165 lines
22 KiB
HTML
165 lines
22 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 2780 - 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>비밀번호</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>석원이는 자신의 현관문에 비밀번호 기계를 설치했다. 그 기계의 모양은 다음과 같다.</p>
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<p><img alt="" src="data:image/png;base64,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" style="height:418px; width:315px" /></p>
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<p>지나가던 석원이 친구 주희는 단순한 호기심에 저 비밀번호를 풀고 싶어한다. 이때 주희는 바닥에 떨어져 있는 힌트 종이를 줍게 된다. 이 종이에는 석원이가 비밀번호를 만들 때 사용했던 조건이 적혀 있다. 이제 주희는 이 조건을 가지고, 석원이 집의 가능한 비밀번호의 전체 개수를 알고 싶어 한다. 현재 컴퓨터를 사용할 수 없는 주희는 당신에게 이 문제를 부탁했다. 석원이의 힌트 종이는 다음과 같다.</p>
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<ol>
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<li>비밀번호의 길이는 N이다.</li>
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<li>비밀번호는 위 그림에 나온 번호들을 눌러서 만든다.</li>
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<li>비밀번호에서 인접한 수는 실제 위 기계의 번호에서도 인접해야 한다.</li>
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</ol>
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<p>(ex. 15 라는 비밀번호는 불가능하다. (1과 5는 인접하지 않는다. ) 하지만 1236이라는 비밀번호는 가능하다.)</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>첫 번째 줄에 Test case의 수 T가 주어진다. 그리고 각각의 케이스마다 입력으로 첫 번째 줄에 비밀번호의 길이 N이 주어진다.( 1 <= N <= 1,000 )</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>각각의 Test case에 대해서 조건을 만족하는 비밀번호의 개수를 출력하라. 단, 수가 매우 커질 수 있으므로 비밀번호의 개수를 1,234,567으로 나눈 나머지를 출력하라.</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">3
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1
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2
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3
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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">10
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26
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74
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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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