結果

問題 No.2308 [Cherry 5th Tune B] もしかして、真?
ユーザー to-omerto-omer
提出日時 2023-05-19 22:01:18
言語 Rust
(1.77.0)
結果
AC  
実行時間 692 ms / 2,000 ms
コード長 34,775 bytes
コンパイル時間 6,772 ms
コンパイル使用メモリ 148,492 KB
実行使用メモリ 51,404 KB
最終ジャッジ日時 2023-08-22 23:57:59
合計ジャッジ時間 24,061 ms
ジャッジサーバーID
(参考情報)
judge15 / judge12
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 5 ms
4,376 KB
testcase_01 AC 445 ms
17,708 KB
testcase_02 AC 549 ms
27,016 KB
testcase_03 AC 498 ms
27,736 KB
testcase_04 AC 492 ms
29,068 KB
testcase_05 AC 512 ms
30,324 KB
testcase_06 AC 635 ms
41,700 KB
testcase_07 AC 589 ms
36,728 KB
testcase_08 AC 676 ms
43,604 KB
testcase_09 AC 628 ms
44,196 KB
testcase_10 AC 551 ms
28,320 KB
testcase_11 AC 601 ms
27,444 KB
testcase_12 AC 542 ms
27,516 KB
testcase_13 AC 541 ms
27,504 KB
testcase_14 AC 546 ms
27,500 KB
testcase_15 AC 537 ms
27,448 KB
testcase_16 AC 542 ms
27,512 KB
testcase_17 AC 542 ms
27,448 KB
testcase_18 AC 565 ms
27,448 KB
testcase_19 AC 546 ms
27,444 KB
testcase_20 AC 539 ms
27,504 KB
testcase_21 AC 677 ms
51,380 KB
testcase_22 AC 650 ms
51,148 KB
testcase_23 AC 642 ms
50,676 KB
testcase_24 AC 639 ms
50,160 KB
testcase_25 AC 692 ms
50,568 KB
testcase_26 AC 649 ms
51,404 KB
testcase_27 AC 649 ms
50,792 KB
testcase_28 AC 654 ms
50,340 KB
testcase_29 AC 640 ms
50,968 KB
testcase_30 AC 644 ms
50,228 KB
testcase_31 AC 98 ms
50,756 KB
testcase_32 AC 97 ms
50,324 KB
testcase_33 AC 97 ms
50,300 KB
testcase_34 AC 124 ms
49,836 KB
testcase_35 AC 124 ms
49,368 KB
testcase_36 AC 123 ms
49,428 KB
testcase_37 AC 12 ms
4,376 KB
testcase_38 AC 535 ms
27,484 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 #

code!{
pub fn solve() {
    crate::prepare!();
    for _ in 0..sv!(usize) {
        sc!(n, x: [Bytes; n], y: [Bytes; n - 1], s: [Usize1; n - 1]);
        let x: Vec<_> = x.iter().map(|x| x[0] == b'T').collect();
        let y: Vec<_> = y
            .iter()
            .map(|y| "aoxi".bytes().position(|b| b == y[0]).unwrap())
            .collect();
        let mut xs = SplaySequence::<EmptyAction<bool>>::new();
        xs.extend(x.iter().cloned());
        let mut ys = SplaySequence::<EmptyAction<usize>>::new();
        ys.extend(y.iter().cloned());
        for s in s {
            let x = xs.remove(s).unwrap();
            let y = xs.remove(s).unwrap();
            let op = ys.remove(s).unwrap();
            let z = match op {
                0 => x & y,
                1 => x | y,
                2 => x ^ y,
                _ => !x | y,
            };
            xs.insert(s, z);
        }
        let ans = xs.remove(0).unwrap();
        pp!(if ans { "True" } else { "False" });
    }
}
}
fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("bin79568B4E");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