ID Problem Show tags Hide tags AC / Tried Difficulty
1256 P1676G  White-Black Balanced Subtrees 0 / 0 4
1233 P1680F  Lenient Vertex Cover 0 / 0 10
1227 P1681F  Unique Occurrences 0 / 0 8
1223 P1682D  Circular Spanning Tree 0 / 0 7
1222 P1682E  Unordered Swaps 0 / 0 10
1193 P1689C  Infected Tree 0 / 0 5
1178 P1691F  K-Set Tree 0 / 0 9
1168 P1693B  Fake Plastic Trees 0 / 0 5
1158 P1695D1  Tree Queries (Easy Version) 0 / 0 8
1157 P1695D2  Tree Queries (Hard Version) 0 / 0 8
1150 P1696F  Tree Recovery 0 / 0 10
1137 P1698E  PermutationForces II 0 / 0 8
1111 P1702G1  Passable Paths (easy version) 0 / 0 6
1110 P1702G2  Passable Paths (hard version) 0 / 0 7
1082 P1706E  Qpwoeirut and Vertices 0 / 0 8
1079 P1707C  DFS Trees 0 / 0 9
1078 P1707D  Partial Virtual Trees 0 / 0 10
1069 P1709E  XOR Tree 0 / 0 9
1068 P1709F  Multiset of Strings 0 / 0 9
1064 P1710D  Recover the Tree 0 / 0 10
1054 P1712F  Triameter 0 / 0 10
1042 P1714F  Build a Tree and That Is It 0 / 0 6
1041 P1714G  Path Prefixes 0 / 0 5
1018 P1718D  Permutation for Burenka 0 / 0 10
1009 P1720D1  Xor-Subsequence (easy version) 0 / 0 6
1008 P1720D2  Xor-Subsequence (hard version) 0 / 0 9
1002 P1721E  Prefix Function Queries 0 / 0 8
989 P1725E  Electrical Efficiency 0 / 0 9
985 P1725I  Imitating the Key Tree 0 / 0 10
984 P1725J  Journey 0 / 0 9
977 P1726D  Edge Split 0 / 0 7
905 P1738D  Permutation Addicts 0 / 0 6
903 P1738F  Connectivity Addicts 0 / 0 9
897 P1739D  Reset K Edges 0 / 0 6
890 P1740E  Hanging Hearts 0 / 0 6
887 P1740H  MEX Tree Manipulation 0 / 0 10
882 P1741D  Masha and a Beautiful Tree 0 / 0 4
854 P1746D  Paths on the Tree 0 / 0 6
840 P1748E  Yet Another Array Counting Problem 0 / 0 8
833 P1749F  Distance to the Path 0 / 0 10
791 P1761E  Make It Connected 0 / 0 9
788 P1761G  Centroid Guess 0 / 0 10
783 P1762E  Tree Sum 0 / 0 10
775 P1763F  Edge Queries 0 / 0 10
769 P1764F  Doremy's Experimental Tree 0 / 0 9
740 P1767E  Algebra Flash 0 / 0 9
739 P1767F  Two Subtrees 0 / 0 10
728 P1770E  Koxia and Tree 0 / 0 9
721 P1771D  Hossam and (sub-)palindromic tree 0 / 0 7
719 P1771F  Hossam and Range Minimum Query 0 / 0 9
717 P1773B  BinCoin 0 / 0 8
702 P1774E  Two Chess Pieces 0 / 0 6
699 P1774G  Segment Covering 0 / 0 10
678 P1776M  Parmigiana With Seafood 0 / 0 10
673 P1777D  Score of a Tree 0 / 0 6
672 P1777E  Edge Reverse 0 / 0 8
671 P1777F  Comfortably Numb 0 / 0 9
666 P1778E  The Tree Has Fallen! 0 / 0 9
665 P1778F  Maximizing Root 0 / 0 10
659 P1779F  Xorcerer's Stones 0 / 0 9
645 P1781F  Bracket Insertion 0 / 0 10
644 P1781G  Diverse Coloring 0 / 0 10
635 P1783G  Weighed Tree Radius 0 / 0 10
619 P1787G  Colorful Tree Again 0 / 0 10
611 P1788F  XOR, Tree, and Queries 0 / 0 9
599 P1790F  Timofey and Black-White Tree 0 / 0 7
572 P1794E  Labeling the Tree with Distances 0 / 0 9
566 P1795F  Blocking Chips 0 / 0 9
560 P1796E  Colored Subgraphs 0 / 0 9
555 P1797D  Li Hua and Tree 0 / 0 6
553 P1797F  Li Hua and Path 0 / 0 10
529 P1800G  Symmetree 0 / 0 8
524 P1801E  Gasoline prices 0 / 0 10
508 P1805D  A Wide, Wide Graph 0 / 0 6
507 P1805E  There Should Be a Lot of Maximums 0 / 0 8
500 P1806E  Tree Master 0 / 0 8
470 P1810F  M-tree 0 / 0 10
442 P1815B  Sum Graph 0 / 0 7
425 P1819C  The Fox and the Complete Tree Traversal 0 / 0 9
423 P1819E  Roads in E City 0 / 0 10
408 P1822F  Gardening Friends 0 / 0 5
400 P1823F  Random Walk 0 / 0 10
398 P1824B1  LuoTianyi and the Floating Islands (Easy Version) 0 / 0 6
397 P1824B2  LuoTianyi and the Floating Islands (Hard Version) 0 / 0 8
396 P1824C  LuoTianyi and XOR-Tree 0 / 0 9
394 P1824E  LuoTianyi and Cartridge 0 / 0 10
384 P1827B1  Range Sorting (Easy Version) 0 / 0 7
381 P1827D  Two Centroids 0 / 0 10
380 P1827E  Bus Routes 0 / 0 10
368 P1830A  Copil Copac Draws Trees 0 / 0 4
365 P1830D  Mex Tree 0 / 0 10
347 P1833G  Ksyusha and Chinchilla 0 / 0 6
328 P1837E  Playoff Fixing 0 / 0 8
296 P1842F  Tenzing and Tree 0 / 0 9
290 P1843C  Sum in Binary Tree 0 / 0 3
289 P1843D  Apple Tree 0 / 0 4
287 P1843F1  Omsk Metro (simple version) 0 / 0 6
286 P1843F2  Omsk Metro (hard version) 0 / 0 8
278 P1844G  Tree Weights 0 / 0 10
245 P1849F  XOR Partition 0 / 0 10

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