# | Submission time | Handle | Problem | Language | Result | Execution time | Memory |
---|---|---|---|---|---|---|---|
89637 | 2018-12-17T17:25:26 Z | Vardanyan | Birthday gift (IZhO18_treearray) | C++14 | 1693 ms | 99800 KB |
#include <bits/stdc++.h> using namespace std; const int N = 2*1000*100+5; int a[N]; vector<int> g[N]; int colour[N]; int par[N]; int dp[N][20]; int depth[N]; void kaxel(int v,int dep = 0,int p = -1){ par[v] = p; dp[v][0] = p; depth[v] = dep; for(int i = 0;i<g[v].size();i++){ int to = g[v][i]; if(to == p) continue; kaxel(to,dep+1,v); } } int lca(int a,int b){ if(depth[a]<depth[b]) swap(a,b); if(a == b) return a; int dif = depth[a]-depth[b]; for(int i = 19;i>=0;i--){ if((dif>>i)&1) a = dp[a][i]; } // cout<<a<<" "<<b<<endl; if(a == b) return a; for(int i = 19;i>=0;i--){ if(dp[a][i] == -1 || dp[b][i] == -1) continue; if(dp[a][i] == dp[b][i]) continue; a = dp[a][i]; b = dp[b][i]; } if(a == b) return a; a = dp[a][0]; return a; } set<int> ANS[N]; set<int> A[N]; int main(){ int n,m,q; scanf("%d%d%d",&n,&m,&q); for(int i = 1;i<=n-1;i++){ int x,y; scanf("%d%d",&x,&y); g[x].push_back(y); g[y].push_back(x); } memset(dp,-1,sizeof dp); kaxel(1); for(int j = 1;j<=19;j++){ for(int i = 1;i<=n;i++){ if(dp[i][j-1] == -1) dp[i][j] = -1; else dp[i][j] = dp[dp[i][j-1]][j-1]; } } /*int x,y; while(cin>>x>>y){ cout<<lca(x,y)<<endl; }*/ /*for(int i = 1;i<=n;i++){ for(int j = 0;j<=4;j++){ cout<<dp[i][j]<<" "; } cout<<endl; }*/ for(int i = 1;i<=m;i++) scanf("%d",&a[i]); for(int i = 1;i<=m;i++){ A[a[i]].insert(i); if(i == m) continue; ANS[lca(a[i],a[i+1])].insert(i); } while(q--){ int tp; scanf("%d",&tp); if(tp == 1){ int pos,val; scanf("%d%d",&pos,&val); int now = a[pos]; A[a[pos]].erase(pos); if(pos>1){ ANS[lca(a[pos],a[pos-1])].erase(pos-1); } if(pos<m){ ANS[lca(a[pos],a[pos+1])].erase(pos); } a[pos] = val; A[val].insert(pos); if(pos-1>0) ANS[lca(a[pos],a[pos-1])].insert(pos-1); if(pos+1<=m) ANS[lca(a[pos],a[pos+1])].insert(pos); } else{ int l,r,v; scanf("%d%d%d",&l,&r,&v); multiset<int>::iterator it = ANS[v].lower_bound(l); multiset<int>::iterator it1 = A[v].lower_bound(l); if(it1!=A[v].end()){ int pos = *it1; if(pos<=r){ printf("%d %d\n",pos,pos); continue; } } if(it == ANS[v].end()){ printf("-1 -1\n"); continue; } int pos = *it; if(pos>=r){ printf("-1 -1\n"); continue; } printf("%d %d\n",pos,pos+1); } } return 0; }
Compilation message
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 33 ms | 39544 KB | n=5 |
2 | Correct | 34 ms | 39660 KB | n=100 |
3 | Correct | 34 ms | 39660 KB | n=100 |
4 | Correct | 35 ms | 39660 KB | n=100 |
