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 queries = (0..rdr.p())
///         .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 = {
///                     let g = |len: usize, sum: i64| len as i64 * x - sum;
///                     g(first.len(), first_sum) - g(second.len(), 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()))
    }
}