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 if first.len() > second.len() {
///                     let first_max = pop_first!();
///                     push_to_first!(cmp::min(a, first_max));
///                     push_to_second!(cmp::max(a, first_max));
///                 } else {
///                     let second_min = pop_second!();
///                     push_to_first!(cmp::min(a, second_min));
///                     push_to_second!(cmp::max(a, second_min));
///                 }
///                 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()))
    }
}