結果

問題 No.2001 Distanced Triple
ユーザー to-omer
提出日時 2025-02-19 03:59:14
言語 Rust
(1.83.0 + proconio)
結果
AC  
実行時間 12 ms / 2,000 ms
コード長 27,790 bytes
コンパイル時間 13,745 ms
コンパイル使用メモリ 377,912 KB
実行使用メモリ 5,248 KB
最終ジャッジ日時 2025-02-19 03:59:29
合計ジャッジ時間 13,874 ms
ジャッジサーバーID
(参考情報)
judge5 / 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 * 3
other AC * 30
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!(l, r, a, b, c);
    let l = l.to_digit_sequence_radix_len(2, 64);
    let r = r.to_digit_sequence_radix_len(2, 64);
    let a = a.to_digit_sequence_radix_len(2, 64);
    let b = b.to_digit_sequence_radix_len(2, 64);
    let c = c.to_digit_sequence_radix_len(2, 64);

    let x = transducer!(l !<=);
    let y = transducer!(@<usize>);
    let z = transducer!(!<= r);

    let add = transducer!(=> || 0usize, |s, i| Some(((s + i) / 2, (s + i) % 2)), |s| *s == 0);

    let a = transducer!(@rseq &a)
        .with_input()
        .map(|&(a, (x, _y, _z))| x + a)
        .chain(add.clone())
        .intersection(transducer!(@map |&(_x, y, _z)| y))
        .chain(transducer!(!<=));
    let b = transducer!(@rseq &b)
        .with_input()
        .map(|&(b, (_x, y, _z))| y + b)
        .chain(add.clone())
        .intersection(transducer!(@map |&(_x, _y, z)| z))
        .chain(transducer!(!<=));
    let c = transducer!(@rseq &c)
        .with_input()
        .map(|&(c, (x, _y, _z))| x + c)
        .chain(add.clone())
        .intersection(transducer!(@map |&(_x, _y, z)| z))
        .chain(transducer!(!<=));

    let fst = transducer!((x * y * z) & (a) & (b) & (c));
    let ans = fst.dp::<AdditiveOperation<M>>(M::one()).with_hashmap().run(
        || (0usize..8).map(|bit| (bit & 1, bit >> 1 & 1, bit >> 2 & 1)),
        64,
    );
    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("bin1E18D454");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