# | Submission time | Handle | Problem | Language | Result | Execution time | Memory |
---|---|---|---|---|---|---|---|
51013 | 2018-06-15T15:21:28 Z | FLDutchman | Simurgh (IOI17_simurgh) | C++14 | 318 ms | 30336 KB |
#include "simurgh.h" #include <bits/stdc++.h> using namespace std; #define FOR(i, l, r) for(int i = l; i < r; i++) #define pb push_back #define fst first #define snd second typedef vector<int> vi; typedef pair<int, int> ii; typedef vector<ii> vii; vi isGolden; // -1 = unknown; 0 = false; 1 = true vi par, parEdge, height; //Parent in dfs tree vi tree; // set of edges vi adj[510]; vi adjidx[510]; vii edges; //Edges: sorted by heigth in tree void buildTree(int n){ FOR(i, 0, adj[n].size()){ int k = adj[n][i]; if(height[k] == -1){ par[k] = n; parEdge[k] = adjidx[n][i]; tree.pb(parEdge[k]); height[k] = height[n]+1; buildTree(k); } } } int queryReplacement(int a, int b){ FOR(i, 0, tree.size()){ if(tree[i] == a) { tree[i] = b; int k = count_common_roads(tree); tree[i] = a; return k; } } } void detTree(){ int treecnt = count_common_roads(tree); FOR(i, 0, edges.size()){ auto e = edges[i]; if(par[e.fst] == e.snd) continue; int n = e.fst; bool allDet = true, allUndet = true; int p = 0; while(n != e.snd){ if(isGolden[parEdge[n]] == -1) allDet = false; if(isGolden[parEdge[n]] != -1) { p = parEdge[n]; allUndet = false; } n = par[n]; } if(allDet) { continue; } n = e.fst; if(allUndet){ bool dec = false, inc = false; while(n != e.snd){ int q = queryReplacement(parEdge[n], i); if(q < treecnt) {dec = true; isGolden[parEdge[n]] = 1;} if(q > treecnt) {inc = true; isGolden[parEdge[n]] = 0;} n = par[n]; } n = e.fst; if(inc) while(n != e.snd) {if(isGolden[parEdge[n]] == -1) isGolden[parEdge[n]] = 1; n = par[n];} else if(dec) while(n != e.snd) {if(isGolden[parEdge[n]] == -1) isGolden[parEdge[n]] = 0; n = par[n];} else while(n != e.snd) {isGolden[parEdge[n]] = 0; n = par[n];} } else { int k = queryReplacement(p, i); int v = k - treecnt + isGolden[p]; while(n != e.snd){ if(isGolden[parEdge[n]] == -1){ int t = queryReplacement(parEdge[n], i); isGolden[parEdge[n]] = treecnt + v - t; } n = par[n]; } } } for(int e : tree){ if(isGolden[e] == -1) isGolden[e] = 1; } } vi ufp; int find(int a) {return ufp[a] = ufp[a] == a ? a : find(ufp[a]);} void comb(int a, int b) {ufp[find(a)] = ufp[find(b)];} int queryForest(vi forest){ ufp.clear(); FOR(i, 0, tree.size()+1) ufp.pb(i); for(int e : forest){ comb(edges[e].fst, edges[e].snd); } int treeVal = 0; for(int e : tree){ if(find(edges[e].fst) != find(edges[e].snd)){ treeVal += isGolden[e]; forest.pb(e); comb(edges[e].fst, edges[e].snd); } } return count_common_roads(forest) - treeVal; } int queryInterval(int n, int lb, int rb){ vi forest; FOR(i, lb, rb){ if(isGolden[adjidx[n][i]] != 1) forest.pb(adjidx[n][i]); } return queryForest(forest); } vi find_roads(int n, vi u, vi v) { par.assign(n, -1); parEdge.assign(n, -1); height.assign(n, -1); isGolden.assign(u.size(), -1); FOR(i, 0, u.size()) { adj[u[i]].pb(v[i]); adj[v[i]].pb(u[i]); adjidx[u[i]].pb(i); adjidx[v[i]].pb(i); } par[0] = height[0] = 0; parEdge[0] = -1; buildTree(0); FOR(i, 0, u.size()) { if(height[u[i]] > height[v[i]]) edges.pb({u[i], v[i]}); else edges.pb({v[i], u[i]}); } detTree(); queue<int> q; vi outCount; FOR(i, 0, tree.size()+1){ outCount.pb(queryInterval(i, 0, adj[i].size())); if(outCount[i] == 1) q.push(i); } int c = 0; while(!q.empty()){ int k = q.front(); q.pop(); if(outCount[k] == 0) continue; int lb = 0, rb = adj[k].size(); while(lb+1 != rb){ int mb = (lb+rb)/2; if(queryInterval(k, lb, mb)) rb = mb; else lb = mb; } isGolden[adjidx[k][lb]] = 1; outCount[adj[k][lb]] --; outCount[k]--; if(outCount[adj[k][lb]] == 1) { q.push(adj[k][lb]);} } vi t; FOR(i, 0, isGolden.size()){ if(isGolden[i] == 1) t.pb(i); } return t; }
