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CodeObject/storage/zeta/_static/16931.html
2026-04-27 09:44:16 +09:00

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<!DOCTYPE html>
<html lang="ko">
<head>
<meta charset="UTF-8" />
<meta name="viewport" content="width=device-width, initial-scale=1.0" />
<title>BOJ 16931 - 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;
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.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;
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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>겉넓이 구하기</h1>
</header>
<article class="section">
<h2>문제</h2>
<p>크기가 N&times;M인 종이가 있고, 종이는 1&times;1크기의 칸으로 나누어져 있다.&nbsp;이 종이의 각 칸 위에&nbsp;1&times;1&times;1 크기의 정육면체를 놓아 3차원 도형을 만들었다.</p>
<p>종이의 각 칸에 놓인 정육면체의 개수가 주어졌을 때, 이 도형의 겉넓이를 구하는 프로그램을 작성하시오.</p>
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" style="width: 275px; height: 350px;" /></p>
<p>위의 그림은 3&times;3 크기의 종이 위에 정육면체를 놓은 것이고, 겉넓이는 60이다.</p>
</article>
<article class="section">
<h2>입력</h2>
<p>첫째 줄에 종이의 크기 N, M이 주어진다. 둘째 줄부터 N개의 줄에는 종이의 각 칸에 놓인 정육면체의 수가 주어진다.</p>
</article>
<article class="section">
<h2>출력</h2>
<p>첫째 줄에 도형의 겉넓이를 출력한다.</p>
</article>
<article class="section">
<h2>제한</h2>
<ul>
<li>1 &le; N, M &le; 100</li>
<li>1 &le; 종이의 한 칸에 놓인 정육면체의 수 &le; 100</li>
</ul>
</article>
<article class="section">
<h2>예제 입력 1 복사</h2>
<pre class="sampledata" id="sample-input-1">1 1
1
</pre>
</article>
<article class="section">
<h2>예제 입력 2 복사</h2>
<pre class="sampledata" id="sample-input-2">3 3
1 3 4
2 2 3
1 2 4
</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">60
</pre>
</article>
</main>
</body>
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