162 lines
71 KiB
HTML
162 lines
71 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 5018 - 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>Private Space</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><img alt="" 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" style="float:right; height:328px; width:272px" />People are going to the movies in groups (or alone), but normally only care to socialize within that group. Being Scandinavian, each group of people would like to sit at least one space apart from any other group of people to ensure their privacy, unless of course they sit at the end of a row. The number of seats per row in the cinema starts at X and decreases with one seat per row (down to a number of 1 seat per row). The number of groups of varying sizes is given as a vector (N1, . . . , Nn), where N1 is the number of people going alone, N2 is the number of people going as a pair etc. Calculate the seat-width, X, of the widest row, which will create a solution that seats all (groups of) visitors using as few rows of seats as possible. The cinema also has a limited capacity, so the widest row may not exceed 12 seats.</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>The first line of input contains a single integer n (1 ≤ n ≤ 12), giving the size of the largest group in the test case.</p>
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<p>Then follows a line with n integers, the i-th integer (1-indexed) denoting the number of groups of i persons who need to be seated.</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>A single number; the size of the smallest widest row that will accommodate all the guests. If this number is greater than 12, output impossible instead.</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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0 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 입력 2 복사</h2>
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<pre class="sampledata" id="sample-input-2">3
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|
2 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">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 2 복사</h2>
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|
<pre class="sampledata" id="sample-output-2">4
|
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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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