169 lines
66 KiB
HTML
169 lines
66 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 1799 - 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>비숍</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>서양 장기인 체스에는 대각선 방향으로 움직일 수 있는 비숍(bishop)이 있다. < 그림 1 >과 같은 정사각형 체스판 위에 B라고 표시된 곳에 비숍이 있을 때 비숍은 대각선 방향으로 움직여 O로 표시된 칸에 있는 다른 말을 잡을 수 있다.</p>
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style="width: 211px; height: 212px;" /></p>
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<p style="text-align: center;">< 그림 1 ></p>
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<p>그런데 체스판 위에는 비숍이 놓일 수 없는 곳이 있다. < 그림 2 >에서 체스판에 색칠된 부분은 비숍이 놓일 수 없다고 하자. 이와 같은 체스판에 서로가 서로를 잡을 수 없도록 하면서 비숍을 놓는다면 < 그림 3 >과 같이 최대 7개의 비숍을 놓을 수 있다. 색칠된 부분에는 비숍이 놓일 수 없지만 지나갈 수는 있다.</p>
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<p style="text-align: center;"><img alt="" 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style="width: 176px; height: 174px;" /></p>
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<p style="text-align: center;">< 그림 2 ></p>
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" style="width: 176px; height: 174px;" /></p>
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<p style="text-align: center;">< 그림 3 ></p>
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<p>정사각형 체스판의 한 변에 놓인 칸의 개수를 체스판의 크기라고 한다. 체스판의 크기와 체스판 각 칸에 비숍을 놓을 수 있는지 없는지에 대한 정보가 주어질 때, 서로가 서로를 잡을 수 없는 위치에 놓을 수 있는 비숍의 최대 개수를 구하는 프로그램을 작성하시오.</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>첫째 줄에 체스판의 크기가 주어진다. 체스판의 크기는 10이하의 자연수이다. 둘째 줄부터 아래의 예와 같이 체스판의 각 칸에 비숍을 놓을 수 있는지 없는지에 대한 정보가 체스판 한 줄 단위로 한 줄씩 주어진다. 비숍을 놓을 수 있는 곳에는 1, 비숍을 놓을 수 없는 곳에는 0이 빈칸을 사이에 두고 주어진다.</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>첫째 줄에 주어진 체스판 위에 놓을 수 있는 비숍의 최대 개수를 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">5
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1 1 0 1 1
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0 1 0 0 0
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1 0 1 0 1
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1 0 0 0 0
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1 0 1 1 1
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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">7
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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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