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 22:10:50
言語 Rust
(1.77.0 + proconio)
結果
WA  
実行時間 -
コード長 33,675 bytes
コンパイル時間 19,434 ms
コンパイル使用メモリ 395,060 KB
実行使用メモリ 31,120 KB
最終ジャッジ日時 2024-10-10 12:59:55
合計ジャッジ時間 16,244 ms
ジャッジサーバーID
(参考情報)
judge3 / judge2
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 5 ms
6,816 KB
testcase_01 AC 4 ms
6,816 KB
testcase_02 AC 4 ms
6,816 KB
testcase_03 AC 5 ms
6,820 KB
testcase_04 AC 5 ms
6,820 KB
testcase_05 AC 5 ms
6,816 KB
testcase_06 AC 4 ms
6,820 KB
testcase_07 AC 4 ms
6,816 KB
testcase_08 AC 4 ms
6,820 KB
testcase_09 AC 5 ms
6,820 KB
testcase_10 AC 5 ms
6,816 KB
testcase_11 AC 5 ms
6,820 KB
testcase_12 AC 5 ms
6,816 KB
testcase_13 WA -
testcase_14 WA -
testcase_15 AC 5 ms
6,820 KB
testcase_16 AC 5 ms
6,820 KB
testcase_17 AC 5 ms
6,820 KB
testcase_18 AC 5 ms
6,816 KB
testcase_19 AC 5 ms
6,816 KB
testcase_20 AC 5 ms
6,820 KB
testcase_21 AC 5 ms
6,820 KB
testcase_22 AC 5 ms
6,816 KB
testcase_23 AC 5 ms
6,816 KB
testcase_24 AC 7 ms
6,816 KB
testcase_25 AC 13 ms
6,816 KB
testcase_26 AC 13 ms
6,816 KB
testcase_27 AC 22 ms
6,820 KB
testcase_28 AC 21 ms
6,820 KB
testcase_29 AC 77 ms
16,228 KB
testcase_30 AC 152 ms
30,688 KB
testcase_31 AC 147 ms
30,208 KB
testcase_32 AC 151 ms
31,120 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 h = f * g;
    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("bin9390EF4D");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