171 lines
30 KiB
HTML
171 lines
30 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 25793 - 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>초콜릿 피라미드</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>코코는 특이하게 생긴 화이트 초콜릿과 다크 초콜릿을 무한히 많이 갖고 있다. 화이트 초콜릿은 각 모서리의 길이가 1인 사각 피라미드이고, 다크 초콜릿은 각 모서리의 길이가 1인 정사면체 모양이다. 어느 날 코코는 이 초콜릿들을 가지고 놀다가, 초콜릿을 잘 쌓으면 더 큰 사각 피라미드를 만들 수 있다는 사실을 알아냈다. 바닥면의 직사각형의 크기가 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>R</mi><mo>×</mo><mi>C</mi></mrow></math></span>인 피라미드를 쌓는 구체적인 방법은 다음과 같다.</p>
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<ul>
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<li> 먼저 바닥을 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>R</mi><mo>×</mo><mi>C</mi></mrow></math></span>개의 화이트 초콜릿으로 채운다.</li>
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<li> 화이트 초콜릿 사이사이를 다크 초콜릿으로 채운다.</li>
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<li> 다크 초콜릿 사이의 공간을 다시 화이트 초콜릿으로 채운다. 여기까지 진행하면 위쪽 면은 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mo stretchy="false">(</mo><mi>R</mi><mo>−</mo><mn>1</mn><mo stretchy="false">)</mo><mo>×</mo><mo stretchy="false">(</mo><mi>C</mi><mo>−</mo><mn>1</mn><mo stretchy="false">)</mo></mrow></math></span> 크기의 평평한 직사각형이 된다.</li>
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<li> 윗면의 넓이가 0이 될 때까지 반복한다.</li>
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</ul>
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<p>아래 그림은 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mn>2</mn><mo>×</mo><mn>3</mn></mrow></math></span> 피라미드의 1층을 채우는 과정을 나타낸 것이다. 1층을 채우는 데에 화이트 초콜릿은 8개, 다크 초콜릿은 7개가 필요하고, 2층까지 합하면 각각 10개, 8개가 필요하다.</p>
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<p style="text-align: center;"><img alt="" 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" /></p>
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<p>코코는 아주 큰 초콜릿 피라미드를 만들어 한별이에게 선물하려고 한다. 이 때 화이트와 다크 초콜릿이 각각 몇 개씩 필요한지 계산해주자.</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>첫 번째 줄에 테스트 케이스의 개수 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>T</mi></mrow></math></span>가 주어진다. 다음 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>T</mi></mrow></math></span>개의 줄 각각에는 정수 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>R</mi></mrow></math></span>과 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>C</mi></mrow></math></span>의 값이 순서대로 주어진다.</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>각 테스트 케이스에 대해, 필요한 화이트 초콜릿의 개수와 다크 초콜릿의 개수를 한 줄에 순서대로 출력한다.</p>
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</article>
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<article class="section">
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<h2>제한</h2>
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<ul>
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<li><span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mn>1</mn><mo>≤</mo><mi>T</mi><mo>≤</mo><msup><mn>10</mn><mn>5</mn></msup></mrow></math></span></li>
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<li><span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mn>1</mn><mo>≤</mo><mi>R</mi><mo>,</mo><mi>C</mi><mo>≤</mo><msup><mn>10</mn><mn>6</mn></msup></mrow></math></span></li>
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</ul>
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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">2
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2 3
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|
10 10
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</pre>
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</article>
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|
<article class="section">
|
|
<h2>예제 출력 1 복사</h2>
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|
<pre class="sampledata" id="sample-output-1">10 8
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|
670 660
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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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