BZOJ 1861 ZJOI2006 Book 书架 Splay

题目大意：……自己看懒得打了

非常裸的Splay 首先开一个指针数组记录每一个值代表的节点 然后就能找到某本书在序列中的什么位置了

总感觉这题能够不用Splay的说……一定是我的错觉

例子中竟然尼玛有中文字符……坑爆了

#include <cstdio>
#include <cstring>
#include <iostream>
#include <algorithm>
#define M 80800
using namespace std;
struct abcd{
	abcd *fa,*ls,*rs;
	int num,size;
	abcd(int x);
	void Push_Up();
}*null=new abcd(0),*tree[M],*root;
int n,m,a[M];
abcd :: abcd(int x)
{
	fa=ls=rs=null;
	num=x;size=x?1:0;
}
void abcd :: Push_Up()
{
	size = ls->size + rs->size + 1;
}
void Zig(abcd *x)
{
	abcd *y=x->fa;
	y->ls=x->rs;
	x->rs->fa=y;
	x->rs=y;
	x->fa=y->fa;
	if(y==y->fa->ls)
		y->fa->ls=x;
	else if(y==y->fa->rs)
		y->fa->rs=x;
	y->fa=x;
	if(y==root)
		root=x;
	y->Push_Up();
}
void Zag(abcd *x)
{
	abcd *y=x->fa;
	y->rs=x->ls;
	x->ls->fa=y;
	x->ls=y;
	x->fa=y->fa;
	if(y==y->fa->ls)
		y->fa->ls=x;
	else if(y==y->fa->rs)
		y->fa->rs=x;
	y->fa=x;
	if(y==root)
		root=x;
	y->Push_Up();
}
void Splay(abcd *x,abcd *tar)
{
	while(1)
	{
		abcd *y=x->fa,*z=y->fa;
		if(y==tar)
			break;
		if(z==tar)
		{
			if(x==y->ls)
				Zig(x);
			else
				Zag(x);
			break;
		}
		if(x==y->ls)
		{
			if(y==z->ls)
				Zig(y);
			Zig(x);
		}
		else
		{
			if(y==z->rs)
				Zag(y);
			Zag(x);
		}
	}
	x->Push_Up();
}
void Find(abcd *x,int y,abcd *z)
{
	while(1)
	{
		int temp=x->ls->size;
		if(y<=temp)
			x=x->ls;
		else
		{
			y-=temp;
			if(y==1)
				break;
			y--;
			x=x->rs;
		}
	}
	Splay(x,z);
}
abcd* Build_Tree(int l,int r)
{
	int mid=l+r>>1;
	if(l>r) return null;
	abcd *x=tree[a[mid]];
	x->ls=Build_Tree(l,mid-1);
	x->rs=Build_Tree(mid+1,r);
	x->ls->fa=x->rs->fa=x;
	return x->Push_Up(),x;
}
void Initialize()
{
	root=new abcd(19980402);
	root->rs=new abcd(19980402);
	root->rs->ls=Build_Tree(1,n);
	root->rs->ls->fa=root->rs;
	root->rs->Push_Up();
	root->rs->fa=root;
	root->Push_Up();
}
int Get_Rank(abcd *x)
{
	int re=x->ls->size;
	for(;x!=root;x=x->fa)
		if(x==x->fa->rs)
			re+=x->fa->ls->size+1;
	return re;
}
void Insert(abcd *x,int y)
{
	Find(root,y,null);
	Find(root,y+1,root);
	root->rs->ls=x;
	x->fa=root->rs;
	root->rs->Push_Up();
	root->Push_Up();
}
void Delete(int x)
{
	Find(root,x,null);
	Find(root,x+2,root);
	root->rs->ls=null;
	root->rs->Push_Up();
	root->Push_Up();
}
void Top()
{
	int x;scanf("%d",&x);
	int temp=Get_Rank(tree[x]);
	Delete(temp);
	Insert(tree[x],1);
}
void Bottom()
{
	int x;scanf("%d",&x);
	int temp=Get_Rank(tree[x]);
	Delete(temp);
	Insert(tree[x],n);
}
void Insert()
{
	int x,y;scanf("%d%d",&x,&y);
	int temp=Get_Rank(tree[x]);
	Delete(temp);
	Insert(tree[x],temp+y);
}
void Ask()
{
	int x;scanf("%d",&x);
	printf("%d\n",Get_Rank(tree[x])-1);
}
void Query()
{
	int x;scanf("%d",&x);
	Find(root,x+1,null);
	printf("%d\n",root->num);
}
void Output(abcd *x)
{
	if(x==null)
		return ;
	Output(x->ls);
	cout<<x->num<<' ';
	Output(x->rs);
	if(x==root)
		puts("");
}
int main()
{
	int i;
	char p[20];
	cin>>n>>m;
	for(i=1;i<=n;i++)
		scanf("%d",&a[i]);
	for(i=1;i<=n;i++)
		tree[i]=new abcd(i);
	Initialize();
	for(i=1;i<=m;i++)
	{
		scanf("%s",p);
		switch(p[0])
		{
			case 'T':Top();break;
			case 'B':Bottom();break;
			case 'I':Insert();break;
			case 'A':Ask();break;
			case 'Q':Query();break;
		}
		
		//Output(root);
		
	}
}