Compilation message
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 2 ms | 376 KB | correct |
2 | Correct | 2 ms | 376 KB | correct |
3 | Correct | 2 ms | 428 KB | correct |
4 | Correct | 2 ms | 536 KB | correct |
5 | Correct | 2 ms | 580 KB | correct |
6 | Correct | 2 ms | 580 KB | correct |
7 | Correct | 2 ms | 616 KB | correct |
8 | Correct | 2 ms | 616 KB | correct |
9 | Correct | 2 ms | 616 KB | correct |
10 | Correct | 2 ms | 616 KB | correct |
11 | Correct | 2 ms | 616 KB | correct |
12 | Correct | 2 ms | 616 KB | correct |
13 | Correct | 2 ms | 616 KB | correct |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 2 ms | 376 KB | correct |
2 | Correct | 2 ms | 376 KB | correct |
3 | Correct | 2 ms | 428 KB | correct |
4 | Correct | 2 ms | 536 KB | correct |
5 | Correct | 2 ms | 580 KB | correct |
6 | Correct | 2 ms | 580 KB | correct |
7 | Correct | 2 ms | 616 KB | correct |
8 | Correct | 2 ms | 616 KB | correct |
9 | Correct | 2 ms | 616 KB | correct |
10 | Correct | 2 ms | 616 KB | correct |
11 | Correct | 2 ms | 616 KB | correct |
12 | Correct | 2 ms | 616 KB | correct |
13 | Correct | 2 ms | 616 KB | correct |
14 | Correct | 4 ms | 736 KB | correct |
15 | Correct | 4 ms | 736 KB | correct |
16 | Correct | 4 ms | 736 KB | correct |
17 | Correct | 4 ms | 736 KB | correct |
18 | Correct | 3 ms | 736 KB | correct |
19 | Correct | 4 ms | 736 KB | correct |
20 | Correct | 3 ms | 736 KB | correct |
21 | Correct | 4 ms | 736 KB | correct |
22 | Correct | 3 ms | 736 KB | correct |
23 | Correct | 3 ms | 736 KB | correct |
24 | Correct | 3 ms | 736 KB | correct |
25 | Correct | 3 ms | 736 KB | correct |
26 | Correct | 3 ms | 736 KB | correct |
27 | Correct | 3 ms | 736 KB | correct |
28 | Correct | 3 ms | 736 KB | correct |
29 | Correct | 3 ms | 736 KB | correct |
30 | Correct | 3 ms | 736 KB | correct |
31 | Correct | 3 ms | 736 KB | correct |
32 | Correct | 4 ms | 736 KB | correct |
33 | Correct | 3 ms | 736 KB | correct |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 2 ms | 376 KB | correct |
2 | Correct | 2 ms | 376 KB | correct |
3 | Correct | 2 ms | 428 KB | correct |
4 | Correct | 2 ms | 536 KB | correct |
5 | Correct | 2 ms | 580 KB | correct |
6 | Correct | 2 ms | 580 KB | correct |
7 | Correct | 2 ms | 616 KB | correct |
8 | Correct | 2 ms | 616 KB | correct |
9 | Correct | 2 ms | 616 KB | correct |
10 | Correct | 2 ms | 616 KB | correct |
11 | Correct | 2 ms | 616 KB | correct |
12 | Correct | 2 ms | 616 KB | correct |
13 | Correct | 2 ms | 616 KB | correct |
14 | Correct | 4 ms | 736 KB | correct |
15 | Correct | 4 ms | 736 KB | correct |
16 | Correct | 4 ms | 736 KB | correct |
17 | Correct | 4 ms | 736 KB | correct |
18 | Correct | 3 ms | 736 KB | correct |
19 | Correct | 4 ms | 736 KB | correct |
20 | Correct | 3 ms | 736 KB | correct |
21 | Correct | 4 ms | 736 KB | correct |
22 | Correct | 3 ms | 736 KB | correct |
23 | Correct | 3 ms | 736 KB | correct |
