├── Binary Search and Ternary Search ├── Aplications.cpp ├── BS.cpp ├── LowerBound.cpp ├── STL.cpp ├── TS.cpp ├── UpperBound.cpp ├── parallel_binary_search.cpp └── recursive_parallel_binary_search.cpp ├── Dynamic programming and common problems ├── Digitdp.cpp ├── Knapsack.cpp ├── aliens_trick.cpp ├── bitwise_digit_dp.cpp ├── broken_profile.cpp ├── cht.cpp ├── divideandconquer.cpp ├── dynamic_cht.cpp ├── exchange_arguments.cpp ├── expected_value.cpp ├── inclusion_exclusion.cpp ├── largest-sum-contiguous-subarray.cpp ├── largest_square.cpp ├── lcs.cpp ├── lichao.cpp ├── lis.cpp ├── max_matrix_path.cpp ├── optimization_with_fft.cpp ├── permutations.cpp ├── sos_dp.cpp ├── steiner_tree.cpp ├── subsequences_string.cpp ├── subset_sum.cpp ├── suffix_sum.cpp └── tip.cpp ├── Geometry ├── ConvexHull.cpp ├── LineSweep.cpp ├── convex_hull_point_location.cpp ├── dynamic_ch.cpp ├── halfplane_intersection.cpp ├── kd_tree.cpp ├── line_trick.cpp ├── minkowski.cpp ├── points_and_vectors.cpp ├── polygon_area.cpp ├── polygon_isomorfism.cpp ├── polygons_distance.cpp └── smallest_enclosing_circle.cpp ├── Graph ├── BFS.cpp ├── DFS.cpp ├── Dijkstra.cpp ├── Floyd_Warshall.cpp ├── Ford_Fulkerson.cpp ├── Grafo_Bipartido.cpp ├── Kruskal.cpp ├── LCA.cpp ├── MatrixDijkstra.cpp ├── Prim.cpp ├── Topological_Sort.cpp ├── TreeDiameter.cpp ├── articulation_points.cpp ├── bipartite.cpp ├── block-cut-tree.cpp ├── bridges.cpp ├── caminhoeuleriano.cpp ├── caminhoeuleriano2.cpp ├── centroid_decomposition.cpp ├── centroid_decomposition2.cpp ├── chordal_graph.cpp ├── cycle_detection.cpp ├── dinic.cpp ├── dominator_tree.cpp ├── dsu.cpp ├── dsu_rollback.cpp ├── erdos_gallai.cpp ├── eulertour.cpp ├── flow_with_minimum_capacities.cpp ├── hall_theorem.cpp ├── hld.cpp ├── hld_edge.cpp ├── hopcroft_karp.cpp ├── hungarian.cpp ├── kuhn.cpp ├── link_cut_tree_edge.cpp ├── link_cut_tree_vertex.cpp ├── max_matching_without_one_vertex.cpp ├── mincostflow.cpp ├── mo_dsu.cpp ├── mo_trees.cpp ├── mo_trees_edges.cpp ├── push_relabel.cpp ├── reroot.cpp ├── rmq_tree.cpp ├── sack.cpp ├── scc.cpp ├── segtree_graph.cpp ├── stable_matching.cpp ├── strong_orientation.cpp ├── tree_isomorfism.cpp ├── two_sat.cpp └── virtual_tree.cpp ├── Math ├── baby_step_gigant_step.cpp ├── berlekamp_massey.cpp ├── binomial_theorem.cpp ├── catalan.cpp ├── crivo.cpp ├── crt.cpp ├── crt_trick.cpp ├── diophantine.cpp ├── division_trick.cpp ├── divisors.cpp ├── extended_euclidean.cpp ├── fft.cpp ├── fraction.cpp ├── fwht.cpp ├── gaussian_elimination.cpp ├── gaussian_elimination2.cpp ├── lagrange.cpp ├── lucas_theorem.cpp ├── markov.cpp ├── matrix_exponentiation.cpp ├── matrix_exponentiation2.cpp ├── matrix_inverse_and_determinant.cpp ├── max_xor_subsequence.cpp ├── mobius.cpp ├── mobius2.cpp ├── modular_arithmetic.cpp ├── ntt.cpp ├── operadores_binarios.cpp ├── pollard_rho.cpp ├── primefactors.cpp ├── primefactors2.cpp ├── segmentedsieve.cpp ├── simplex.cpp ├── stars_and_bars.cpp ├── totient.cpp └── xor_trie.cpp ├── Miscellaneous ├── bellman_ford_inequalities.cpp ├── bitmasks.cpp ├── coordinate_compression.cpp ├── inversion_count.cpp ├── max_plus_convolution.cpp ├── meetinthemiddle.cpp ├── pragma.cpp ├── prefix_sum_2d.cpp ├── rectangle_union.cpp ├── segment_covering.cpp ├── sprague_grundy.cpp ├── stack_trick.cpp ├── sum_hash.cpp ├── tower_of_hanoi.cpp └── two_pointers.cpp ├── Notebook (based on the stanfordacm script) ├── README.md ├── code │ ├── Aplications.cpp │ ├── BFS.cpp │ ├── BS.cpp │ ├── ConvexHull.cpp │ ├── DFS.cpp │ ├── Digitdp.cpp │ ├── Dijkstra.cpp │ ├── Floyd_Warshall.cpp │ ├── Ford_Fulkerson.cpp │ ├── Grafo_Bipartido.cpp │ ├── Knapsack.cpp │ ├── Kruskal.cpp │ ├── LCA.cpp │ ├── LineSweep.cpp │ ├── LowerBound.cpp │ ├── MatrixDijkstra.cpp │ ├── Prim.cpp │ ├── STL.cpp │ ├── STL.txt │ ├── SegTree.cpp │ ├── SegTree_pa.cpp │ ├── Segtree2.cpp │ ├── TS.cpp │ ├── Topological_Sort.cpp │ ├── TreeDiameter.cpp │ ├── UpperBound.cpp │ ├── __int128.cpp │ ├── aho_corasick.cpp │ ├── aliens_trick.cpp │ ├── articulation_points.cpp │ ├── baby_step_gigant_step.cpp │ ├── berlekamp_massey.cpp │ ├── binary_lifting.cpp │ ├── binomial_theorem.cpp │ ├── binomial_theorem.md │ ├── bipartite.cpp │ ├── bit2d.cpp │ ├── bitmasks.cpp │ ├── bitwise_digit_dp.cpp │ ├── block-cut-tree.cpp │ ├── bridges.cpp │ ├── broken_profile.cpp │ ├── caminhoeuleriano.cpp │ ├── caminhoeuleriano2.cpp │ ├── catalan.cpp │ ├── centroid_decomposition.cpp │ ├── centroid_decomposition2.cpp │ ├── chicken_mcnugget.md │ ├── cht.cpp │ ├── color_update.cpp │ ├── convex_hull_point_location.cpp │ ├── coordinate_compression.cpp │ ├── crivo.cpp │ ├── crt.cpp │ ├── cycle_detection.cpp │ ├── de_bruijin.cpp │ ├── dinic.cpp │ ├── diophantine.cpp │ ├── divideandconquer.cpp │ ├── divisors.cpp │ ├── dominator_tree.cpp │ ├── dsu.cpp │ ├── dsu_rollback.cpp │ ├── dynamic_ch.cpp │ ├── dynamic_cht.cpp │ ├── erdos_gallai.cpp │ ├── eulertour.cpp │ ├── exchange_arguments.cpp │ ├── execution_time.cpp │ ├── expected_value.cpp │ ├── extended_euclidean.cpp │ ├── fenwick.cpp │ ├── fenwick2.cpp │ ├── fenwick2D.cpp │ ├── fenwick3.cpp │ ├── fft.cpp │ ├── flow_with_minimum_capacities.cpp │ ├── fraction.cpp │ ├── fwht.cpp │ ├── gaussian_elimination.cpp │ ├── gaussian_elimination2.cpp │ ├── graph_notes.md │ ├── halfplane_intersection.cpp │ ├── hall_theorem.cpp │ ├── hld.cpp │ ├── hld_edge.cpp │ ├── hopcroft_karp.cpp │ ├── hungarian.cpp │ ├── implicit_seg.cpp │ ├── inversion_count.cpp │ ├── kd_tree.cpp │ ├── kmp.cpp │ ├── lagrange.cpp │ ├── largest-sum-contiguous-subarray.cpp │ ├── largest_square.cpp │ ├── lcs.cpp │ ├── lichao.cpp │ ├── link_cut_tree_edge.cpp │ ├── link_cut_tree_vertex.cpp │ ├── lis.cpp │ ├── lower_bound_segtree.cpp │ ├── manacher.cpp │ ├── matrix_exponentiation.cpp │ ├── matrix_exponentiation2.cpp │ ├── matrix_inverse_and_determinant.cpp │ ├── max_matrix_path.cpp │ ├── max_xor_subsequence.cpp │ ├── meetinthemiddle.cpp │ ├── mergesorttree.cpp │ ├── min_queue.cpp │ ├── min_suffix.cpp │ ├── mincostflow.cpp │ ├── minkowski.cpp │ ├── mo.cpp │ ├── mo_dsu.cpp │ ├── mo_trees.cpp │ ├── mo_trees_edges.cpp │ ├── mo_update.cpp │ ├── mobius.cpp │ ├── mobius2.cpp │ ├── modular_arithmetic.cpp │ ├── ntt.cpp │ ├── operadores_binarios.cpp │ ├── ordered_set.cpp │ ├── parallel_binary_search.cpp │ ├── persistent_seg.cpp │ ├── persistent_seg2.cpp │ ├── points_and_vectors.cpp │ ├── pollard_rho.cpp │ ├── polygon_area.cpp │ ├── polygon_isomorfism.cpp │ ├── polygons_distance.cpp │ ├── prefix_sum_2d.cpp │ ├── primefactors.cpp │ ├── primefactors2.cpp │ ├── rabin-karp.cpp │ ├── rand.cpp │ ├── reroot.cpp │ ├── rmq.cpp │ ├── rmq_tree.cpp │ ├── runner.py │ ├── runner2.py │ ├── sack.cpp │ ├── scc.cpp │ ├── segment_covering.cpp │ ├── segmentedsieve.cpp │ ├── segtree2d.cpp │ ├── segtree_lazy.cpp │ ├── segtree_max_seg_sum.cpp │ ├── simplex.cpp │ ├── smallest_enclosing_circle.cpp │ ├── sos_dp.cpp │ ├── sparsetable.cpp │ ├── sprague_grundy.cpp │ ├── stable_matching.cpp │ ├── stack_trick.cpp │ ├── stars_and_bars.cpp │ ├── steiner_tree.cpp │ ├── stringhashing.cpp │ ├── stringhashing2.cpp │ ├── strong_orientation.cpp │ ├── subsequences_string.cpp │ ├── subset_sum.cpp │ ├── substring_fft.cpp │ ├── suffix_array.cpp │ ├── suffix_automaton.cpp │ ├── suffix_sum.cpp │ ├── sum_hash.cpp │ ├── tip.cpp │ ├── totient.cpp │ ├── tower_of_hanoi.cpp │ ├── treap.cpp │ ├── treap2.cpp │ ├── tree_isomorfism.cpp │ ├── two_pointers.cpp │ ├── two_sat.cpp │ ├── virtual_tree.cpp │ ├── xor_trie.cpp │ └── z-function.cpp ├── contents.tex ├── contents.txt ├── generate_pdf.py ├── make_contents.py ├── notebook.aux ├── notebook.fdb_latexmk ├── notebook.fls ├── notebook.log ├── notebook.out ├── notebook.pdf ├── notebook.tex └── notebook.toc ├── Problem Solving ├── Fase zero 2025 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Final 2017 │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ └── m.cpp ├── Final 2018 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── f.cpp │ ├── h.cpp │ ├── i.cpp │ ├── l.cpp │ └── m.cpp ├── Final 2019 │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Final 2020 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ ├── m.cpp │ └── n.cpp ├── Final 2021 │ ├── b.cpp │ ├── c.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Final 2022 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── h.cpp │ ├── i.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Final 2023 │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Final 2024 │ ├── a.cpp │ ├── b.