結果

問題 No.3412 Christmas Tree Coloring
コンテスト
ユーザー to-omer
提出日時 2025-12-19 00:10:27
言語 Rust
(1.83.0 + proconio)
結果
AC  
実行時間 400 ms / 2,000 ms
コード長 26,114 bytes
記録
記録タグの例:
初AC ショートコード 純ショートコード 純主流ショートコード 最速実行時間
コンパイル時間 13,436 ms
コンパイル使用メモリ 397,924 KB
実行使用メモリ 15,020 KB
最終ジャッジ日時 2025-12-19 00:10:48
合計ジャッジ時間 20,513 ms
ジャッジサーバーID
(参考情報)
judge1 / judge4
外部呼び出し有り
このコードへのチャレンジ
(要ログイン)
ファイルパターン 結果
sample AC * 2
other AC * 20
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 #
raw source code

code!{
pub fn solve() {
    crate::prepare!();
    sc!(n, (g, _): @TreeGraphScanner::<Usize1>::new(n));
    let x = crecurse!(
        unsafe fn dfs(u: usize, p: usize) -> [[M; 3]; 8] {
            let mut x = [[M::zero(); 3]; 8];
            x[1][0] = M::one();
            x[2][1] = M::one();
            x[4][2] = M::one();
            for a in g.adjacencies(u) {
                if a.to != p {
                    let y = dfs!(a.to, u);
                    let mut z = [[M::zero(); 3]; 8];
                    for i in 0..8 {
                        for j in 0..3 {
                            for k in 0..8 {
                                for l in 0..3 {
                                    let ni = i | k;
                                    if (i >> 2) + (k >> 2) >= 2 {
                                        continue;
                                    }
                                    if j == l {
                                        continue;
                                    }
                                    z[ni][j] += x[i][j] * y[k][l];
                                }
                            }
                        }
                    }
                    x = z;
                }
            }
            x
        }
    )(0, !0);
    let ans: M = x[7].iter().sum();
    pp!(ans);
}
pub type M = mint_basic::MInt998244353;
}
fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("binA7BCF08F");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