Files
CodeObject/storage/zeta/_static/10250.html
2026-04-27 09:44:16 +09:00

163 lines
138 KiB
HTML

<!DOCTYPE html>
<html lang="ko">
<head>
<meta charset="UTF-8" />
<meta name="viewport" content="width=device-width, initial-scale=1.0" />
<title>BOJ 10250 - 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>ACM 호텔</h1>
</header>
<article class="section">
<h2>문제</h2>
<p><img alt="" src="data:image/png;base64,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" style="float:right; height:202px; width:294px" />ACM 호텔 매니저 지우는 손님이 도착하는 대로 빈 방을 배정하고 있다. 고객 설문조사에 따르면 손님들은 호텔 정문으로부터 걸어서 가장 짧은 거리에 있는 방을 선호한다고 한다. 여러분은 지우를 도와 줄 프로그램을 작성하고자 한다. 즉 설문조사 결과 대로 호텔 정문으로부터 걷는 거리가 가장 짧도록 방을 배정하는 프로그램을 작성하고자 한다.</p>
<p>문제를 단순화하기 위해서 호텔은 직사각형 모양이라고 가정하자. 각 층에 W 개의 방이 있는 H 층 건물이라고 가정하자 (1 &le; H, W &le; 99). 그리고 엘리베이터는 가장 왼쪽에 있다고 가정하자(그림 1 참고). 이런 형태의 호텔을 H &times; W 형태 호텔이라고 부른다. 호텔 정문은 일층 엘리베이터 바로 앞에 있는데, 정문에서 엘리베이터까지의 거리는 무시한다. 또 모든 인접한 두 방 사이의 거리는 같은 거리(거리 1)라고 가정하고&nbsp;호텔의 정면 쪽에만 방이 있다고 가정한다.</p>
<p style="text-align:center"><img alt="" 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" style="height:312px; width:521px" /></p>
<p style="text-align:center">그림 1. H = 6 이고 W = 12 인 H &times; W 호텔을 간략하게 나타낸 그림</p>
<p>방 번호는 YXX 나 YYXX 형태인데 여기서 Y 나 YY 는 층 수를 나타내고 XX 는 엘리베이터에서부터 세었을 때의 번호를 나타낸다. 즉, 그림 1 에서 빗금으로 표시한 방은 305 호가 된다.</p>
<p>손님은 엘리베이터를 타고 이동하는 거리는 신경 쓰지 않는다. 다만 걷는 거리가 같을 때에는 아래층의 방을 더 선호한다. 예를 들면 102 호 방보다는 301 호 방을 더 선호하는데, 102 호는 거리 2 만큼 걸어야 하지만 301 호는 거리 1 만큼만 걸으면 되기 때문이다. 같은 이유로 102 호보다 2101 호를 더 선호한다.</p>
<p>여러분이 작성할 프로그램은 초기에 모든 방이 비어있다고 가정하에 이 정책에 따라 N 번째로 도착한 손님에게 배정될 방 번호를 계산하는 프로그램이다. 첫 번째 손님은 101 호, 두 번째 손님은 201 호 등과 같이 배정한다. 그림 1 의 경우를 예로 들면, H = 6이므로 10 번째 손님은 402 호에 배정해야 한다.</p>
</article>
<article class="section">
<h2>입력</h2>
<p>프로그램은 표준 입력에서 입력 데이터를 받는다. 프로그램의 입력은 T 개의 테스트 데이터로 이루어져 있는데 T 는 입력의 맨 첫 줄에 주어진다. 각 테스트 데이터는 한 행으로서 H, W, N, 세 정수를 포함하고 있으며 각각 호텔의 층 수, 각 층의 방 수, 몇 번째 손님인지를 나타낸다(1 &le; H, W &le; 99, 1 &le; N &le; H &times; W).&nbsp;</p>
</article>
<article class="section">
<h2>출력</h2>
<p>프로그램은 표준 출력에 출력한다. 각 테스트 데이터마다 정확히 한 행을 출력하는데, 내용은 N 번째 손님에게 배정되어야 하는 방 번호를 출력한다.</p>
</article>
<article class="section">
<h2>예제 입력 1 복사</h2>
<pre class="sampledata" id="sample-input-1">2
6 12 10
30 50 72
</pre>
</article>
<article class="section">
<h2>예제 출력 1 복사</h2>
<pre class="sampledata" id="sample-output-1">402
1203
</pre>
</article>
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