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: Accepted)

/// # Source code
///
/// ```
/// 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(|x| x.trailing_zeros()).all_equal() {
///         println!("0");
///         return;
///     }
///
///     let min = a.iter().fold(1, |acc, &v| num::integer::lcm(acc, v)) / 2;
///     let ans = (m + min) / (2 * 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()))    }
}