結果

問題 No.2602 Real Collider
ユーザー to-omerto-omer
提出日時 2024-01-14 00:18:03
言語 Rust
(1.77.0 + proconio)
結果
TLE  
実行時間 -
コード長 49,453 bytes
コンパイル時間 12,594 ms
コンパイル使用メモリ 404,568 KB
実行使用メモリ 22,656 KB
最終ジャッジ日時 2024-09-28 01:51:37
合計ジャッジ時間 77,137 ms
ジャッジサーバーID
(参考情報)
judge5 / judge1
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 6 ms
5,248 KB
testcase_01 AC 5 ms
5,248 KB
testcase_02 AC 6 ms
5,376 KB
testcase_03 AC 6 ms
5,376 KB
testcase_04 AC 6 ms
5,376 KB
testcase_05 AC 6 ms
5,376 KB
testcase_06 AC 6 ms
5,376 KB
testcase_07 AC 5 ms
5,376 KB
testcase_08 AC 6 ms
5,376 KB
testcase_09 AC 5 ms
5,376 KB
testcase_10 TLE -
testcase_11 AC 865 ms
9,344 KB
testcase_12 AC 455 ms
11,356 KB
testcase_13 AC 228 ms
6,272 KB
testcase_14 AC 556 ms
12,260 KB
testcase_15 AC 711 ms
7,168 KB
testcase_16 AC 1,070 ms
10,368 KB
testcase_17 AC 1,210 ms
11,264 KB
testcase_18 AC 317 ms
8,616 KB
testcase_19 AC 405 ms
10,084 KB
testcase_20 AC 1,281 ms
13,184 KB
testcase_21 AC 341 ms
8,064 KB
testcase_22 AC 362 ms
9,588 KB
testcase_23 AC 244 ms
6,912 KB
testcase_24 AC 402 ms
9,088 KB
testcase_25 AC 410 ms
9,600 KB
testcase_26 AC 581 ms
7,264 KB
testcase_27 AC 458 ms
10,624 KB
testcase_28 AC 928 ms
11,136 KB
testcase_29 AC 414 ms
9,472 KB
testcase_30 AC 419 ms
9,976 KB
testcase_31 AC 1,110 ms
10,448 KB
testcase_32 AC 939 ms
9,088 KB
testcase_33 AC 1,131 ms
10,604 KB
testcase_34 AC 1,007 ms
10,624 KB
testcase_35 AC 697 ms
7,040 KB
testcase_36 AC 559 ms
7,132 KB
testcase_37 AC 1,235 ms
11,288 KB
testcase_38 AC 1,191 ms
11,520 KB
testcase_39 AC 1,266 ms
11,264 KB
testcase_40 AC 563 ms
6,144 KB
testcase_41 AC 1,337 ms
12,416 KB
testcase_42 AC 1,002 ms
10,240 KB
testcase_43 AC 964 ms
10,240 KB
testcase_44 AC 1,422 ms
12,672 KB
testcase_45 AC 811 ms
8,576 KB
testcase_46 AC 869 ms
8,072 KB
testcase_47 AC 1,223 ms
11,392 KB
testcase_48 AC 902 ms
8,960 KB
testcase_49 AC 810 ms
8,064 KB
testcase_50 AC 598 ms
6,528 KB
testcase_51 AC 652 ms
6,912 KB
testcase_52 AC 425 ms
5,376 KB
testcase_53 AC 1,118 ms
10,496 KB
testcase_54 AC 872 ms
8,540 KB
testcase_55 AC 940 ms
9,472 KB
testcase_56 AC 960 ms
9,344 KB
testcase_57 AC 863 ms
8,824 KB
testcase_58 AC 310 ms
5,376 KB
testcase_59 AC 1,094 ms
10,240 KB
testcase_60 AC 839 ms
9,472 KB
testcase_61 AC 685 ms
7,552 KB
testcase_62 AC 1,105 ms
10,752 KB
testcase_63 AC 1,180 ms
12,008 KB
testcase_64 AC 1,550 ms
13,500 KB
testcase_65 AC 674 ms
7,552 KB
testcase_66 AC 1,214 ms
11,264 KB
testcase_67 AC 486 ms
6,016 KB
testcase_68 AC 575 ms
7,040 KB
testcase_69 AC 401 ms
5,376 KB
testcase_70 AC 505 ms
6,144 KB
testcase_71 AC 703 ms
7,296 KB
testcase_72 AC 1,109 ms
10,368 KB
testcase_73 AC 871 ms
8,812 KB
testcase_74 AC 1,119 ms
10,624 KB
testcase_75 AC 1,205 ms
11,208 KB
testcase_76 AC 1,028 ms
9,856 KB
testcase_77 AC 1,040 ms
10,364 KB
testcase_78 AC 1,372 ms
12,416 KB
testcase_79 AC 1,051 ms
11,008 KB
testcase_80 AC 1,211 ms
12,288 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!();
    sc!(n, p: [P; const 3], q: [P; n]);
    let p = p.map(|p| Complex::new(Rational::new(p.re, 1), Rational::new(p.im, 1)));
    let q: Vec<_> = q
        .into_iter()
        .map(|p| Complex::new(Rational::new(p.re, 1), Rational::new(p.im, 1)))
        .collect();
    let mut mat = Matrix::<Rational<i128>>::zeros((2, 2));
    let mut b = vec![Rational::new(0, 1); 2];
    for i in 0..2 {
        let a = p[i] - p[2];
        let m = (p[i] + p[2]) / Rational::new(2, 1);
        mat[i][0] = a.re;
        mat[i][1] = a.im;
        b[i] = m.re * a.re + m.im * a.im;
    }
    let mut cs = vec![];
    cs.extend(
        mat.solve_system_of_linear_equations(&b)
            .map(|c| Complex::new(c[0], c[1])),
    );
    for i in 0..3 {
        cs.push((p[i] + p[(i + 1) % 3]) / Rational::new(2, 1));
    }
    let norm = |c: Complex<Rational<i128>>| {
        let re = num_rational::BigRational::from((c.re.num.into(), c.re.den.into()));
        let im = num_rational::BigRational::from((c.im.num.into(), c.im.den.into()));
        &re * &re + &im * &im
    };
    let c = cs
        .into_iter()
        .min_by_key(|c| p.iter().map(|&p| norm(p - c)).into_iter().max().unwrap())
        .unwrap();
    let r2 = p.map(|p| norm(p - c)).into_iter().max().unwrap();
    for q in q {
        let ans = norm(q - c) <= r2;
        pp!(if ans { "Yes" } else { "No" });
    }
}
type P = Complex<i128>;
}
fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("bin1F5C3140");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