 if (d[*i] + 1 < d[u]){
24 printf("Cycle from (%d, %d) to (%d, %d)\n", i->first, i->second, u.first, u.second);
25 qty++;
26 longest = max(longest, d[u] - d[*i] + 1);
28 }else{
29 d[*i] = d[u] + 1;
30 dfs(*i);
35 int main(){
36 int w,h;
37 int mazeNo = 1;
38 while (cin >> w >> h && w && h){
39 g.clear();
40 d.clear();
42 longest = -1;
43 qty = 0;
45 for (int i=0; i<w; ++i){
46 for (int j=0; j<h; ++j){
48 g[node(2*i, j)].insert(node(2*i-1, j));
49 g[node(2*i-1, j)].insert(node(2*i, j));
51 g[node(2*i+1, j)].insert(node(2*i+2, j));
52 g[node(2*i+2, j)].insert(node(2*i+1, j));
55 char c;
56 cin >> c;
57 if (c == '\\'){
59 g[node(2*i, j)].insert(node(2*i, j+1));
60 g[node(2*i, j+1)].insert(node(2*i, j));
63 g[node(2*i+1, j)].insert(node(2*i+1, j-1));
64 g[node(2*i+1, j-1)].insert(node(2*i+1, j));
67 }else if (c == '/'){
68 g[node(2*i,j)].insert(node(2*i, j-1));
69 g[node(2*i,j-1)].insert(node(2*i, j));
72 g[node(2*i+1,j)].insert(node(2*i+1, j+1));
73 g[node(2*i+1,j+1)].insert(node(2*i+1, j));
76 }else{
77 cerr << "Unrecognized char in input" << endl;
82 /*for (map<node, set<node> >::iterator i = g.begin(); i != g.end(); ++i){
83 printf("Vecinos de (%d, %d):\n", i->first.first, i->first.second);
84 set<node> v = i->second;
85 for (set<node>::iterator j = v.begin(); j != v.end(); ++j){
86 printf("(%d, %d) ", j->first, j->second);
88 cout << endl;
89 }*/
91 for (map<node, set<node> >::iterator i = g.begin(); i != g.end(); ++i){
92 if (d.count(i->first) == 0){
93 d[i->first] = 0;
94 dfs(i->first);
98 printf("Maze #%d:\n", mazeNo++);
99 if (qty == 0){
100 printf("There are no cycles.\n");
101 }else{
102 printf("%d Cycles; the longest has length %d\n", qty, longest);
104 printf("\n");
109 return 0;