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 if second.is_empty() {
///                     let a0 = pop_first!();
///                     push_to_first!(cmp::min(a0, a));
///                     push_to_second!(cmp::max(a0, a));
///                 } 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()))
    }
}