AT_rco_contest_2018_qual_a ゲーム実況者Xの挑戦

Description

[problemUrl]: https://atcoder.jp/contests/rco-contest-2018-qual/tasks/rco_contest_2018_qual_a 人気ゲーム実況者として活動しているXは、新しい動画の制作に取り組んでいます。今回は、とあるパズルゲームを攻略することにしました。 このゲームの目的は、 $ H $行$ W $列のマスからなるマップの中で、プレイヤーを動かしてできるだけ多くのコインを集めることです。詳しいルールは以下の通りです。なお、マップの一番上の行を $ 0 $ 行目、一番左の列を $ 0 $ 列目とします。 - マップの各マスは、壁のマス・コインのマス・罠のマス・空のマスのいずれかである - マップの外周($ 0 $行目・$ H-1 $行目・$ 0 $列目・$ W-1 $列目)は壁のマスである - 初期状態では空のマスが1つだけあり、そこにプレイヤーがいる - 1回のコマンドで、プレイヤーを上下左右いずれかの隣接したマスへ移動させることができる - 移動先が壁のマスだった場合、移動せず現在のマスにとどまる - プレイヤーがコインのマスに入った場合、コインを得る。そのマスからコインはなくなり、空のマスになる - プレイヤーが罠のマスに入った場合、それ以降プレイヤーは移動できなくなる - コマンドは最大 $ T $ 回与えることができる このゲーム内には $ N $ 個のマップが用意されています。ただ高得点を取るだけでは面白くないと考えたXは、次のチャレンジをすることにしました。 - $ N $ 個のマップの中から $ K $ 個のマップを選ぶ - それら $ K $ 個のマップを、同一のコマンドで操作する マップの選び方と実行するコマンドを決め、得られるコインの数の合計を最大化してください。 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、選んだ $ K $ 個のマップで得られたコインの数の合計です。 - テストケースは全部で $ 30 $ 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。

Input Format

入力は以下の形式で標準入力から与えられます。 > $ N $ $ K $ $ H $ $ W $ $ T $ $ row_{0,0} $ $ row_{0,1} $ $ : $ $ row_{0,H-1} $ $ row_{1,0} $ $ : $ $ row_{N-1,H-1} $ - $ N $ はマップの数を表す整数で、$ N=100 $ を満たします。 - $ K $ は使用するマップの数を表す整数で、$ K=8 $ を満たします。 - $ H $ はマップの行数を表す整数で、$ H=50 $ を満たします。 - $ W $ はマップの列数を表す整数で、$ W=50 $ を満たします。 - $ T $ はコマンドの回数の最大値を表す整数で、$ T=2,500 $ を満たします。 - $ row_{i,j} $ は $ i $ 番目のマップの $ j $ 行目を表す $ W $ 文字の文字列です。各文字は、`#`, `o`, `x`, `@` のいずれかです。 - `#` は壁のマスを表します。 - `o` はコインのマスを表します。 - `x` は罠のマスを表します。 - `@` はプレイヤーがいるマスを表します。 - 各マップの外周は `#` であることが保証されます。 - 各マップに `@` はただ一つ存在することが保証されます。

Output Format

1行目に、選択したマップの番号(0始まり)を表す整数を $ K $ 個、スペース区切りで出力してください。 2行目に、実行するコマンド列を表す $ T $ 文字以下の文字列を出力してください。 > $ M_0 $ $ M_1 $ $ … $ $ M_{K-1} $ $ commands $ - $ M_0 $, $ M_1 $, $ … $, $ M_{K-1} $ は、互いに異なる $ 0 $ 以上 $ N $ 未満の整数です。 - $ commands $ の $ i $ 文字目は、$ i $ 個目のコマンドを表します。 - 各コマンドは、以下の文字によって表されます。 `U` 現在のマスより1行小さいマスに移動します。(上に移動します) `D` 現在のマスより1行大きいマスに移動します。(下に移動します) `L` 現在のマスより1列小さいマスに移動します。(左に移動します) `R` 現在のマスより1列大きいマスに移動します。(右に移動します)

Explanation/Hint

### テストケースの生成について 各マップは次の手順で生成されます。 - 外周を壁のマスにする - 外周以外のマスを、それぞれ確率 $ 0.77 $ でコインのマスに、確率 $ 0.20 $ で壁のマスに、確率 $ 0.03 $ で罠のマスにする - 外周以外のマスを1つ選び、空のマス(初期状態でプレイヤーがいるマス)に置き換える ### ジェネレータとテスター テストケースジェネレータとテスター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](https://github.com/recruit-communications/rco-contest-2018/tree/master/qual_A/tester) ### 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主要なブラウザ上で動作確認を行っていますが、全ての環境で動作することを保証していません。特に、Internet Explorer 上では動作しないことが確認されています。 - 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-2018/tree/master/qual_A/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。 マップを以下に図示します。 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) マップ1とマップ2を選びました。全てのコマンドを実行後のマップの様子は以下のようになります。 !\[\](data:image/png;base64,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) - 1つめのコマンドでは、マップ1のプレイヤーは上に移動してコインを得ます。マップ2のプレイヤーは、上が壁のマスのため移動しません。 - 2つめのコマンドでは、マップ1のプレイヤーは右に移動して罠のマスに入ります。マップ2のプレイヤーは、右に移動してコインを得ます。 - 3つめのコマンドでは、マップ1のプレイヤーは罠のマスに入っているため移動できません。マップ2のプレイヤーは、右に移動してコインを得ます。 - マップ1で1個、マップ2で2個のコインを得たため、このテストケースで得られるスコアは、3点です。