5 | Correct | 39 ms | 39764 KB | n=100 |
6 | Correct | 41 ms | 39764 KB | n=100 |
7 | Correct | 39 ms | 39764 KB | n=100 |
8 | Correct | 34 ms | 39764 KB | n=100 |
9 | Correct | 34 ms | 39764 KB | n=100 |
10 | Correct | 34 ms | 39764 KB | n=100 |
11 | Correct | 34 ms | 39764 KB | n=100 |
12 | Correct | 35 ms | 39764 KB | n=100 |
13 | Correct | 34 ms | 39764 KB | n=100 |
14 | Correct | 41 ms | 39764 KB | n=100 |
15 | Correct | 40 ms | 39764 KB | n=100 |
16 | Correct | 39 ms | 39764 KB | n=100 |
17 | Correct | 40 ms | 39764 KB | n=100 |
18 | Correct | 40 ms | 39764 KB | n=100 |
19 | Correct | 36 ms | 39764 KB | n=100 |
20 | Correct | 34 ms | 39764 KB | n=100 |
21 | Correct | 34 ms | 39764 KB | n=100 |
22 | Correct | 39 ms | 39764 KB | n=100 |
23 | Correct | 39 ms | 39764 KB | n=100 |
24 | Correct | 41 ms | 39764 KB | n=100 |
25 | Correct | 39 ms | 39764 KB | n=100 |
26 | Correct | 39 ms | 39764 KB | n=12 |
27 | Correct | 39 ms | 39764 KB | n=100 |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 33 ms | 39544 KB | n=5 |
2 | Correct | 34 ms | 39660 KB | n=100 |
3 | Correct | 34 ms | 39660 KB | n=100 |
4 | Correct | 35 ms | 39660 KB | n=100 |
5 | Correct | 39 ms | 39764 KB | n=100 |
6 | Correct | 41 ms | 39764 KB | n=100 |
7 | Correct | 39 ms | 39764 KB | n=100 |
8 | Correct | 34 ms | 39764 KB | n=100 |
9 | Correct | 34 ms | 39764 KB | n=100 |
10 | Correct | 34 ms | 39764 KB | n=100 |
11 | Correct | 34 ms | 39764 KB | n=100 |
12 | Correct | 35 ms | 39764 KB | n=100 |
13 | Correct | 34 ms | 39764 KB | n=100 |
14 | Correct | 41 ms | 39764 KB | n=100 |
15 | Correct | 40 ms | 39764 KB | n=100 |
16 | Correct | 39 ms | 39764 KB | n=100 |
17 | Correct | 40 ms | 39764 KB | n=100 |
18 | Correct | 40 ms | 39764 KB | n=100 |
19 | Correct | 36 ms | 39764 KB | n=100 |
20 | Correct | 34 ms | 39764 KB | n=100 |
21 | Correct | 34 ms | 39764 KB | n=100 |
22 | Correct | 39 ms | 39764 KB | n=100 |
23 | Correct | 39 ms | 39764 KB | n=100 |
24 | Correct | 41 ms | 39764 KB | n=100 |
25 | Correct | 39 ms | 39764 KB | n=100 |
26 | Correct | 39 ms | 39764 KB | n=12 |
27 | Correct | 39 ms | 39764 KB | n=100 |
28 | Correct | 41 ms | 39804 KB | n=500 |
29 | Correct | 41 ms | 39804 KB | n=500 |
30 | Correct | 44 ms | 39804 KB | n=500 |
31 | Correct | 39 ms | 39804 KB | n=500 |
32 | Correct | 40 ms | 39804 KB | n=500 |
33 | Correct | 40 ms | 39804 KB | n=500 |
34 | Correct | 40 ms | 39888 KB | n=500 |
35 | Correct | 39 ms | 39888 KB | n=500 |
36 | Correct | 41 ms | 39888 KB | n=500 |
37 | Correct | 41 ms | 39888 KB | n=500 |
