結果
問題 | No.2272 多項式乗算 mod 258280327 |
ユーザー | to-omer |
提出日時 | 2023-04-14 22:01:09 |
言語 | Rust (1.77.0 + proconio) |
結果 |
WA
|
実行時間 | - |
コード長 | 33,856 bytes |
コンパイル時間 | 15,147 ms |
コンパイル使用メモリ | 378,468 KB |
実行使用メモリ | 31,120 KB |
最終ジャッジ日時 | 2024-10-10 12:47:24 |
合計ジャッジ時間 | 16,200 ms |
ジャッジサーバーID (参考情報) |
judge1 / judge4 |
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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
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 | 5 ms
5,248 KB |
testcase_06 | AC | 5 ms
5,248 KB |
testcase_07 | AC | 5 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 | 5 ms
5,248 KB |
testcase_12 | AC | 5 ms
5,248 KB |
testcase_13 | WA | - |
testcase_14 | WA | - |
testcase_15 | AC | 4 ms
5,248 KB |
testcase_16 | AC | 5 ms
5,248 KB |
testcase_17 | AC | 4 ms
5,248 KB |
testcase_18 | AC | 5 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 | 22 ms
5,248 KB |
testcase_28 | AC | 21 ms
5,248 KB |
testcase_29 | AC | 79 ms
16,236 KB |
testcase_30 | AC | 154 ms
30,560 KB |
testcase_31 | AC | 148 ms
30,212 KB |
testcase_32 | AC | 152 ms
31,120 KB |
ソースコード
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!(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("binF36FE0FB");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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";