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 22:04:55
言語 Rust
(1.77.0 + proconio)
結果
WA  
実行時間 -
コード長 34,138 bytes
コンパイル時間 12,670 ms
コンパイル使用メモリ 383,160 KB
実行使用メモリ 31,024 KB
最終ジャッジ日時 2024-10-10 12:51:07
合計ジャッジ時間 15,404 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 AC 5 ms
5,248 KB
testcase_04 AC 5 ms
5,248 KB
testcase_05 AC 4 ms
5,248 KB
testcase_06 AC 4 ms
5,248 KB
testcase_07 AC 5 ms
5,248 KB
testcase_08 AC 4 ms
5,248 KB
testcase_09 AC 4 ms
5,248 KB
testcase_10 AC 5 ms
5,248 KB
testcase_11 AC 5 ms
5,248 KB
testcase_12 AC 4 ms
5,248 KB
testcase_13 AC 4 ms
5,248 KB
testcase_14 AC 5 ms
5,248 KB
testcase_15 WA -
testcase_16 WA -
testcase_17 WA -
testcase_18 AC 4 ms
5,248 KB
testcase_19 AC 5 ms
5,248 KB
testcase_20 AC 4 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 7 ms
5,248 KB
testcase_25 AC 12 ms
5,248 KB
testcase_26 AC 12 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
16,104 KB
testcase_30 AC 150 ms
30,560 KB
testcase_31 AC 145 ms
30,192 KB
testcase_32 AC 151 ms
31,024 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]);
    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 mut h = f * g;
    while h.data.last().map_or(false, |x| x.is_zero()) {
        h.data.pop();
    }
    if h.data.len() == 0 {
        h.data.push(M::zero());
    }
    pp!(h.data.len() - 1; @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("binF1E599E3");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