38 | Correct | 41 ms | 39888 KB | n=500 |
39 | Correct | 40 ms | 39888 KB | n=500 |
40 | Correct | 39 ms | 39888 KB | n=500 |
41 | Correct | 39 ms | 39888 KB | n=500 |
42 | Correct | 40 ms | 39888 KB | n=500 |
43 | Correct | 40 ms | 39888 KB | n=500 |
44 | Correct | 40 ms | 39916 KB | n=500 |
45 | Correct | 40 ms | 39916 KB | n=500 |
46 | Correct | 40 ms | 39916 KB | n=500 |
47 | Correct | 40 ms | 39916 KB | n=500 |
48 | Correct | 40 ms | 39916 KB | n=500 |
49 | Correct | 40 ms | 39916 KB | n=500 |
50 | Correct | 41 ms | 39916 KB | n=500 |
51 | Correct | 41 ms | 39916 KB | n=500 |
52 | Correct | 41 ms | 39916 KB | n=500 |
53 | Correct | 40 ms | 39916 KB | n=500 |
54 | Correct | 41 ms | 39916 KB | n=500 |
55 | Correct | 40 ms | 39916 KB | n=278 |
56 | Correct | 41 ms | 39916 KB | n=500 |
57 | Correct | 40 ms | 39916 KB | n=500 |
58 | Correct | 40 ms | 39916 KB | n=500 |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 33 ms | 39544 KB | n=5 |
2 | Correct | 34 ms | 39660 KB | n=100 |
3 | Correct | 34 ms | 39660 KB | n=100 |
4 | Correct | 35 ms | 39660 KB | n=100 |
5 | Correct | 39 ms | 39764 KB | n=100 |
6 | Correct | 41 ms | 39764 KB | n=100 |
7 | Correct | 39 ms | 39764 KB | n=100 |
8 | Correct | 34 ms | 39764 KB | n=100 |
9 | Correct | 34 ms | 39764 KB | n=100 |
10 | Correct | 34 ms | 39764 KB | n=100 |
11 | Correct | 34 ms | 39764 KB | n=100 |
12 | Correct | 35 ms | 39764 KB | n=100 |
13 | Correct | 34 ms | 39764 KB | n=100 |
14 | Correct | 41 ms | 39764 KB | n=100 |
15 | Correct | 40 ms | 39764 KB | n=100 |
16 | Correct | 39 ms | 39764 KB | n=100 |
17 | Correct | 40 ms | 39764 KB | n=100 |
18 | Correct | 40 ms | 39764 KB | n=100 |
19 | Correct | 36 ms | 39764 KB | n=100 |
20 | Correct | 34 ms | 39764 KB | n=100 |
21 | Correct | 34 ms | 39764 KB | n=100 |
22 | Correct | 39 ms | 39764 KB | n=100 |
23 | Correct | 39 ms | 39764 KB | n=100 |
24 | Correct | 41 ms | 39764 KB | n=100 |
25 | Correct | 39 ms | 39764 KB | n=100 |
26 | Correct | 39 ms | 39764 KB | n=12 |
27 | Correct | 39 ms | 39764 KB | n=100 |
28 | Correct | 41 ms | 39804 KB | n=500 |
29 | Correct | 41 ms | 39804 KB | n=500 |
30 | Correct | 44 ms | 39804 KB | n=500 |
31 | Correct | 39 ms | 39804 KB | n=500 |
32 | Correct | 40 ms | 39804 KB | n=500 |
33 | Correct | 40 ms | 39804 KB | n=500 |
34 | Correct | 40 ms | 39888 KB | n=500 |
35 | Correct | 39 ms | 39888 KB | n=500 |
36 | Correct | 41 ms | 39888 KB | n=500 |
37 | Correct | 41 ms | 39888 KB | n=500 |
38 | Correct | 41 ms | 39888 KB | n=500 |
39 | Correct | 40 ms | 39888 KB | n=500 |
