結果

問題 No.3399 One Two Three Two Three
コンテスト
ユーザー to-omer
提出日時 2025-12-13 03:28:23
言語 Rust
(1.83.0 + proconio)
結果
AC  
実行時間 2,684 ms / 4,000 ms
コード長 45,585 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 12,710 ms
コンパイル使用メモリ 398,160 KB
実行使用メモリ 7,848 KB
最終ジャッジ日時 2025-12-13 03:29:11
合計ジャッジ時間 46,875 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 * 5
other AC * 40
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);
    // f(x) -> f(-x)
    let c2 = |f: &F| {
        F::from_vec(
            f.iter()
                .enumerate()
                .map(|(i, &v)| if i % 2 == 0 { v } else { -v })
                .collect(),
        )
    };
    // f(x) -> f(wx)f(w^2x)
    let c3 = |f: &F| {
        let mut g = F::zeros(f.length() * 2 - 1);
        for i in 0..f.length() {
            g[i * 2] += f[i] * f[i];
            for j in i + 1..f.length() {
                if i % 3 == j % 3 {
                    g[i + j] += f[i] * f[j] * M::new(2);
                } else {
                    g[i + j] -= f[i] * f[j];
                }
            }
        }
        g
    };
    let range = |f: F, start: usize, step: usize| {
        F::from_vec(f.data.into_iter().skip(start).step_by(step).collect())
    };

    let mut ans = M::zero();
    // q = 1 - x - x^2 - x^3
    // q * f(x) = x + f(x^2) + f(x^3)
    let q = F::from_vec(vec![M::one(), -M::one(), -M::one(), -M::one()]);
    let mut dp = vec![vec![F::zero(); 61]; 61];
    dp[0][0] = q.clone();
    for i in 0..60 {
        dp[i + 1][0] = range(&dp[i][0] * &c2(&dp[i][0]), 0, 2);
        for j in 0..60 {
            dp[i][j + 1] = range(&dp[i][j] * &c3(&dp[i][j]), 0, 3);
        }
    }
    // [x^n] (g0 + g1 * f) / d
    let mut num = HashMap::<usize, (F, F)>::new();
    num.insert(n, (F::zero(), F::one()));
    let mut r2 = F::one();
    let mut r3 = F::one();
    let mut m2 = F::one();
    let mut m3 = F::one();
    for t in 0..60 {
        let mut nnum = HashMap::<usize, (F, F)>::new();
        r2 *= &dp[0][t + 1];
        r3 *= &dp[t + 1][0];
        for i in 0..=t {
            m2 *= &c2(&dp[i][t - i]);
            m3 *= &c3(&dp[t - i][i]);
        }
        for (n, (g0, g1)) in num {
            // (g0 + g1 * f) / d
            // = ((g0 * q + g1 * x) + g1 * f(x^2)) / (d * q)  +  g1 * f(x^3) / (d * q)
            {
                let p = range((&g0 * &q + &g1 * (F::one() << 1)) * &m2, n % 2, 2) * &r2;
                let q = range(&g1 * &m2, n % 2, 2) * &r2;
                if n / 2 == 0 {
                    ans += p[0];
                } else {
                    let e = nnum.entry(n / 2).or_insert((F::zero(), F::zero()));
                    e.0 += p;
                    e.1 += q;
                }
            }
            {
                let q = range(&g1 * &m3, n % 3, 3) * &r3;
                if n / 3 != 0 {
                    let e = nnum.entry(n / 3).or_insert((F::zero(), F::zero()));
                    e.1 += q;
                }
            }
        }
        num = nnum;
    }
    pp!(ans);
}
pub type M = montgomery::MInt998244353;
type F = Fps998244353;
}
fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("bin87AA0E86");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