Files
CodeObject/storage/zeta/_static/3036.html
2026-04-27 09:44:16 +09:00

184 lines
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HTML

<!DOCTYPE html>
<html lang="ko">
<head>
<meta charset="UTF-8" />
<meta name="viewport" content="width=device-width, initial-scale=1.0" />
<title>BOJ 3036 - Offline</title>
<style>
:root {
--bg: #fafaf8;
--paper: #ffffff;
--ink: #1e1f24;
--muted: #6a6d75;
--line: #d8dce3;
--accent: #0d6e6e;
--code-bg: #f4f6fb;
}
* { box-sizing: border-box; }
body {
margin: 0;
background:
radial-gradient(circle at 15% 0%, #f0efe9 0%, transparent 42%),
radial-gradient(circle at 85% 20%, #e7f1f2 0%, transparent 38%),
var(--bg);
color: var(--ink);
font-family: "Noto Sans KR", "Pretendard", "Apple SD Gothic Neo", sans-serif;
line-height: 1.65;
}
main {
max-width: 980px;
margin: 0 auto;
padding: 24px 16px 56px;
}
.header {
background: var(--paper);
border: 1px solid var(--line);
border-radius: 14px;
padding: 18px 20px;
margin-bottom: 18px;
}
.header h1 { margin: 0 0 6px; font-size: 1.5rem; }
.header p { margin: 0; color: var(--muted); font-size: 0.95rem; }
.header a { color: var(--accent); text-decoration: none; }
.section {
background: var(--paper);
border: 1px solid var(--line);
border-radius: 14px;
padding: 16px 18px;
margin-bottom: 14px;
overflow-x: auto;
}
h2 {
margin: 0 0 10px;
font-size: 1.05rem;
color: var(--accent);
border-bottom: 1px solid var(--line);
padding-bottom: 8px;
}
pre, code {
font-family: "JetBrains Mono", "Fira Code", monospace;
background: var(--code-bg);
}
pre {
padding: 12px;
border-radius: 10px;
border: 1px solid #e7ebf2;
overflow: auto;
}
blockquote {
margin: 14px 0;
padding: 16px 16px 14px 22px;
border-left: 4px solid var(--accent);
border-radius: 10px;
background: linear-gradient(90deg, #eef8f8 0%, #f9fdfd 100%);
color: #24313a;
font-weight: 600;
position: relative;
}
blockquote::before {
content: "“";
position: absolute;
left: 8px;
top: 2px;
font-size: 1.35rem;
line-height: 1;
color: #0b5f5f;
opacity: 0.7;
}
blockquote > :first-child { margin-top: 0; }
blockquote > :last-child { margin-bottom: 0; }
q {
color: #114f50;
font-weight: 700;
background: #edf8f8;
border-radius: 6px;
padding: 0 4px;
}
.math-inline math {
font-size: 1em;
vertical-align: middle;
}
.math-block {
margin: 10px 0;
padding: 8px 10px;
overflow-x: auto;
background: #f8fbff;
border: 1px solid #e2ecf8;
border-radius: 8px;
}
.math-block math {
font-size: 1.04em;
display: block;
}
table { border-collapse: collapse; width: 100%; }
th, td { border: 1px solid var(--line); padding: 6px 8px; }
img { max-width: 100%; height: auto; }
</style>
</head>
<body>
<main>
<header class="header">
<h1></h1>
</header>
<article class="section">
<h2>문제</h2>
<p>상근이는 창고에서 링 N개를 발견했다. 상근이는 각각의 링이 앞에 있는 링과 뒤에 있는 링과 접하도록 바닥에 내려놓았다.&nbsp;</p>
<p style="text-align: center;"><img alt="" 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" style="width: 259px; height: 127px;" /></p>
<p>상근이는 첫 번째 링을 돌리기 시작했고, 나머지 링도 같이 돌아간다는 사실을 발견했다. 나머지 링은 첫 번째 링 보다 빠르게 돌아가기도 했고, 느리게 돌아가기도 했다. 이렇게 링을 돌리다 보니 첫 번째 링을 한 바퀴 돌리면, 나머지 링은 몇 바퀴 도는지 궁금해졌다.</p>
<p>링의 반지름이 주어진다. 이때, 첫 번째 링을 한 바퀴 돌리면, 나머지 링은 몇 바퀴 돌아가는지 구하는 프로그램을 작성하시오.</p>
</article>
<article class="section">
<h2>입력</h2>
<p>첫째 줄에 링의 개수 N이 주어진다. (3 &le; N &le; 100)</p>
<p>다음 줄에는 링의 반지름이 상근이가 바닥에 놓은 순서대로 주어진다. 반지름은 1과 1000를 포함하는 사이의 자연수이다.</p>
</article>
<article class="section">
<h2>출력</h2>
<p>출력은 총 N-1줄을 해야 한다. 첫 번째 링을 제외한 각각의 링에 대해서, 첫 번째 링을 한 바퀴 돌리면 그 링은 몇 바퀴 도는지 기약 분수 형태 A/B로 출력한다.</p>
</article>
<article class="section">
<h2>예제 입력 1 복사</h2>
<pre class="sampledata" id="sample-input-1">3
8 4 2
</pre>
</article>
<article class="section">
<h2>예제 입력 2 복사</h2>
<pre class="sampledata" id="sample-input-2">4
12 3 8 4
</pre>
</article>
<article class="section">
<h2>예제 입력 3 복사</h2>
<pre class="sampledata" id="sample-input-3">4
300 1 1 300
</pre>
</article>
<article class="section">
<h2>예제 출력 1 복사</h2>
<pre class="sampledata" id="sample-output-1">2/1
4/1
</pre>
</article>
<article class="section">
<h2>예제 출력 2 복사</h2>
<pre class="sampledata" id="sample-output-2">4/1
3/2
3/1
</pre>
</article>
<article class="section">
<h2>예제 출력 3 복사</h2>
<pre class="sampledata" id="sample-output-3">300/1
300/1
1/1
</pre>
</article>
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