結果

問題 No.2602 Real Collider
ユーザー to-omerto-omer
提出日時 2024-01-14 00:22:55
言語 Rust
(1.77.0 + proconio)
結果
AC  
実行時間 1,497 ms / 2,000 ms
コード長 52,962 bytes
コンパイル時間 12,875 ms
コンパイル使用メモリ 377,464 KB
実行使用メモリ 28,624 KB
最終ジャッジ日時 2024-09-28 01:52:55
合計ジャッジ時間 73,669 ms
ジャッジサーバーID
(参考情報)
judge3 / judge5
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
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 6 ms
5,376 KB
testcase_08 AC 6 ms
5,376 KB
testcase_09 AC 6 ms
5,376 KB
testcase_10 AC 73 ms
22,528 KB
testcase_11 AC 851 ms
23,164 KB
testcase_12 AC 468 ms
27,012 KB
testcase_13 AC 223 ms
14,128 KB
testcase_14 AC 552 ms
27,616 KB
testcase_15 AC 681 ms
14,792 KB
testcase_16 AC 1,018 ms
26,384 KB
testcase_17 AC 1,194 ms
27,112 KB
testcase_18 AC 318 ms
22,832 KB
testcase_19 AC 415 ms
26,108 KB
testcase_20 AC 1,230 ms
28,300 KB
testcase_21 AC 341 ms
22,456 KB
testcase_22 AC 371 ms
25,880 KB
testcase_23 AC 250 ms
14,576 KB
testcase_24 AC 405 ms
23,260 KB
testcase_25 AC 423 ms
21,372 KB
testcase_26 AC 572 ms
14,868 KB
testcase_27 AC 477 ms
26,568 KB
testcase_28 AC 940 ms
26,904 KB
testcase_29 AC 410 ms
21,272 KB
testcase_30 AC 423 ms
26,120 KB
testcase_31 AC 1,069 ms
26,420 KB
testcase_32 AC 893 ms
23,196 KB
testcase_33 AC 1,095 ms
26,444 KB
testcase_34 AC 988 ms
26,520 KB
testcase_35 AC 667 ms
14,836 KB
testcase_36 AC 531 ms
14,752 KB
testcase_37 AC 1,179 ms
26,952 KB
testcase_38 AC 1,151 ms
27,188 KB
testcase_39 AC 1,269 ms
26,960 KB
testcase_40 AC 544 ms
14,096 KB
testcase_41 AC 1,283 ms
27,848 KB
testcase_42 AC 965 ms
26,280 KB
testcase_43 AC 948 ms
26,436 KB
testcase_44 AC 1,379 ms
27,996 KB
testcase_45 AC 781 ms
22,804 KB
testcase_46 AC 845 ms
22,504 KB
testcase_47 AC 1,169 ms
27,132 KB
testcase_48 AC 948 ms
23,124 KB
testcase_49 AC 796 ms
22,376 KB
testcase_50 AC 567 ms
14,324 KB
testcase_51 AC 624 ms
14,500 KB
testcase_52 AC 414 ms
12,412 KB
testcase_53 AC 1,101 ms
26,496 KB
testcase_54 AC 856 ms
22,824 KB
testcase_55 AC 936 ms
23,448 KB
testcase_56 AC 967 ms
23,388 KB
testcase_57 AC 852 ms
22,972 KB
testcase_58 AC 303 ms
8,168 KB
testcase_59 AC 1,088 ms
26,340 KB
testcase_60 AC 823 ms
23,356 KB
testcase_61 AC 673 ms
15,020 KB
testcase_62 AC 1,055 ms
26,620 KB
testcase_63 AC 1,146 ms
27,492 KB
testcase_64 AC 1,497 ms
28,624 KB
testcase_65 AC 662 ms
14,980 KB
testcase_66 AC 1,159 ms
27,020 KB
testcase_67 AC 500 ms
14,012 KB
testcase_68 AC 630 ms
14,540 KB
testcase_69 AC 390 ms
12,308 KB
testcase_70 AC 478 ms
13,952 KB
testcase_71 AC 662 ms
14,872 KB
testcase_72 AC 1,050 ms
26,316 KB
testcase_73 AC 874 ms
22,856 KB
testcase_74 AC 1,071 ms
26,456 KB
testcase_75 AC 1,153 ms
26,972 KB
testcase_76 AC 981 ms
26,016 KB
testcase_77 AC 1,029 ms
26,328 KB
testcase_78 AC 1,336 ms
27,796 KB
testcase_79 AC 996 ms
26,704 KB
testcase_80 AC 1,151 ms
27,736 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();
    memorize!(
        fn f(q: Complex<Rational<i128>>) -> bool {
            norm(q - c) <= r2
        }
    );
    for q in q {
        let ans = f(q);
        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("bin4E7F3A31");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