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ └── l.cpp ├── Final 2025 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ └── l.cpp ├── GEMA PC 1.0 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ └── e.cpp ├── GEMA PC 2.0 │ ├── a.c │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ └── f.cpp ├── GEMA PC 3.0 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ └── e.cpp ├── Latam 2023 │ ├── a.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── j.cpp │ ├── k.cpp │ └── l.cpp ├── Latam 2024 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── k.cpp │ └── l.cpp ├── Primeira Seletiva GEMA │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ ├── m.cpp │ └── n.cpp ├── SECOMP 2025 │ ├── README.md │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ └── l.cpp ├── Subregional 2013 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ └── j.cpp ├── Subregional 2017 │ ├── a.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── i.cpp │ ├── j.cpp │ ├── l.cpp │ └── m.cpp ├── Subregional 2018 │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── i.cpp │ ├── j.cpp │ └── l.cpp ├── Subregional 2019 │ ├── a.cpp │ ├── b.cpp │ ├── d.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Subregional 2020 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── k.cpp │ ├── l.cpp │ ├── m.cpp │ ├── n.cpp │ └── o.cpp ├── Subregional 2021 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ ├── m.cpp │ └── n.cpp ├── Subregional 2022 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ ├── m.cpp │ └── n.cpp ├── Subregional 2023 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── Subregional 2024 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ └── l.cpp ├── Subregional 2025 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ └── m.cpp ├── TAP 2023 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ ├── k.cpp │ ├── l.cpp │ ├── m.cpp │ └── n.cpp ├── UFPE try-outs 2020 │ ├── a.cpp │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ ├── f.cpp │ ├── g.cpp │ ├── h.cpp │ ├── i.cpp │ ├── j.cpp │ └── k.cpp ├── UFPE try-outs 2021 │ ├── b.cpp │ ├── c.cpp │ ├── d.cpp │ ├── e.cpp │ └── f.cpp └── editorial_secomp_2022.md ├── README.md ├── STL ├── STL.txt └── ordered_set.cpp ├── Strings ├── aho_corasick.cpp ├── de_bruijin.cpp ├── kmp.cpp ├── manacher.cpp ├── min_suffix.cpp ├── rabin-karp.cpp ├── stringhashing.cpp ├── stringhashing2.cpp ├── substring_fft.cpp ├── suffix_array.cpp ├── suffix_automaton.cpp └── z-function.cpp ├── Structures ├── SegTree.cpp ├── SegTree_pa.cpp ├── Segtree2.cpp ├── binary_lifting.cpp ├── bit2d.cpp ├── color_update.cpp ├── fenwick.cpp ├── fenwick2.cpp ├── fenwick2D.cpp ├── fenwick3.cpp ├── implicit_seg.cpp ├── lower_bound_segtree.cpp ├── mergesorttree.cpp ├── min_queue.cpp ├── mo.cpp ├── mo_update.cpp ├── persistent_seg.cpp ├── persistent_seg2.cpp ├── rmq.cpp ├── segtree2d.cpp ├── segtree_lazy.cpp ├── segtree_max_seg_sum.cpp ├── sparsetable.cpp ├── treap.cpp └── treap2.cpp ├── Theorems and Formulas ├── binomial_theorem.md ├── 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