24 | Correct | 3 ms | 736 KB | correct |
25 | Correct | 3 ms | 736 KB | correct |
26 | Correct | 3 ms | 736 KB | correct |
27 | Correct | 3 ms | 736 KB | correct |
28 | Correct | 3 ms | 736 KB | correct |
29 | Correct | 3 ms | 736 KB | correct |
30 | Correct | 3 ms | 736 KB | correct |
31 | Correct | 3 ms | 736 KB | correct |
32 | Correct | 4 ms | 736 KB | correct |
33 | Correct | 3 ms | 736 KB | correct |
34 | Correct | 58 ms | 2020 KB | correct |
35 | Correct | 48 ms | 2232 KB | correct |
36 | Correct | 38 ms | 2232 KB | correct |
37 | Correct | 12 ms | 2232 KB | correct |
38 | Correct | 46 ms | 2684 KB | correct |
39 | Correct | 43 ms | 2804 KB | correct |
40 | Correct | 38 ms | 2848 KB | correct |
41 | Correct | 46 ms | 3276 KB | correct |
42 | Correct | 49 ms | 3444 KB | correct |
43 | Correct | 21 ms | 3444 KB | correct |
44 | Correct | 21 ms | 3444 KB | correct |
45 | Correct | 20 ms | 3444 KB | correct |
46 | Correct | 19 ms | 3444 KB | correct |
47 | Correct | 13 ms | 3444 KB | correct |
48 | Correct | 6 ms | 3444 KB | correct |
49 | Correct | 9 ms | 3444 KB | correct |
50 | Correct | 16 ms | 3444 KB | correct |
51 | Correct | 21 ms | 3444 KB | correct |
52 | Correct | 19 ms | 3444 KB | correct |
53 | Correct | 17 ms | 3444 KB | correct |
54 | Correct | 22 ms | 3744 KB | correct |
55 | Correct | 21 ms | 3744 KB | correct |
56 | Correct | 21 ms | 3892 KB | correct |
57 | Correct | 20 ms | 4076 KB | correct |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 2 ms | 4076 KB | correct |
2 | Correct | 2 ms | 4076 KB | correct |
3 | Correct | 207 ms | 7668 KB | correct |
4 | Correct | 287 ms | 10064 KB | correct |
5 | Correct | 257 ms | 10992 KB | correct |
6 | Correct | 318 ms | 11792 KB | correct |
7 | Correct | 289 ms | 12756 KB | correct |
8 | Correct | 300 ms | 13712 KB | correct |
9 | Correct | 309 ms | 14624 KB | correct |
10 | Correct | 307 ms | 15500 KB | correct |
11 | Correct | 294 ms | 16476 KB | correct |
12 | Correct | 260 ms | 17400 KB | correct |
13 | Correct | 2 ms | 17400 KB | correct |
14 | Correct | 292 ms | 18320 KB | correct |
15 | Correct | 254 ms | 19276 KB | correct |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 2 ms | 376 KB | correct |
2 | Correct | 2 ms | 376 KB | correct |
3 | Correct | 2 ms | 428 KB | correct |
4 | Correct | 2 ms | 536 KB | correct |
5 | Correct | 2 ms | 580 KB | correct |
6 | Correct | 2 ms | 580 KB | correct |
7 | Correct | 2 ms | 616 KB | correct |
8 | Correct | 2 ms | 616 KB | correct |
9 | Correct | 2 ms | 616 KB | correct |
10 | Correct | 2 ms | 616 KB | correct |
11 | Correct | 2 ms | 616 KB | correct |
12 | Correct | 2 ms | 616 KB | correct |
13 | Correct | 2 ms | 616 KB | correct |
14 | Correct | 4 ms | 736 KB | correct |
15 | Correct | 4 ms | 736 KB | correct |
16 | Correct | 4 ms | 736 KB | correct |
17 | Correct | 4 ms | 736 KB | correct |
18 | Correct | 3 ms | 736 KB | correct |
19 | Correct | 4 ms | 736 KB | correct |
20 | Correct | 3 ms | 736 KB | correct |
21 | Correct | 4 ms | 736 KB | correct |
22 | Correct | 3 ms | 736 KB | correct |
23 | Correct | 3 ms | 736 KB | correct |
24 | Correct | 3 ms | 736 KB | correct |
25 | Correct | 3 ms | 736 KB | correct |
26 | Correct | 3 ms | 736 KB | correct |
27 | Correct | 3 ms | 736 KB | correct |
28 | Correct | 3 ms | 736 KB | correct |
29 | Correct | 3 ms | 736 KB | correct |
