Problem:
Score : 400 points

Problem Statement

Given are a sequence A= {a_1,a_2,......a_N} of N positive even numbers, and an integer M.

Let a semi-common multiple of A be a positive integer X that satisfies the following condition for every k (1 \leq k \leq N):

There exists a non-negative integer p such that X= a_k \times (p+0.5).

Find the number of semi-common multiples of A among the integers between 1 and M (inclusive).

Constraints

1 \leq N \leq 10^5

1 \leq M \leq 10^9

2 \leq a_i \leq 10^9

a_i is an even number.

All values in input are integers.

Input

Input is given from Standard Input in the following format:

N M
a_1 a_2 ... a_N

Output

Print the number of semi-common multiples of A among the integers between 1 and M (inclusive).

Sample Input 1

2 50
6 10

Sample Output 1

2

15 = 6 \times 2.5

15 = 10 \times 1.5

45 = 6 \times 7.5

45 = 10 \times 4.5

Thus, 15 and 45 are semi-common multiples of A. There are no other semi-common multiples of A between 1 and 50, so the answer is 2.

Sample Input 2

3 100
14 22 40

Sample Output 2

0

The answer can be 0.

Sample Input 3

5 1000000000
6 6 2 6 2

Sample Output 3

166666667

Solution in Rust (1.15.1) (judge verdict: Wrong Answer)

/// # Source code
///
/// ```
/// // https://atcoder.jp/contests/abc150/tasks/abc150_d
///
/// use itertools::Itertools as _;
///
/// use std::io::{self, Read as _};
///
/// 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!($tt)).collect::<Vec<_>>()
///         };
///         (($($tt:tt),+)) => {
///             ($(read!($tt)),*)
///         };
///         ($ty:ty) => {
///             input.next().unwrap().parse::<$ty>().unwrap()
///         };
///     }
///
///     let (n, m) = read!((usize, usize));
///     let a = read!([usize; n]);
///
///     if !a.iter().map(|v| v.trailing_zeros()).all_equal() {
///         println!("0");
///         return;
///     }
///
///     let x_min = a.iter().fold(1, |acc, &v| num::integer::lcm(acc, v / 2));
///     let ans = (m + x_min) / (2 * x_min);
///     println!("{}", ans);
/// }
/// ```
/// # 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)
///
/// ## [either v1.5.3](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2015
///
/// [MIT License](#mit-license)
///
/// ## [itertools v0.8.2](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2015
///
/// [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)
///
/// <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()))    }
}