40 | Correct | 39 ms | 39888 KB | n=500 |
41 | Correct | 39 ms | 39888 KB | n=500 |
42 | Correct | 40 ms | 39888 KB | n=500 |
43 | Correct | 40 ms | 39888 KB | n=500 |
44 | Correct | 40 ms | 39916 KB | n=500 |
45 | Correct | 40 ms | 39916 KB | n=500 |
46 | Correct | 40 ms | 39916 KB | n=500 |
47 | Correct | 40 ms | 39916 KB | n=500 |
48 | Correct | 40 ms | 39916 KB | n=500 |
49 | Correct | 40 ms | 39916 KB | n=500 |
50 | Correct | 41 ms | 39916 KB | n=500 |
51 | Correct | 41 ms | 39916 KB | n=500 |
52 | Correct | 41 ms | 39916 KB | n=500 |
53 | Correct | 40 ms | 39916 KB | n=500 |
54 | Correct | 41 ms | 39916 KB | n=500 |
55 | Correct | 40 ms | 39916 KB | n=278 |
56 | Correct | 41 ms | 39916 KB | n=500 |
57 | Correct | 40 ms | 39916 KB | n=500 |
58 | Correct | 40 ms | 39916 KB | n=500 |
59 | Correct | 43 ms | 40044 KB | n=2000 |
60 | Correct | 43 ms | 40044 KB | n=2000 |
61 | Correct | 44 ms | 40060 KB | n=2000 |
62 | Correct | 44 ms | 40128 KB | n=2000 |
63 | Correct | 39 ms | 40128 KB | n=2000 |
64 | Correct | 45 ms | 40128 KB | n=2000 |
65 | Correct | 44 ms | 40128 KB | n=2000 |
66 | Correct | 37 ms | 40244 KB | n=2000 |
67 | Correct | 40 ms | 40244 KB | n=2000 |
68 | Correct | 39 ms | 40244 KB | n=2000 |
69 | Correct | 43 ms | 40244 KB | n=2000 |
70 | Correct | 44 ms | 40244 KB | n=2000 |
71 | Correct | 44 ms | 40244 KB | n=2000 |
72 | Correct | 43 ms | 40244 KB | n=2000 |
73 | Correct | 44 ms | 40244 KB | n=2000 |
74 | Correct | 44 ms | 40244 KB | n=1844 |
75 | Correct | 42 ms | 40244 KB | n=2000 |
76 | Correct | 44 ms | 40244 KB | n=2000 |
77 | Correct | 44 ms | 40244 KB | n=2000 |
78 | Correct | 39 ms | 40244 KB | n=2000 |
79 | Correct | 39 ms | 40244 KB | n=2000 |
80 | Correct | 38 ms | 40244 KB | n=2000 |
81 | Correct | 38 ms | 40244 KB | n=2000 |
82 | Correct | 38 ms | 40244 KB | n=2000 |
83 | Correct | 39 ms | 40244 KB | n=2000 |
84 | Correct | 38 ms | 40244 KB | n=2000 |
85 | Correct | 47 ms | 40244 KB | n=2000 |
86 | Correct | 38 ms | 40244 KB | n=2000 |
87 | Correct | 38 ms | 40244 KB | n=2000 |
88 | Correct | 43 ms | 40244 KB | n=2000 |
89 | Correct | 45 ms | 40244 KB | n=2000 |
90 | Correct | 43 ms | 40244 KB | n=2000 |
91 | Correct | 43 ms | 40244 KB | n=2000 |
# | Verdict | Execution time | Memory | Grader output |
---|---|---|---|---|
1 | Correct | 33 ms | 39544 KB | n=5 |
2 | Correct | 34 ms | 39660 KB | n=100 |
3 | Correct | 34 ms | 39660 KB | n=100 |
4 | Correct | 35 ms | 39660 KB | n=100 |
5 | Correct | 39 ms | 39764 KB | n=100 |
6 | Correct | 41 ms | 39764 KB | n=100 |
7 | Correct | 39 ms | 39764 KB | n=100 |
