AT_rco_contest_2019_final_b まわしてそろえる

[problemUrl]: https://atcoder.jp/contests/rco-contest-2019-final/tasks/rco_contest_2019_final_b パズル愛好家のXは、自ら考案した新しいパズルを解こうとしています。 Xの考案したパズルは $ N\ ×\ N $ のグリッドからなっており、一番左上、右上、左下、右下のセルの座標をそれぞれ $ (0,\ 0),\ (0,\ N-1),\ (N-1,\ 0),\ (N-1,\ N-1) $ と表します。 ここで、グリッド内のあるセルの座標を $ (r,\ c) $ としたとき、下記に定義されるいずれかの領域にあると呼ぶことにします。 - \\(r - \\(r - \\(r \\geq N/2\\) かつ \\(c - \\(r \\geq N/2\\) かつ \\(c \\geq N/2\\) ならば、右下領域。 また、各セルは赤・黄・緑・青の4色のどれかで塗られていて、それぞれの色のセルは $ N\ ×\ N\ /\ 4 $ 個ずつ存在しています。 このパズルでは以下の操作を行うことができます。 - グリッド内のある正方形のサブグリッドを選択し、その内部を時計回りに90度回転させる。 上記操作を最大 $ M $ 回まで行って、グリッドの左上領域に赤を、右上領域に黄を、左下領域に緑を、右下領域に青を集めるのがこのパズルの目標です。 パズルを考案するのは得意でも解くのは苦手なXの代わりに、どういう操作を行えばよいか考えてあげてください。 各テストケースの得点および、この問題の得点は、次のように計算されます。 - 1つのテストケースの得点は、次のように計算されます。 - すべての操作が終了したグリッドで、 \\({\\it 左上領域にある赤セル数}\\ +\\ \\)\\({\\it 右上領域にある黄セル数}\\ +\\ \\)\\({\\it 左下領域にある緑セル数}\\ +\\ \\)\\({\\it 右下領域にある青セル数}\\) を得点とする。 - すべての赤セルが左上領域に、黄セルが右上領域に、緑セルが左下領域に、青セルが右下領域に集まっている場合、これを完全解と呼び、\\(M - {\\it 操作回数}\\) を得点に加える。 - テストケースは全部で $ 50 $ 個あります。各テストケースの得点の合計が、この問題の得点になります。

入力は以下の形式で標準入力から与えられます。 > $ N $ $ M $ $ c_{0,0} $ $ c_{0,1} $ \\(\\cdots\\) $ c_{0,N-1} $ \\(\\vdots\\) $ c_{N-1,0} $ $ c_{N-1,1} $ \\(\\cdots\\) $ c_{N-1,N-1} $ - $ N $ はグリッドの縦と横の長さを表す整数で、$ N=20 $ を満たします。 - $ M $ は操作の最大回数を表す整数で、$ M=1000 $ を満たします。 - $ c_{i,j} $ は座標 $ (i,\ j) $ のセルの初期状態を表す整数で、0=赤, 1=黄, 2=緑, 3=青 と対応します。

行う操作を各行に１つずつ順番に標準出力に出力してください。 ここで、$ r_{i},\ c_{i} $ はサブグリッドの一番左上のセルの座標 $ (r_{i},\ c_{i}) $ を表し、$ s_{i} $ はサブグリッドの辺の長さを表します。 > $ r_{0} $ $ c_{0} $ $ s_{0} $ \\(\\vdots\\) $ r_{i} $ $ c_{i} $ $ s_{i} $ \\(\\vdots\\)

### テストケースの生成について 各テストケースは、完全解の状態からランダムな正方形のサブグリッドを選択して反時計回りに90度回転させるのを1000回行ったものになります。 すなわち、1000回以内の操作で完全解にできることが保証されています。 ### ジェネレータとテスターとサンプル入力データ テストケースジェネレータ・テスター・サンプル入力データを次のリンクから提供しています。 [ジェネレータ・テスター・サンプル入力データ](https://github.com/recruit-communications/rco-contest-2019/tree/master/final_B/tester) ヒント：サブグリッドを回転させる処理は、テスターの中に[実装](https://github.com/recruit-communications/rco-contest-2019/blob/master/final_B/tester/TestCase.java#L92)があります。参考にしてください。 ### ビジュアライザ 入力ファイルと出力ファイルから、得点の計算および結果を可視化するビジュアライザを用意しました。 - このビジュアライザはデスクトップ版の [Google Chrome](https://www.google.co.jp/chrome/browser/desktop/index.html) および [Mozilla Firefox](https://www.mozilla.org/firefox/new/) の最新バージョン上で動作確認を行っています。全てのブラウザ環境で動作することを保証していません。 - このビジュアライザ上で計算された得点は、当コンテストでの得点ではありません。解答を AtCoder 上で提出する事によって採点が行われます。また、ビジュアライザ上で計算された得点は、当コンテスト上での得点を保証するものではありません。 - このビジュアライザを使用することによるあらゆる損害は保障しかねますので、予めご了承ください。 ビジュアライザは次のリンクからも提供しています。使用法についてもリンク先に記述があります。 [ビジュアライザ](https://github.com/recruit-communications/rco-contest-2019/tree/master/final_B/visualizer) ### Sample Explanation 1 注意: この入力はテストケースとしての制約を満たしていません。 初期状態から最終操作後までの各グリッドのビジュアライズ結果を以下に図示しています。 初期状態 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) 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