30 | Correct | 3 ms | 736 KB | correct |
31 | Correct | 3 ms | 736 KB | correct |
32 | Correct | 4 ms | 736 KB | correct |
33 | Correct | 3 ms | 736 KB | correct |
34 | Correct | 58 ms | 2020 KB | correct |
35 | Correct | 48 ms | 2232 KB | correct |
36 | Correct | 38 ms | 2232 KB | correct |
37 | Correct | 12 ms | 2232 KB | correct |
38 | Correct | 46 ms | 2684 KB | correct |
39 | Correct | 43 ms | 2804 KB | correct |
40 | Correct | 38 ms | 2848 KB | correct |
41 | Correct | 46 ms | 3276 KB | correct |
42 | Correct | 49 ms | 3444 KB | correct |
43 | Correct | 21 ms | 3444 KB | correct |
44 | Correct | 21 ms | 3444 KB | correct |
45 | Correct | 20 ms | 3444 KB | correct |
46 | Correct | 19 ms | 3444 KB | correct |
47 | Correct | 13 ms | 3444 KB | correct |
48 | Correct | 6 ms | 3444 KB | correct |
49 | Correct | 9 ms | 3444 KB | correct |
50 | Correct | 16 ms | 3444 KB | correct |
51 | Correct | 21 ms | 3444 KB | correct |
52 | Correct | 19 ms | 3444 KB | correct |
53 | Correct | 17 ms | 3444 KB | correct |
54 | Correct | 22 ms | 3744 KB | correct |
55 | Correct | 21 ms | 3744 KB | correct |
56 | Correct | 21 ms | 3892 KB | correct |
57 | Correct | 20 ms | 4076 KB | correct |
58 | Correct | 2 ms | 4076 KB | correct |
59 | Correct | 2 ms | 4076 KB | correct |
60 | Correct | 207 ms | 7668 KB | correct |
61 | Correct | 287 ms | 10064 KB | correct |
62 | Correct | 257 ms | 10992 KB | correct |
63 | Correct | 318 ms | 11792 KB | correct |
64 | Correct | 289 ms | 12756 KB | correct |
65 | Correct | 300 ms | 13712 KB | correct |
66 | Correct | 309 ms | 14624 KB | correct |
67 | Correct | 307 ms | 15500 KB | correct |
68 | Correct | 294 ms | 16476 KB | correct |
69 | Correct | 260 ms | 17400 KB | correct |
70 | Correct | 2 ms | 17400 KB | correct |
71 | Correct | 292 ms | 18320 KB | correct |
72 | Correct | 254 ms | 19276 KB | correct |
73 | Correct | 2 ms | 19276 KB | correct |
74 | Correct | 246 ms | 20180 KB | correct |
75 | Correct | 278 ms | 21024 KB | correct |
76 | Correct | 112 ms | 21024 KB | correct |
77 | Correct | 274 ms | 22312 KB | correct |
78 | Correct | 250 ms | 23308 KB | correct |
79 | Correct | 272 ms | 24232 KB | correct |
80 | Correct | 255 ms | 25028 KB | correct |
81 | Correct | 225 ms | 25412 KB | correct |
82 | Correct | 241 ms | 26684 KB | correct |
83 | Correct | 171 ms | 26684 KB | correct |
84 | Correct | 107 ms | 26684 KB | correct |
85 | Correct | 102 ms | 26684 KB | correct |
86 | Correct | 74 ms | 26684 KB | correct |
87 | Correct | 66 ms | 26684 KB | correct |
88 | Correct | 60 ms | 26684 KB | correct |
89 | Correct | 56 ms | 26684 KB | correct |
90 | Correct | 53 ms | 26684 KB | correct |
91 | Correct | 27 ms | 26684 KB | correct |
92 | Correct | 19 ms | 26684 KB | correct |
93 | Correct | 129 ms | 27740 KB | correct |
94 | Correct | 76 ms | 27740 KB | correct |
95 | Correct | 74 ms | 27740 KB | correct |
96 | Correct | 61 ms | 27740 KB | correct |
97 | Correct | 61 ms | 27740 KB | correct |
98 | Correct | 62 ms | 27740 KB | correct |
99 | Correct | 54 ms | 27740 KB | correct |
100 | Correct | 34 ms | 27740 KB | correct |
101 | Correct | 21 ms | 27740 KB | correct |
102 | Correct | 102 ms | 28940 KB | correct |
103 | Correct | 103 ms | 29544 KB | correct |
104 | Correct | 103 ms | 29872 KB | correct |
105 | Correct | 100 ms | 30336 KB | correct |