8 | Correct | 34 ms | 39764 KB | n=100 |
9 | Correct | 34 ms | 39764 KB | n=100 |
10 | Correct | 34 ms | 39764 KB | n=100 |
11 | Correct | 34 ms | 39764 KB | n=100 |
12 | Correct | 35 ms | 39764 KB | n=100 |
13 | Correct | 34 ms | 39764 KB | n=100 |
14 | Correct | 41 ms | 39764 KB | n=100 |
15 | Correct | 40 ms | 39764 KB | n=100 |
16 | Correct | 39 ms | 39764 KB | n=100 |
17 | Correct | 40 ms | 39764 KB | n=100 |
18 | Correct | 40 ms | 39764 KB | n=100 |
19 | Correct | 36 ms | 39764 KB | n=100 |
20 | Correct | 34 ms | 39764 KB | n=100 |
21 | Correct | 34 ms | 39764 KB | n=100 |
22 | Correct | 39 ms | 39764 KB | n=100 |
23 | Correct | 39 ms | 39764 KB | n=100 |
24 | Correct | 41 ms | 39764 KB | n=100 |
25 | Correct | 39 ms | 39764 KB | n=100 |
26 | Correct | 39 ms | 39764 KB | n=12 |
27 | Correct | 39 ms | 39764 KB | n=100 |
28 | Correct | 41 ms | 39804 KB | n=500 |
29 | Correct | 41 ms | 39804 KB | n=500 |
30 | Correct | 44 ms | 39804 KB | n=500 |
31 | Correct | 39 ms | 39804 KB | n=500 |
32 | Correct | 40 ms | 39804 KB | n=500 |
33 | Correct | 40 ms | 39804 KB | n=500 |
34 | Correct | 40 ms | 39888 KB | n=500 |
35 | Correct | 39 ms | 39888 KB | n=500 |
36 | Correct | 41 ms | 39888 KB | n=500 |
37 | Correct | 41 ms | 39888 KB | n=500 |
38 | Correct | 41 ms | 39888 KB | n=500 |
39 | Correct | 40 ms | 39888 KB | n=500 |
40 | Correct | 39 ms | 39888 KB | n=500 |
41 | Correct | 39 ms | 39888 KB | n=500 |
42 | Correct | 40 ms | 39888 KB | n=500 |
43 | Correct | 40 ms | 39888 KB | n=500 |
44 | Correct | 40 ms | 39916 KB | n=500 |
45 | Correct | 40 ms | 39916 KB | n=500 |
46 | Correct | 40 ms | 39916 KB | n=500 |
47 | Correct | 40 ms | 39916 KB | n=500 |
48 | Correct | 40 ms | 39916 KB | n=500 |
49 | Correct | 40 ms | 39916 KB | n=500 |
50 | Correct | 41 ms | 39916 KB | n=500 |
51 | Correct | 41 ms | 39916 KB | n=500 |
52 | Correct | 41 ms | 39916 KB | n=500 |
53 | Correct | 40 ms | 39916 KB | n=500 |
54 | Correct | 41 ms | 39916 KB | n=500 |
55 | Correct | 40 ms | 39916 KB | n=278 |
56 | Correct | 41 ms | 39916 KB | n=500 |
57 | Correct | 40 ms | 39916 KB | n=500 |
58 | Correct | 40 ms | 39916 KB | n=500 |
59 | Correct | 43 ms | 40044 KB | n=2000 |
60 | Correct | 43 ms | 40044 KB | n=2000 |
61 | Correct | 44 ms | 40060 KB | n=2000 |
62 | Correct | 44 ms | 40128 KB | n=2000 |
63 | Correct | 39 ms | 40128 KB | n=2000 |
64 | Correct | 45 ms | 40128 KB | n=2000 |
65 | Correct | 44 ms | 40128 KB | n=2000 |
66 | Correct | 37 ms | 40244 KB | n=2000 |
67 | Correct | 40 ms | 40244 KB | n=2000 |
68 | Correct | 39 ms | 40244 KB | n=2000 |
