├── README.md ├── generator ├── サイズkの部分集合.py ├── 多重ループ.py └── 部分集合列挙.py ├── snippet ├── cpp_macro.txt ├── snippet_for_cpp.txt └── snippet_for_python.txt ├── その他 ├── RGB.py ├── alphabet.py ├── calender.py ├── clamp.py ├── debug.py ├── print2d.py ├── ダブリング法.py ├── バケットソート.py ├── 小数から整数と桁数.py ├── 時計.py ├── 転倒数.py ├── 辞書順何番目.py ├── 配列生成.py └── 閏年.py ├── アルゴリズム ├── XorShift.py ├── ZobristHash.py ├── compress_直接.py ├── compress_非破壊.py ├── hilbert_order.py ├── merge.py ├── merge_sort.py ├── merge_sort_key.py ├── mergesort_cmp.py ├── 最長増加部分列.py └── 編集距離.py ├── グラフ ├── 2部グラフ判定.py ├── AOJ │ └── 木の直径.py ├── AuxiliaryTree.py ├── DAGの到達可能性.py ├── FunctionalGraph.py ├── LCA_再帰.py ├── LowLink.py ├── LowestCommonAncestor.py ├── LowestCommonAncestor2.py ├── longest_path.py ├── オイラーツアー.py ├── クラスカル法.py ├── グラフ生成.py ├── サイクル分解.py ├── サイクル検出.py ├── トポロジカルソート.py ├── 二部マッチング.py ├── 可視化.py ├── 多重辺削除.py ├── 強連結成分分解.py ├── 最短路 │ ├── BellmanFord.py │ ├── BellmanFord_有向グラフ.py │ ├── FloydWarshall.py │ ├── TSP.py │ ├── dijkstra.py │ ├── dijkstra_dense.py │ ├── dijkstra_経路復元.py │ ├── grid_dijkstra_and_六角.py │ ├── 長さ1.py │ └── 長さ1_経路復元.py └── 有向グラフの到達可能性.py ├── データ構造 ├── BinaryIndexedTree.py ├── ModInt.py ├── RangeAddQuery.py ├── RangeCountQuery.py ├── RangeCountQuery_変更可能.py ├── RangeSetQuery.py ├── RangeSumQueryAndRangeAddQuery.py ├── SWAG未.py ├── SegmentTree.py ├── SparseTable.py ├── SparseTable_index.py ├── Union-Find.py ├── priority_queue.py ├── sorted_list_set_dict.py ├── sortedlist_only.py ├── スライド最小値最大値.py ├── 二次元累積和.py ├── 二次元累積和破壊的.py ├── 二次元累積和遅.py ├── 削除可能heapq.py └── 重み付きUnion-Find.py ├── 学び ├── STLの使い方 │ ├── Floyd-Warshall.py │ ├── deque.py │ ├── dijkstra.py │ ├── lru_cache.py │ ├── stack que.py │ ├── 二分探索.py │ ├── 任意精度小数.py │ └── 優先度付きキュー.py ├── c,a1,a2.py ├── imos法.py ├── n番目の素数.py ├── イベントソート.py ├── セイウチ演算子.py ├── テンプレ.py ├── 典型.txt ├── 桁dp.py ├── 知らない高速化.py ├── 部分集合列挙1.py ├── 部分集合列挙2.py └── 離散3分探索.py ├── 幾何 ├── 偏角ソート.py ├── 幾何.py └── 幾何2D.py ├── 数学 ├── f2^nの基底.py ├── f2^nの基底クラス.py ├── modの世界 │ ├── CRT.py │ ├── a^k%mod.py │ ├── ax=b.py │ ├── fast_pow.py │ ├── inv_gcd.py │ ├── modinv.py │ ├── multiple_pow.py │ └── 原始根.py ├── pop_count.py ├── ラグランジュ補間.py ├── 各桁の和.py ├── 場合の数 │ ├── factrial.py │ ├── mod小.py │ ├── mod小and素数でない.py │ ├── nPk.py │ ├── n大k小.py │ ├── テーブル任意mod.py │ ├── 攪乱順列.py │ ├── 普通のやつ.py │ └── 素数テーブルmod.py ├── 多倍長の余り.py ├── 整数 │ ├── Miller-Rabin.py │ ├── N以下の約数の個数.py │ ├── isqrt.py │ ├── lcm_list.py │ ├── エラストテネス.py │ ├── ポラードのロー法.py │ ├── 供養 │ │ ├── エラストテネス.py │ │ └── エラストネス未.py │ ├── 区間篩.py │ ├── 拡張ユークリッドの互除法.py │ ├── 約数列挙.py │ ├── 素因数分解.py │ ├── 素因数分解_複数log.py │ ├── 素因数分解_複数sqrt.py │ └── 素数判定.py ├── 行列.py ├── 行列mod_ver.py └── 距離.py └── 文字列 ├── RLE ├── ランレングス圧縮.py ├── ランレングス圧縮_数字のみ.py └── ランレングス圧縮_文字のみ.py ├── Z_algorithm.py ├── a_in_b.py ├── unique.py ├── ローリングハッシュ.py ├── 最長共通部分列 ├── 最長共通部分列.py ├── 最長共通部分列_numpy.py ├── 経路復元 │ ├── 最長共通部分列.py │ └── 最長共通部分列_numpy.py └── 連続最長部分文字列.py └── 順序を保ったまま重複削除.py /README.md: 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