Problem:
Score : 600 points

Problem Statement

There is a function f(x), which is initially a constant function f(x) = 0.

We will ask you to process Q queries in order. There are two kinds of queries, update queries and evaluation queries, as follows:

An update query 1 a b: Given two integers a and b, let g(x) = f(x) + |x - a| + b and replace f(x) with g(x).

An evaluation query 2: Print x that minimizes f(x), and the minimum value of f(x). If there are multiple such values of x, choose the minimum such value.

We can show that the values to be output in an evaluation query are always integers, so we ask you to print those values as integers without decimal points.

Constraints

All values in input are integers.

1 \leq Q \leq 2 \times 10^5

-10^9 \leq a, b \leq 10^9

The first query is an update query.

Input

Input is given from Standard Input in the following format:

Q
Query_1
:
Query_Q

See Sample Input 1 for an example.

Output

For each evaluation query, print a line containing the response, in the order in which the queries are given.

The response to each evaluation query should be the minimum value of x that minimizes f(x), and the minimum value of f(x), in this order, with space in between.

Sample Input 1

4
1 4 2
2
1 1 -8
2

Sample Output 1

4 2
1 -3

In the first evaluation query, f(x) = |x - 4| + 2, which attains the minimum value of 2 at x = 4.

In the second evaluation query, f(x) = |x - 1| + |x - 4| - 6, which attains the minimum value of -3 when 1 \leq x \leq 4. Among the multiple values of x that minimize f(x), we ask you to print the minimum, that is, 1.

Sample Input 2

4
1 -1000000000 1000000000
1 -1000000000 1000000000
1 -1000000000 1000000000
2

Sample Output 2

-1000000000 3000000000

Solution in Rust (1.15.1) (judge verdict: Accepted)

/// # Source code
///
/// ```
/// // https://atcoder.jp/contests/abc127/tasks/abc127_f
///
/// use proconio::fastout;
/// use whiteread::Reader;
///
/// use std::cmp::{self, Reverse};
/// use std::collections::BinaryHeap;
///
/// #[fastout]
/// fn main() {
///     let mut rdr = Reader::from_stdin_naive();
///     let q = rdr.p::<usize>();
///     let queries = (0..q)
///         .map(|_| rdr.line().unwrap())
///         .collect::<Vec<Vec<i64>>>();
///
///     let (mut first, mut second) = (BinaryHeap::new(), BinaryHeap::new());
///     let (mut first_sum, mut second_sum, mut b_sum) = (0, 0, 0);
///
///     macro_rules! push_to_first(($a:expr) => ({
///         let a = $a;
///         first.push(a);
///         first_sum += a;
///     }));
///
///     macro_rules! push_to_second(($a:expr) => ({
///         let a = $a;
///         second.push(Reverse(a));
///         second_sum += a;
///     }));
///
///     macro_rules! pop_first(() => ({
///         let first_max = first.pop().unwrap();
///         first_sum -= first_max;
///         first_max
///     }));
///
///     macro_rules! pop_second(() => ({
///         let Reverse(second_min) = second.pop().unwrap();
///         second_sum -= second_min;
///         second_min
///     }));
///
///     for query in queries {
///         match *query {
///             [1, a, b] => {
///                 if first.is_empty() {
///                     push_to_first!(a);
///                 } else {
///                     let edge = if first.len() > second.len() {
///                         pop_first!()
///                     } else {
///                         pop_second!()
///                     };
///                     push_to_first!(cmp::min(a, edge));
///                     push_to_second!(cmp::max(a, edge));
///                 }
///                 b_sum += b;
///             }
///             [2] => {
///                 let x = *first.peek().unwrap();
///                 let fx = (first.len() as i64 * x - first_sum)
///                     - (second.len() as i64 * x - second_sum)
///                     + b_sum;
///                 println!("{} {}", x, fx);
///             }
///             _ => unreachable!(),
///         }
///     }
/// }
/// ```
/// # License and copyright notices
///
/// ## [Rust](https://www.rust-lang.org/)
///
/// [MIT License](#mit-license)
///
/// ## [lazy_static v1.4.0](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2010 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [proc-macro2 v0.4.30](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 Alex Crichton
///
/// [MIT License](#mit-license)
///
/// ## [proconio v0.3.6](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [proconio-derive v0.1.5](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [quote v0.6.13](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2016 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [syn v0.15.44](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [unicode-xid v0.1.0](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2015 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [whiteread v0.5.0](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// <h2 id="mit-license"><a href="https://opensource.org/licenses/MIT">MIT License</a></h2>
///
/// ```
/// Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:
///
/// The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.
///
/// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
/// ```
///
use std::fs::{self, File};
use std::io::{self, Write};
use std::os::unix::fs::PermissionsExt;
use std::os::unix::process::CommandExt;
use std::path::Path;
use std::process::{Command, Output, Stdio};

static BINARY: &'static str = "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";
static A_GZ_B64: &'static str = "/tmp/a.gz.b64";
static A_GZ: &'static str = "/tmp/a.gz";
static A_OUT: &'static str = "/tmp/a.out";

fn main() {
    write(A_GZ_B64, BINARY).unwrap();
    let gz = run("/usr/bin/base64", &["-d", A_GZ_B64]).unwrap();
    write(A_GZ, gz).unwrap();
    let bin = run("/bin/gunzip", &["-c", A_GZ]).unwrap();
    write(A_OUT, bin).unwrap();
    let mut permissions = fs::metadata(A_OUT).unwrap().permissions();
    permissions.set_mode(0o330);
    fs::set_permissions(A_OUT, permissions).unwrap();
    panic!("{}", Command::new(A_OUT).exec());
}

fn write<P: AsRef<Path>, C: AsRef<[u8]>>(path: P, contents: C) -> io::Result<()> {
    File::create(path)?.write_all(contents.as_ref())
}

fn run(arg0: &str, args: &[&str]) -> io::Result<Vec<u8>> {
    let child = Command::new(arg0)
        .args(args)
        .stdin(Stdio::piped())
        .stdout(Stdio::piped())
        .spawn()?;
    let Output { status, stdout, .. } = child.wait_with_output()?;
    if status.success() {
        Ok(stdout)
    } else {
        Err(io::Error::new(io::ErrorKind::Other, status.to_string()))
    }
}