69 | Correct | 43 ms | 40244 KB | n=2000 |
70 | Correct | 44 ms | 40244 KB | n=2000 |
71 | Correct | 44 ms | 40244 KB | n=2000 |
72 | Correct | 43 ms | 40244 KB | n=2000 |
73 | Correct | 44 ms | 40244 KB | n=2000 |
74 | Correct | 44 ms | 40244 KB | n=1844 |
75 | Correct | 42 ms | 40244 KB | n=2000 |
76 | Correct | 44 ms | 40244 KB | n=2000 |
77 | Correct | 44 ms | 40244 KB | n=2000 |
78 | Correct | 39 ms | 40244 KB | n=2000 |
79 | Correct | 39 ms | 40244 KB | n=2000 |
80 | Correct | 38 ms | 40244 KB | n=2000 |
81 | Correct | 38 ms | 40244 KB | n=2000 |
82 | Correct | 38 ms | 40244 KB | n=2000 |
83 | Correct | 39 ms | 40244 KB | n=2000 |
84 | Correct | 38 ms | 40244 KB | n=2000 |
85 | Correct | 47 ms | 40244 KB | n=2000 |
86 | Correct | 38 ms | 40244 KB | n=2000 |
87 | Correct | 38 ms | 40244 KB | n=2000 |
88 | Correct | 43 ms | 40244 KB | n=2000 |
89 | Correct | 45 ms | 40244 KB | n=2000 |
90 | Correct | 43 ms | 40244 KB | n=2000 |
91 | Correct | 43 ms | 40244 KB | n=2000 |
92 | Correct | 947 ms | 69292 KB | n=200000 |
93 | Correct | 1550 ms | 76460 KB | n=200000 |
94 | Correct | 1534 ms | 80192 KB | n=200000 |
95 | Correct | 1193 ms | 80192 KB | n=200000 |
96 | Correct | 1169 ms | 80192 KB | n=200000 |
97 | Correct | 1534 ms | 80192 KB | n=200000 |
98 | Correct | 1137 ms | 80192 KB | n=200000 |
99 | Correct | 1336 ms | 80192 KB | n=200000 |
100 | Correct | 1071 ms | 80192 KB | n=200000 |
101 | Correct | 1442 ms | 81484 KB | n=200000 |
102 | Correct | 697 ms | 81484 KB | n=200000 |
103 | Correct | 626 ms | 81484 KB | n=200000 |
104 | Correct | 595 ms | 81484 KB | n=200000 |
105 | Correct | 578 ms | 81484 KB | n=200000 |
106 | Correct | 585 ms | 81484 KB | n=200000 |
107 | Correct | 584 ms | 81484 KB | n=200000 |
108 | Correct | 1036 ms | 81484 KB | n=200000 |
109 | Correct | 1182 ms | 81484 KB | n=200000 |
110 | Correct | 1042 ms | 81484 KB | n=200000 |
111 | Correct | 982 ms | 81484 KB | n=200000 |
112 | Correct | 1088 ms | 81484 KB | n=200000 |
113 | Correct | 1359 ms | 81484 KB | n=200000 |
114 | Correct | 1228 ms | 81484 KB | n=200000 |
115 | Correct | 1693 ms | 81484 KB | n=200000 |
116 | Correct | 1057 ms | 81484 KB | n=200000 |
117 | Correct | 1333 ms | 81484 KB | n=200000 |
118 | Correct | 1432 ms | 81484 KB | n=200000 |
119 | Correct | 877 ms | 81484 KB | n=200000 |
120 | Correct | 994 ms | 85420 KB | n=200000 |
121 | Correct | 1167 ms | 92624 KB | n=200000 |
122 | Correct | 1370 ms | 99800 KB | n=200000 |
123 | Correct | 664 ms | 99800 KB | n=200000 |
124 | Correct | 326 ms | 99800 KB | n=25264 |