#include <cstdio>
#include <cstring>
#include <iostream>
#include <algorithm>
using namespace std;
const int N = 100010, INF = 1e8;
int n;
struct Node
{
int l, r;
int key, val;
int cnt, size;
}tr[N];
int root, idx;
void pushup(int p)
{
tr[p].size = tr[tr[p].l].size + tr[tr[p].r].size + tr[p].cnt;
}
int get_node(int key)
{
tr[ ++ idx].key = key;
tr[idx].val = rand();
tr[idx].cnt = tr[idx].size = 1;
return idx;
}
void zig(int &p) // 右旋
{
int q = tr[p].l;
tr[p].l = tr[q].r, tr[q].r = p, p = q;
pushup(tr[p].r), pushup(p);
}
void zag(int &p) // 左旋
{
int q = tr[p].r;
tr[p].r = tr[q].l, tr[q].l = p, p = q;
pushup(tr[p].l), pushup(p);
}
void build()
{
get_node(-INF), get_node(INF);
root = 1, tr[1].r = 2;
pushup(root);
if (tr[1].val < tr[2].val) zag(root);
}
void insert(int &p, int key)
{
if (!p) p = get_node(key);
else if (tr[p].key == key) tr[p].cnt ++ ;
else if (tr[p].key > key)
{
insert(tr[p].l, key);
if (tr[tr[p].l].val > tr[p].val) zig(p);
}
else
{
insert(tr[p].r, key);
if (tr[tr[p].r].val > tr[p].val) zag(p);
}
pushup(p);
}
void remove(int &p, int key)
{
if (!p) return;
if (tr[p].key == key)
{
if (tr[p].cnt > 1) tr[p].cnt -- ;
else if (tr[p].l || tr[p].r)
{
if (!tr[p].r || tr[tr[p].l].val > tr[tr[p].r].val)
{
zig(p);
remove(tr[p].r, key);
}
else
{
zag(p);
remove(tr[p].l, key);
}
}
else p = 0;
}
else if (tr[p].key > key) remove(tr[p].l, key);
else remove(tr[p].r, key);
pushup(p);
}
int get_rank_by_key(int p, int key) // 通过数值找排名
{
if (!p) return 1; // 本题中不会发生此情况
if (tr[p].key == key) return tr[tr[p].l].size + 1;
if (tr[p].key > key) return get_rank_by_key(tr[p].l, key);
return tr[tr[p].l].size + tr[p].cnt + get_rank_by_key(tr[p].r, key);
}
int get_key_by_rank(int p, int rank) // 通过排名找数值
{
if (!p) return INF; // 本题中不会发生此情况
if (tr[tr[p].l].size >= rank) return get_key_by_rank(tr[p].l, rank);
if (tr[tr[p].l].size + tr[p].cnt >= rank) return tr[p].key;
return get_key_by_rank(tr[p].r, rank - tr[tr[p].l].size - tr[p].cnt);
}
int get_prev(int p, int key) // 找到严格小于key的最大数
{
if (!p) return -INF;
if (tr[p].key >= key) return get_prev(tr[p].l, key);
return max(tr[p].key, get_prev(tr[p].r, key));
}
int get_next(int p, int key) // 找到严格大于key的最小数
{
if (!p) return INF;
if (tr[p].key <= key) return get_next(tr[p].r, key);
return min(tr[p].key, get_next(tr[p].l, key));
}
int main()
{
build();
scanf("%d", &n);
while (n -- )
{
int opt, x;
scanf("%d%d", &opt, &x);
if (opt == 1) insert(root, x);
else if (opt == 2) remove(root, x);
else if (opt == 3) printf("%d\n", get_rank_by_key(root, x) - 1);
else if (opt == 4) printf("%d\n", get_key_by_rank(root, x + 1 ));
else if (opt == 5) printf("%d\n", get_prev(root, x));
else printf("%d\n", get_next(root, x));
}
return 0;
}