192 lines
33 KiB
HTML
192 lines
33 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 22880 - 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>봉화대</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><span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>개의 마을이 일렬로 1번부터 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>번까지 순서대로 산등성이를 따라 있다. 각 마을의 높이는 1 이상 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span> 이하의 자연수 중 하나이며 서로 다르다. 외침을 막기 위해 마을을 여러 구간으로 나누어, 각 구간의 가장 높은 마을에 봉화대를 설치하려 한다. 각 구간은 하나 이상의 연속된 마을을 포함해야 하고, 각 마을은 정확히 하나의 구간에 포함되어야 한다. 봉화대의 효율적인 상호 통신을 위해, 봉화대가 설치된 마을의 높이는 번호의 오름차순으로 봤을 때 증가해야 한다. 전략 도모를 위해 가능한 구간 배치의 개수를 파악해보고자 한다.</p>
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<table class="table table-bordered td-center">
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<tbody>
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<tr>
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<td><img alt="" 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" 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<td><img alt="" 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" style="width: 480px; height: 320px;" /></td>
|
|
</tr>
|
|
<tr>
|
|
<td>그림 H.1: 조건을 만족한 봉화대 설치 예시</td>
|
|
<td>그림 H.2: 조건을 만족하지 않은 봉화대 설치 예시</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</article>
|
|
<article class="section">
|
|
<h2>입력</h2>
|
|
<p>첫째 줄에는 마을의 개수를 의미하는 정수 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>이 주어진다. (<span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mn>1</mn><mo>≤</mo><mi>N</mi><mo>≤</mo><mn>500</mn><mtext> </mtext><mn>000</mn></mrow></math></span>)</p>
|
|
|
|
<p>둘째 줄에는 각 마을의 높이를 의미하는 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>개의 정수 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><msub><mi>h</mi><mn>1</mn></msub><mo>,</mo><msub><mi>h</mi><mn>2</mn></msub><mo>,</mo><mo>⋯</mo><mo>,</mo><msub><mi>h</mi><mi>N</mi></msub></mrow></math></span>이 공백으로 구분되어 주어진다. (<span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mn>1</mn><mo>≤</mo><msub><mi>h</mi><mi>i</mi></msub><mo>≤</mo><mi>N</mi></mrow></math></span>)</p>
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|
|
|
<p><span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><msub><mi>h</mi><mi>i</mi></msub></mrow></math></span>는 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>i</mi></mrow></math></span>번째 마을의 높이를 의미하며 서로 다르다.</p>
|
|
</article>
|
|
<article class="section">
|
|
<h2>출력</h2>
|
|
<p>조건을 만족하며 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>개의 마을을 구간으로 나누는 방법의 가짓수를 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mn>1</mn><mtext> </mtext><mn>000</mn><mtext> </mtext><mn>000</mn><mtext> </mtext><mn>007</mn></mrow></math></span>로 나눈 나머지를 출력한다.</p>
|
|
</article>
|
|
<article class="section">
|
|
<h2>힌트</h2>
|
|
<p>첫 번째 예제의 가능한 모든 배치는 (<u>1</u> / <u>4</u> / 2 <u>5</u> 3), (<u>1</u> / <u>4</u> 2 / <u>5</u> 3), (<u>1</u> / 4 2 <u>5</u> 3), (1 <u>4</u> / 2 <u>5</u> 3), (1 <u>4</u> 2 / <u>5</u> 3), (1 4 2 <u>5</u> 3) 이다. /는 구간의 경계이며, 봉화대는 밑줄로 강조된 높이의 마을에 설치된다.</p>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 입력 1 복사</h2>
|
|
<pre class="sampledata" id="sample-input-1">5
|
|
1 4 2 5 3
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 입력 2 복사</h2>
|
|
<pre class="sampledata" id="sample-input-2">3
|
|
3 2 1
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 입력 3 복사</h2>
|
|
<pre class="sampledata" id="sample-input-3">8
|
|
6 3 1 7 2 5 4 8
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 출력 1 복사</h2>
|
|
<pre class="sampledata" id="sample-output-1">6
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 출력 2 복사</h2>
|
|
<pre class="sampledata" id="sample-output-2">1
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 출력 3 복사</h2>
|
|
<pre class="sampledata" id="sample-output-3">20
|
|
</pre>
|
|
</article>
|
|
</main>
|
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</body>
|
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</html>
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