为了把工厂中高低不等的物品按从低到高排好序，工程师发明了一种排序机械臂。它遵循一个简单的排序规则，第一次操作找到最低的物品位置 P1，并把从左起第 1 个至第 P1 个之间的物品反序；第二次找到第二低的物品的位置 P2，并把左起第二个至第 P2 个之间的物品反序……最终所有的物品都会被排好序。

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" alt="" />

上图给出一个示例，第一次操作前，最低物品在位置 4，于是把第 1 至第 4 个物品反序；第二次操作前，第二低的物品在位置 6，于是把第 2 至第 6 的物品反序……

你的任务是编写一个程序，确定操作序列，即每次操作前第 i 低的物品所在的位置Pi，以便机械臂工作。需要注意的是，如果有高度相同的物品，必须保证排序后他们的相对位置关系与初始时相同。

第一行包含一个正整数 n，表示需要排序的物品数量。 
第二行包含 n 和空格分隔的整数 ai，表示每个物品的高度。

输出一行包含 n 个空格分隔的整数 Pi。

输入　 [复制]

6 
3 4 5 1 6 2

输出

4 6 4 5 6 6

输入　 [复制]

4 
3 3 2 1

输出

4 2 4 4

【数据范围】
对于 30% 的数据：1≤n≤1000 
对于 100% 的数据：1≤n≤100000，1≤ai≤2×109

心得：

　　利用splay进行区间反转模版题：若要反转i-j内的区间（包括i，j）先找到下标为i-1的点splay到根节点，再找到j+1的点splay到i-1下方，将j+1的左子树的子树进行swap即可（注意打标记）

代码：

#include<iostream>

#include<cstdio>

#include<cstdlib>

#include<cmath>

#include<ctime>

#include<cctype>

#include<string>

#include<cstring>

#include<algorithm>

using namespace std;

const int N=;

int father[N],son[N][],tag[N],size[N],root,tot,num[N];

int n,rank[N];

struct node

{

  int x,id;

}a[N];

int R()

{

  char c;int f=;

  for(c=getchar();c<''||c>'';c=getchar());

  for(;c<=''&&c>='';c=getchar())

    f=(f<<)+(f<<)+c-'';

  return f;

}

bool cmp(node a,node b)

{

  if(a.x!=b.x)

    return a.x<b.x;

  else  return a.id<b.id;

}

inline void pushdown(int now)

{

  if(tag[now]&&now)

  {

    swap(son[now][],son[now][]);

    tag[son[now][]]^=;tag[son[now][]]^=;tag[now]=;

  }

}

inline void update(int now)

{

  if(now)

  {

    size[now]=;

    pushdown(now);

    if(son[now][]) size[now]+=size[son[now][]];

    if(son[now][]) size[now]+=size[son[now][]];

  }

}

inline int get(int now)

{

  return son[father[now]][]==now;

}

inline void rotate(int now)

{

  pushdown(father[now]),pushdown(now);

  int fa=father[now],ofa=father[fa],which=get(now);

  son[fa][which]=son[now][which^],father[son[fa][which]]=fa;

  son[now][which^]=fa,father[fa]=now,father[now]=ofa;

  if(ofa)  son[ofa][son[ofa][]==fa]=now;

  update(fa);

  update(now);

}

inline void splay(int now,int to)

{

  while(father[now]!=to)

  {

    if(father[father[now]]!=to)

      rotate(get(father[now])==get(now)?father[now]:now);

    rotate(now);

  }

  if(!to)  root=now;

}

inline void insert(int x)

{

  int now=root,last=;

  while(true)

  {

    pushdown(now);

    if(!now)

    {

      now=++tot;size[now]=;num[rank[x]]=tot;father[now]=last;

      if(last)

        son[last][]=now;update(last);

      splay(now,);

      break;

    }

    last=now;

    now=son[now][];

  }

}

inline int find(int x)

{

  int now=root;

  while(true)

  {

    pushdown(now);

    if(x<=size[son[now][]])  now=son[now][];

    else

    {

      int temp=size[son[now][]]+;

      if(x==temp)  {return now;}

      x-=temp;now=son[now][];

    }

  }

}

int main()

{

  //freopen("a.in","r",stdin);

  n=R();

  for(int i=;i<=n;i++)

    a[i].x=R(),a[i].id=i;

  sort(a+,a+n+,cmp);

  for(int i=;i<=n;i++)  rank[a[i].id+]=i;

  for(int i=;i<=n+;i++)  insert(i);

  for(int i=;i<=n;i++)

  {

    splay(num[i],);

    int ans=size[son[root][]];cout<<ans<<" ";

    if(i==n)  break;

    int st,ed,l,r;

    st=i;ed=ans+;

    if(st>ed)  swap(st,ed);

    l=find(st);r=find(ed);

    splay(l,);splay(r,root);

    tag[son[son[root][]][]]^=;

  }

  return ;

}