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 22:16:28
言語 Rust
(1.77.0 + proconio)
結果
WA  
実行時間 -
コード長 34,430 bytes
コンパイル時間 12,924 ms
コンパイル使用メモリ 386,988 KB
実行使用メモリ 31,124 KB
最終ジャッジ日時 2024-10-10 13:07:52
合計ジャッジ時間 15,549 ms
ジャッジサーバーID
(参考情報)
judge2 / judge1
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 5 ms
5,248 KB
testcase_02 AC 5 ms
5,248 KB
testcase_03 WA -
testcase_04 WA -
testcase_05 WA -
testcase_06 WA -
testcase_07 AC 4 ms
5,248 KB
testcase_08 AC 5 ms
5,248 KB
testcase_09 AC 5 ms
5,248 KB
testcase_10 AC 4 ms
5,248 KB
testcase_11 AC 4 ms
5,248 KB
testcase_12 AC 4 ms
5,248 KB
testcase_13 AC 4 ms
5,248 KB
testcase_14 AC 4 ms
5,248 KB
testcase_15 AC 5 ms
5,248 KB
testcase_16 WA -
testcase_17 WA -
testcase_18 AC 5 ms
5,248 KB
testcase_19 AC 5 ms
5,248 KB
testcase_20 AC 5 ms
5,248 KB
testcase_21 AC 5 ms
5,248 KB
testcase_22 AC 5 ms
5,248 KB
testcase_23 AC 5 ms
5,248 KB
testcase_24 AC 6 ms
5,248 KB
testcase_25 AC 13 ms
5,248 KB
testcase_26 AC 13 ms
5,248 KB
testcase_27 AC 21 ms
5,248 KB
testcase_28 AC 21 ms
5,248 KB
testcase_29 AC 76 ms
16,108 KB
testcase_30 AC 152 ms
30,688 KB
testcase_31 AC 146 ms
30,204 KB
testcase_32 AC 152 ms
31,124 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 || m == 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("binDEB9986D");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