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: Runtime Error)

/// # Source code
///
/// ```
/// 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 !(1 <= n
///         && n <= 10000
///         && 1 <= m
///         && m <= 1_000_000_000
///         && a.iter()
///             .all(|&x| x % 2 == 0 && 2 <= x && x <= 1_000_000_000))
///     {
///         panic!();
///     }
///
///     let k = a.iter().fold(1, |acc, x| num::integer::lcm(acc, x / 2));
///     let ans = (m + k) / (2 * k);
///     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)
///
/// ## [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()))    }
}