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<title>BOJ 5584 - Offline</title>
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</head>
<body>
<main>
<header class="header">
<h1>ペンキの色</h1>
</header>
<article class="section">
<h2>문제</h2>
<p>情報オリンピックの宣伝のために,長方形のベニヤ板にペンキを塗り看板を制作 したい.ベニヤ板には色を塗りたくないところにあらかじめ何枚かの長方形のマス キングテープが貼られている.そこでマスキングテープで区切られた領域ごとに別々 の色を使いペンキを塗ることにした.例えば,図 5-1 の場合は 5 色のペンキを使う.</p>
<p style="text-align: center;"><img alt="" src="data:image/png;base64,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style="width: 299px; height: 127px;" /></p>
<p style="text-align: center;">図 5-1 看板の例</p>
<p>入力としてマスキングテープを貼る位置が与えられた時,使うペンキの色の数を 求めるプログラムを作成せよ.ただし,ベニヤ板全体がマスキングテープで覆われる ことはなく,全てのマスキングテープの辺はベニヤ板のいずれかの辺に平行である.</p>
</article>
<article class="section">
<h2>입력</h2>
<p>1 行目にはベニヤ板の幅 w (1 &le; w &le; 1000000 となる整数) と高さ h (1 &le; h &le; 1000000 となる整数) がこの順に空白区切りで書かれている.</p>
<p>2 行目にはマスキングテープの数 n (1 &le; n &le; 1000 となる整数) が書かれている. 続く 3 行目以降の 2 + i 行目 (1 &le; i &le; n) にはi 番目に貼るマスキングテープの左 下の座標 (x<sub>1</sub>, y<sub>1</sub>) と,右上の座標 (x<sub>2</sub>, y<sub>2</sub>) が x<sub>1</sub> y<sub>1</sub> x<sub>2</sub> y<sub>2</sub> (0 &le; x<sub>1</sub> &lt; x<sub>2</sub> &le; w 0 &le; y<sub>1</sub> &lt; y<sub>2</sub> &le; h となる整数) の順に空白区切りで書かれている.</p>
<p>ただし,ベニヤ板の左下の角の座標は (0, 0) で右上の角の座標は (w, h) である.</p>
</article>
<article class="section">
<h2>출력</h2>
<p>1 行だけからなり,その 1 行は使うペンキの色数だけを含む.</p>
</article>
<article class="section">
<h2>힌트</h2>
<p style="text-align: center;"><img alt="" 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" style="width: 344px; height: 199px;" /></p>
<p style="text-align: center;">図 5-2 図 5-1 の看板の入力例</p>
</article>
<article class="section">
<h2>예제 입력 1 복사</h2>
<pre class="sampledata" id="sample-input-1">15 6
10
1 4 5 6
2 1 4 5
1 0 5 1
6 1 7 5
7 5 9 6
7 0 9 2
9 1 10 5
11 0 14 1
12 1 13 5
11 5 14 6
</pre>
</article>
<article class="section">
<h2>예제 출력 1 복사</h2>
<pre class="sampledata" id="sample-output-1">5
</pre>
</article>
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