Title Description
John and Bessie playing a game box. Numbered . 1. 1 ... n-\ n-ldots . 1 ... n-is NN n-( 1≤n≤30000. 1 \ n-Leq \ 30000 Leq . 1 ≤ n- ≤ . 3 0 0 0 0) n on the ground cubes, each cube constituting a column.
After the start of the game, John will Bessie issued PP P ( 1≤P≤100000 1 \ Leq P \ Leq 100000 1 ≤ P ≤ 1 0 0 0 0 0) instruction. There are two commands:
- Mobile (M): X containing cubic cubic moving column to the column containing the Y.
- Statistics (C): Column statistics Cubic containing X, the number of blocks X below.
Bessie write a program to help finish the game.
Input Format
The first input line PP P, then PP P lines each enter a command in the form of "MXY" or "CX".
Enter guaranteed not to have his head placed in the column cubic instructions.
Output Format
The output common PP P rows, for each statistics instruction, and outputs the result.
Sample input and output
Input # 1
6 M 1 6 C 1 M 2 4 M 2 6 C 3 C 4
Output # 1
1 0 2
elements to the root of the distance from the merger remember a time when there is an assignment
code:
// #include<bits/stdc++.h> using namespace std; int n,p; #define maxnn 40100 int f[maxnn],dis[maxnn],cnt[maxnn]; int gf(int v,int num) { if(f[v]==v) { cnt[v]+=num; return v; } else { int fx=f[v]; f[v]=gf(f[v],num); if(f[v]!=fx) dis[v]=dis[v]+dis[fx]; return f[v]; } } int main() { char a; cin>>p; int x,y; for(int i=1;i<=40000;i++) f[i]=i,dis[i]=0,cnt[i]=1; for(int i=1;i<=p;i++) { cin>>a; if(a=='M') { cin>>x>>y; int fy=gf(y,0); if(gf(y,0)!=gf(x,0)) { dis[gf(y,0)]=cnt[gf(x,0)]; f[gf(y,0)]=gf(x,0); cnt[gf(x,0)]+=cnt[fy]; } } else { cin>>x; { gf(x,0); cout<<abs(dis[x]-cnt[gf(x,0)])-1<<endl; } } } }