結果
| 問題 | No.3414 Aperiodic Sequence |
| コンテスト | |
| ユーザー |
|
| 提出日時 | 2025-12-21 00:29:32 |
| 言語 | Rust (1.92.0 + proconio + num) |
| 結果 |
AC
|
| 実行時間 | 257 ms / 3,000 ms |
| コード長 | 38,518 bytes |
| 記録 | |
| コンパイル時間 | 15,299 ms |
| コンパイル使用メモリ | 400,212 KB |
| 実行使用メモリ | 9,860 KB |
| 最終ジャッジ日時 | 2025-12-21 00:29:51 |
| 合計ジャッジ時間 | 16,446 ms |
|
ジャッジサーバーID (参考情報) |
judge5 / judge4 |
| 外部呼び出し有り |
(要ログイン)
| ファイルパターン | 結果 |
|---|---|
| sample | AC * 2 |
| other | AC * 15 |
ソースコード
code!{
pub fn solve() {
crate::prepare!();
sc!(n, m, v: [M; n]);
let f = Fps998244353::sum_of_powers(v.iter().cloned(), m + 1);
let mut mu = vec![M::zero(); m + 1];
mu[1] = M::one();
LcmConvolve::<AdditiveOperation<M>>::mobius_transform(&mut mu);
let mut x = vec![M::zero(); m + 1];
for i in 1..=m {
let mut p = M::one();
for j in (i..=m).step_by(i) {
p *= f.data[i];
x[j] += p * mu[i];
}
}
pp!(@it &x[1..]);
}
pub type M = montgomery::MInt998244353;
}
fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("binCEFBCCA7");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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";