181 lines
51 KiB
HTML
181 lines
51 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 17262 - 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>팬덤이 넘쳐흘러</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>선물 포장 공장을 말아먹은 욱제는 계곡에서 백숙을 파느라 학교에 자주 가지 못한다. 하지만 월클의 인생은 피곤한 법! 욱제는 지금처럼 힘든 시기에도 자신을 기다리는 5조5억명의 열렬한 팬들을 위해 가끔씩 학교에 가 줘야 한다. 욱제는 백숙이 끓는 걸 지켜봐야 해서 가게를 오래 비울 수 없다. 그래서 욱제는 한 번 학교에 간 뒤 최소 시간동안 머물다가 모든 팬들과 한 번씩 인사를 하고 학교를 떠나려고 한다.</p>
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<p>욱제는 임의의 시각에 학교에 오거나 학교를 떠날 수 있고, 단 한 번의 왕복만 한다. 동시에 여러 팬들에게 인사를 끝낼 수도 있다. 욱제는 잘생겨서 인사하면 팬들이 심쿵사로 바로 쓰러지기 때문에 인사를 하는데 소요되는 시간은 0이라고 하자.</p>
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" /></p>
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<p style="text-align: center;"><그림 1></p>
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<p>예를 들어 3명의 팬 A, B, C가 학교에 머무르는 시간이 <그림 1>과 같다고 하자. 이 경우 시각 2에 3명의 팬이 모두 학교에 있으므로, 욱제는 시각 2에 학교에 와서 3명에게 동시에 인사를 하고 바로 가게로 돌아갈 수 있다. 시각 3이나 4도 마찬가지이다. 이때 욱제가 학교에 머무는 시간의 총합은 0이다.</p>
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<p style="text-align: center;"><img alt="" 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" /></p>
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<p style="text-align: center;"><그림 2></p>
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<p>다른 예로 2명의 팬 A와 B가 학교에 있는 시간이 <그림 2>와 같다고 하자. 욱제는 시각 4부터 시각 5까지 학교에 머물면서 시각 4에 A와, 시각 5에 B와 인사를 하고 학교를 떠날 수 있다. 이때 욱제가 학교에 머무는 시간은 1이다.</p>
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<p>백숙집 주방 이모 효빈이는 N명의 팬들이 학교에 머무르는 시간 [s, e]들을 몰래 조사했다. 효빈이는 욱제가 학교에 머무르는 시간을 계산해서 그 시간동안 땡땡이를 치기로 했다. 효빈이와 함께 욱제가 학교에 머무르는 최소의 시간을 계산해 보자!</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 욱제의 열렬한 팬의 수 N이 주어진다. (1 ≤ N ≤ 100,000)</p>
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<p>둘째 줄부터 N개의 줄에 걸쳐, 각 줄에 정수 s<sub>i</sub>, e<sub>i </sub>(1 ≤ s<sub>i</sub> ≤ e<sub>i</sub> ≤ 100,000)가 순서대로 주어진다. 이는 i번째 팬이 학교에 있는 시간 [s<sub>i</sub>, e<sub>i</sub>]을 의미한다.</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>욱제가 학교에 머물러야 하는 최소의 시간을 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">3
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2 5
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1 4
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2 4
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</pre>
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</article>
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<article class="section">
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<h2>예제 입력 2 복사</h2>
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<pre class="sampledata" id="sample-input-2">2
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1 4
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5 6
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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">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 2 복사</h2>
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<pre class="sampledata" id="sample-output-2">1
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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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