173 lines
77 KiB
HTML
173 lines
77 KiB
HTML
<!DOCTYPE html>
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<html lang="ko">
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<head>
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<meta charset="UTF-8" />
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<meta name="viewport" content="width=device-width, initial-scale=1.0" />
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<title>BOJ 2615 - Offline</title>
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<style>
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:root {
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--bg: #fafaf8;
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--paper: #ffffff;
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--ink: #1e1f24;
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--muted: #6a6d75;
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--line: #d8dce3;
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--accent: #0d6e6e;
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--code-bg: #f4f6fb;
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}
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* { box-sizing: border-box; }
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body {
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margin: 0;
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background:
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radial-gradient(circle at 15% 0%, #f0efe9 0%, transparent 42%),
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radial-gradient(circle at 85% 20%, #e7f1f2 0%, transparent 38%),
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var(--bg);
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color: var(--ink);
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font-family: "Noto Sans KR", "Pretendard", "Apple SD Gothic Neo", sans-serif;
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line-height: 1.65;
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}
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main {
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max-width: 980px;
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margin: 0 auto;
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padding: 24px 16px 56px;
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}
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.header {
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background: var(--paper);
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border: 1px solid var(--line);
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border-radius: 14px;
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padding: 18px 20px;
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margin-bottom: 18px;
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}
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.header h1 { margin: 0 0 6px; font-size: 1.5rem; }
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.header p { margin: 0; color: var(--muted); font-size: 0.95rem; }
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.header a { color: var(--accent); text-decoration: none; }
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.section {
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background: var(--paper);
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border: 1px solid var(--line);
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border-radius: 14px;
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padding: 16px 18px;
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margin-bottom: 14px;
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overflow-x: auto;
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}
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h2 {
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margin: 0 0 10px;
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font-size: 1.05rem;
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color: var(--accent);
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border-bottom: 1px solid var(--line);
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padding-bottom: 8px;
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}
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pre, code {
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font-family: "JetBrains Mono", "Fira Code", monospace;
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background: var(--code-bg);
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}
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pre {
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padding: 12px;
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border-radius: 10px;
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border: 1px solid #e7ebf2;
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overflow: auto;
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}
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blockquote {
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margin: 14px 0;
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padding: 16px 16px 14px 22px;
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border-left: 4px solid var(--accent);
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border-radius: 10px;
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background: linear-gradient(90deg, #eef8f8 0%, #f9fdfd 100%);
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color: #24313a;
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font-weight: 600;
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position: relative;
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}
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blockquote::before {
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content: "“";
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position: absolute;
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left: 8px;
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top: 2px;
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font-size: 1.35rem;
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line-height: 1;
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color: #0b5f5f;
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opacity: 0.7;
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}
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blockquote > :first-child { margin-top: 0; }
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blockquote > :last-child { margin-bottom: 0; }
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q {
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color: #114f50;
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font-weight: 700;
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background: #edf8f8;
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border-radius: 6px;
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padding: 0 4px;
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}
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.math-inline math {
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font-size: 1em;
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vertical-align: middle;
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}
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.math-block {
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margin: 10px 0;
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padding: 8px 10px;
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overflow-x: auto;
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background: #f8fbff;
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border: 1px solid #e2ecf8;
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border-radius: 8px;
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}
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.math-block math {
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font-size: 1.04em;
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display: block;
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}
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table { border-collapse: collapse; width: 100%; }
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th, td { border: 1px solid var(--line); padding: 6px 8px; }
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img { max-width: 100%; height: auto; }
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</style>
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</head>
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<body>
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<main>
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<header class="header">
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<h1>오목</h1>
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</header>
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<article class="section">
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<h2>문제</h2>
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<p>오목은 바둑판에 검은 바둑알과 흰 바둑알을 교대로 놓아서 겨루는 게임이다. 바둑판에는 19개의 가로줄과 19개의 세로줄이 그려져 있는데 가로줄은 위에서부터 아래로 1번, 2번, ... ,19번의 번호가 붙고 세로줄은 왼쪽에서부터 오른쪽으로 1번, 2번, ... 19번의 번호가 붙는다.</p>
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" style="width: 274px; height: 303px;" /></p>
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<p>위의 그림에서와 같이 같은 색의 바둑알이 연속적으로 다섯 알을 놓이면 그 색이 이기게 된다. 여기서 연속적이란 가로, 세로 또는 대각선 방향 모두를 뜻한다. 즉, 위의 그림은 검은색이 이긴 경우이다. 하지만 여섯 알 이상이 연속적으로 놓인 경우에는 이긴 것이 아니다.</p>
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<p>입력으로 바둑판의 어떤 상태가 주어졌을 때, 검은색이 이겼는지, 흰색이 이겼는지 또는 아직 승부가 결정되지 않았는지를 판단하는 프로그램을 작성하시오. 단, 검은색과 흰색이 동시에 이기거나 검은색 또는 흰색이 두 군데 이상에서 동시에 이기는 경우는 입력으로 들어오지 않는다.</p>
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</article>
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<article class="section">
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<h2>입력</h2>
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<p>19줄에 각 줄마다 19개의 숫자로 표현되는데, 검은 바둑알은 1, 흰 바둑알은 2, 알이 놓이지 않는 자리는 0으로 표시되며, 숫자는 한 칸씩 띄어서 표시된다.</p>
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</article>
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<article class="section">
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<h2>출력</h2>
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<p>첫줄에 검은색이 이겼을 경우에는 1을, 흰색이 이겼을 경우에는 2를, 아직 승부가 결정되지 않았을 경우에는 0을 출력한다. 검은색 또는 흰색이 이겼을 경우에는 둘째 줄에 연속된 다섯 개의 바둑알 중에서 가장 왼쪽에 있는 바둑알(연속된 다섯 개의 바둑알이 세로로 놓인 경우, 그 중 가장 위에 있는 것)의 가로줄 번호와, 세로줄 번호를 순서대로 출력한다.</p>
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</article>
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<article class="section">
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<h2>예제 입력 1 복사</h2>
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<pre class="sampledata" id="sample-input-1">0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 1 2 0 0 2 2 2 1 0 0 0 0 0 0 0 0 0 0
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0 0 1 2 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
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0 0 0 1 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 1 2 2 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 2 1 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
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</pre>
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</article>
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<article class="section">
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<h2>예제 출력 1 복사</h2>
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<pre class="sampledata" id="sample-output-1">1
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3 2
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</pre>
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</article>
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</main>
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</body>
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</html>
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