結果

問題 No.1 道のショートカット
ユーザー to-omerto-omer
提出日時 2022-12-27 00:47:18
言語 Rust
(1.77.0 + proconio)
結果
AC  
実行時間 20 ms / 5,000 ms
コード長 28,077 bytes
コンパイル時間 13,872 ms
コンパイル使用メモリ 378,788 KB
実行使用メモリ 11,904 KB
最終ジャッジ日時 2024-11-21 11:42:08
合計ジャッジ時間 14,058 ms
ジャッジサーバーID
(参考情報)
judge2 / judge3
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)

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 4 ms
5,248 KB
testcase_01 AC 4 ms
5,248 KB
testcase_02 AC 4 ms
5,248 KB
testcase_03 AC 4 ms
5,248 KB
testcase_04 AC 4 ms
5,248 KB
testcase_05 AC 4 ms
5,248 KB
testcase_06 AC 4 ms
5,248 KB
testcase_07 AC 4 ms
5,248 KB
testcase_08 AC 14 ms
9,580 KB
testcase_09 AC 10 ms
5,760 KB
testcase_10 AC 7 ms
5,248 KB
testcase_11 AC 9 ms
5,360 KB
testcase_12 AC 20 ms
11,904 KB
testcase_13 AC 18 ms
11,756 KB
testcase_14 AC 6 ms
5,248 KB
testcase_15 AC 4 ms
5,248 KB
testcase_16 AC 6 ms
5,248 KB
testcase_17 AC 4 ms
5,248 KB
testcase_18 AC 5 ms
5,248 KB
testcase_19 AC 6 ms
5,248 KB
testcase_20 AC 7 ms
5,248 KB
testcase_21 AC 7 ms
5,248 KB
testcase_22 AC 5 ms
5,248 KB
testcase_23 AC 14 ms
9,204 KB
testcase_24 AC 20 ms
11,100 KB
testcase_25 AC 10 ms
5,248 KB
testcase_26 AC 8 ms
5,248 KB
testcase_27 AC 15 ms
8,552 KB
testcase_28 AC 5 ms
5,248 KB
testcase_29 AC 5 ms
5,248 KB
testcase_30 AC 4 ms
5,248 KB
testcase_31 AC 5 ms
5,248 KB
testcase_32 AC 12 ms
7,168 KB
testcase_33 AC 8 ms
5,376 KB
testcase_34 AC 12 ms
7,936 KB
testcase_35 AC 4 ms
5,248 KB
testcase_36 AC 5 ms
5,248 KB
testcase_37 AC 4 ms
5,248 KB
testcase_38 AC 5 ms
5,248 KB
testcase_39 AC 6 ms
5,248 KB
testcase_40 AC 5 ms
5,248 KB
testcase_41 AC 4 ms
5,248 KB
testcase_42 AC 4 ms
5,248 KB
testcase_43 AC 5 ms
5,248 KB
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 #

/*
pub fn main() {
    crate::prepare!();
    sc!(
        n,
        c,
        v,
        s: [Usize1; v],
        t: [Usize1; v],
        y: [usize; v],
        m: [i64; v]
    );
    let mut b = DirectedSparseGraph::builder::<i64>(n * (c + 1));
    for i in 0..v {
        for j in y[i]..=c {
            b.add_edge(j * n + s[i], (j - y[i]) * n + t[i], m[i]);
        }
    }
    for u in 0..n {
        for j in 0..c {
            b.add_edge((j + 1) * n + u, j * n + u, 0);
        }
    }
    let (g, d) = b.build();
    let d = g.dijkstra_ss::<OptionSp<AdditiveOperation<_>>, _>(c * n, &|i| Some(d[i]));
    pp!(d[n - 1].unwrap_or(-1));
}
*/
fn main(){use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("bin4FD14155");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).unwrap(),&b).unwrap();#[cfg(unix)]std::fs::set_permissions(&e,std::os::unix::fs::PermissionsExt::from_mode(0o755)).unwrap();exit(Command::new(&e).status().unwrap().code().unwrap())}
const B:&[u8]=b"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";
0