結果

問題 No.2272 多項式乗算 mod 258280327
ユーザー to-omerto-omer
提出日時 2023-04-14 22:18:55
言語 Rust
(1.77.0)
結果
AC  
実行時間 149 ms / 2,000 ms
コード長 34,541 bytes
コンパイル時間 1,929 ms
コンパイル使用メモリ 164,892 KB
実行使用メモリ 30,996 KB
最終ジャッジ日時 2024-04-18 19:48:54
合計ジャッジ時間 3,625 ms
ジャッジサーバーID
(参考情報)
judge5 / judge1
外部呼び出し有り
このコードへのチャレンジ
(要ログイン)

テストケース

テストケース表示
入力 結果 実行時間
実行使用メモリ
testcase_00 AC 4 ms
5,248 KB
testcase_01 AC 4 ms
5,376 KB
testcase_02 AC 5 ms
5,376 KB
testcase_03 AC 4 ms
5,376 KB
testcase_04 AC 4 ms
5,376 KB
testcase_05 AC 4 ms
5,376 KB
testcase_06 AC 4 ms
5,376 KB
testcase_07 AC 5 ms
5,376 KB
testcase_08 AC 5 ms
5,376 KB
testcase_09 AC 5 ms
5,376 KB
testcase_10 AC 4 ms
5,376 KB
testcase_11 AC 4 ms
5,376 KB
testcase_12 AC 4 ms
5,376 KB
testcase_13 AC 4 ms
5,376 KB
testcase_14 AC 4 ms
5,376 KB
testcase_15 AC 5 ms
5,376 KB
testcase_16 AC 4 ms
5,376 KB
testcase_17 AC 4 ms
5,376 KB
testcase_18 AC 4 ms
5,376 KB
testcase_19 AC 5 ms
5,376 KB
testcase_20 AC 4 ms
5,376 KB
testcase_21 AC 4 ms
5,376 KB
testcase_22 AC 4 ms
5,376 KB
testcase_23 AC 5 ms
5,376 KB
testcase_24 AC 6 ms
5,376 KB
testcase_25 AC 12 ms
5,376 KB
testcase_26 AC 12 ms
5,376 KB
testcase_27 AC 21 ms
5,376 KB
testcase_28 AC 21 ms
5,376 KB
testcase_29 AC 76 ms
16,232 KB
testcase_30 AC 149 ms
30,564 KB
testcase_31 AC 145 ms
30,208 KB
testcase_32 AC 149 ms
30,996 KB
権限があれば一括ダウンロードができます

ソースコード

diff #

code!{
pub fn solve() {
    crate::prepare!();
    sc!(n, f: [u64; n + 1], m, g: [u64; m + 1]);
    if n == 0 && f[0] == 0 || m == 0 && g[0] == 0 {
        pp!(0; 0);
        return;
    }
    let f = Fps::from_vec(f.iter().map(|&x| M::from(x)).collect::<Vec<_>>());
    let g = Fps::from_vec(g.iter().map(|&x| M::from(x)).collect::<Vec<_>>());
    let h = f * g;
    pp!(n + m; @it h.data);
}
pub type M = mint_basic::MInt258280327;
}
fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("binB3D61E6E");let mut b=Vec::with_capacity(B.len()*8/6);let mut x=0;let mut t=vec![64;256];for i in 0..64{t[b"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/"[i]as usize]=i as u8;}for(i,c)in B.iter().map(|&c|t[c as usize]).filter(|&c|c<64).enumerate(){x=match i%4{0=>c<<2,1=>{b.push(x|c>>4);c<<4}2=>{b.push(x|c>>2);c<<6}_=>{b.push(x|c);0}}}Write::write_all(&mut File::create(&e)?,&b)?;#[cfg(unix)]std::fs::set_permissions(&e,std::os::unix::fs::PermissionsExt::from_mode(0o755))?;exit(Command::new(&e).status()?.code().unwrap())}#[macro_export]macro_rules!code{($($t:tt)*)=>{}}const B:&[u8]=b"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";
0