No.757 チャンパーノウン定数 (2)

レベル : / 実行時間制限 : 1ケース 2.000秒 / メモリ制限 : 512 MB / 通常問題
タグ : / 解いたユーザー数 18
作問者 : %20%20 / テスター : cielciel
0 ProblemId : 1916 / 出題時の順位表

問題文

$B$ 進数におけるチャンパーノウン定数 $C_B$ の小数第 $D$ 位の数字を求めてください。
ここで $C_B$ とは、$0.$ に続いて、$1$ 以上のすべての整数( $B$ 進表記)が昇順に連結されたものです。
例えば、$C_3=(0.12101112202122100101102110\dots)_3$、$C_{10}=(0.1234567891011121314151617\dots)_{10}$ です。

入力

$B$
$D$

入力は以下の制約を満たします。

  • $2\le B\le10$
  • $B$ は十進表記された整数である。
  • $1\le D\le B^{100000}$
  • $D$ は $B$ 進表記された整数である。

出力

$C_B$ の小数第 $D$ 位の数字を出力してください。

サンプル

サンプル1
入力
5
12
出力
1

$C_5=(0.1234101\dots)_5$ であるので、小数第 $(12)_5$ 位の数字は $1$ です。$(12)_5=(7)_{10}$ に注意してください。

サンプル2
入力
7
41402021
出力
2

サンプル3
入力
10
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0
出力
1

$D$ が非常に大きい場合があります。

提出ページヘ
下のフォームでの入力は、テキストボックスにフォーカスがない場合は、(Onにしている場合)ショートカットキー・スマートサブミットの影響を受けるので、必要なら提出ページに遷移してください。

言語
問題によって提出できない言語があります。参考
ソースコード
ソースコードのテキストボックスに文字がある場合はファイルは無視されます。
テキストボックスで提出するとCR(\r)が除去されますが、ファイルで提出すると除去されません。