Problem:
Score : 500 points

Problem Statement

For two sequences S and T of length N consisting of 0 and 1, let us define f(S, T) as follows:

Consider repeating the following operation on S so that S will be equal to T. f(S, T) is the minimum possible total cost of those operations.

Change S_i (from 0 to 1 or vice versa). The cost of this operation is D \times C_i, where D is the number of integers j such that S_j \neq T_j (1 \leq j \leq N) just before this change.

There are 2^N \times (2^N - 1) pairs (S, T) of different sequences of length N consisting of 0 and 1. Compute the sum of f(S, T) over all of those pairs, modulo (10^9+7).

Constraints

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

1 \leq C_i \leq 10^9

All values in input are integers.

Input

Input is given from Standard Input in the following format:

N
C_1 C_2 \cdots C_N

Output

Print the sum of f(S, T), modulo (10^9+7).

Sample Input 1

1
1000000000

Sample Output 1

999999993

There are two pairs (S, T) of different sequences of length 2 consisting of 0 and 1, as follows:

S = (0), T = (1): by changing S_1 to 1, we can have S = T at the cost of 1000000000, so f(S, T) = 1000000000.

S = (1), T = (0): by changing S_1 to 0, we can have S = T at the cost of 1000000000, so f(S, T) = 1000000000.

The sum of these is 2000000000, and we should print it modulo (10^9+7), that is, 999999993.

Sample Input 2

2
5 8

Sample Output 2

124

There are 12 pairs (S, T) of different sequences of length 3 consisting of 0 and 1, which include:

S = (0, 1), T = (1, 0)

In this case, if we first change S_1 to 1 then change S_2 to 0, the total cost is 5 \times 2 + 8 = 18. We cannot have S = T at a smaller cost, so f(S, T) = 18.

Sample Input 3

5
52 67 72 25 79

Sample Output 3

269312

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

/// # Source code
///
/// ```
/// use derive_more::{Display, FromStr};
/// use num::traits::Pow;
///
/// use std::io::{self, Read as _};
/// use std::iter::Sum;
/// use std::ops::Mul;
///
/// fn main() {
///     let mut input = "".to_owned();
///     io::stdin().read_to_string(&mut input).unwrap();
///     let mut input = input.split_whitespace();
///     macro_rules! read {
///         ([$tt:tt; $n:expr]) => {
///             (0..$n).map(|_| read!($tt)).collect::<Vec<_>>()
///         };
///         ($ty:ty) => {
///             input.next().unwrap().parse::<$ty>().unwrap()
///         };
///     }
///
///     let n = read!(usize);
///     let mut cs = read!([usize; n]);
///
///     cs.sort_unstable_by(|a, b| b.cmp(a));
///     let ans = Z::new(4).pow(n - 1)
///         * cs.into_iter()
///             .enumerate()
///             .map(|(i, c)| Z::new((i + 2) * c))
///             .sum::<Z>();
///     println!("{}", ans);
/// }
///
/// #[derive(FromStr, Display, Clone, Copy)]
/// struct Z {
///     repr: usize,
/// }
///
/// impl Z {
///     fn new(val: usize) -> Self {
///         Self {
///             repr: val % 1_000_000_007,
///         }
///     }
/// }
///
/// impl Mul for Z {
///     type Output = Self;
///
///     fn mul(self, rhs: Self) -> Self {
///         Self::new(self.repr * rhs.repr)
///     }
/// }
///
/// impl Sum for Z {
///     fn sum<I>(iter: I) -> Self
///     where
///         I: Iterator<Item = Self>,
///     {
///         iter.fold(Z::new(0), |acc, x| Z::new(acc.repr + x.repr))
///     }
/// }
///
/// impl Pow<usize> for Z {
///     type Output = Self;
///
///     fn pow(self, mut exp: usize) -> Self {
///         let (mut base, mut acc) = (self, Self::new(1));
///         while exp > 0 {
///             if (exp & 1) == 1 {
///                 acc = acc * base;
///             }
///             exp = exp / 2;
///             base = base * base;
///         }
///         acc
///     }
/// }
/// ```
/// # License and copyright notices
///
/// ## [Rust](https://www.rust-lang.org/)
///
/// [MIT License](#mit-license)
///
/// ## [autocfg v0.1.7](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2018 Josh Stone
///
/// [MIT License](#mit-license)
///
/// ## [derive_more v0.99.2](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2016 Jelte Fennema
///
/// [MIT License](#mit-license)
///
/// ## [num v0.2.0](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [num-bigint v0.2.3](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [num-complex v0.2.3](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [num-integer v0.1.41](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [num-iter v0.1.39](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [num-rational v0.2.2](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [num-traits v0.2.10](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [proc-macro2 v1.0.6](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 Alex Crichton
///
/// [MIT License](#mit-license)
///
/// ## [quote v1.0.2](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2016 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [syn v1.0.11](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [unicode-xid v0.2.0](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2015 The Rust Project Developers
///
/// [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()))    }
}