ID 题目 显示标签 隐藏标签 AC / 尝试 难度
2258 P1375I  Cubic Lattice 0 / 0 10
2256 P1379B  Dubious Cyrpto 0 / 0 提高+/省选-
2212 P1388A  Captain Flint and Crew Recruitment 0 / 0 普及/提高-
2207 P1389A  LCM Problem 0 / 0 普及/提高-
2203 P1389E  Calendar Ambiguity 0 / 0 8
2172 P1396A  Multiples of Length 0 / 0 提高+/省选-
2166 P1397B  Power Sequence 0 / 0 提高+/省选-
2159 P1398G  Running Competition 0 / 0 10
2142 P1401C  Mere Array 0 / 0 普及+/提高
2141 P1401D  Maximum Distributed Tree 0 / 0 省选/NOI-
2129 P1404D  Game of Pairs 0 / 0 10
2121 P1406E  Deleting Numbers 0 / 0 10
2119 P1407B  Big Vova 0 / 0 普及+/提高
2104 P1409C  Yet Another Array Restoration 0 / 0 普及+/提高
2099 P1411B  Fair Numbers 0 / 0 普及/提高-
2068 P1418F  Equal Product 0 / 0 10
2061 P1419E  Decryption 0 / 0 NOI/NOI+/CTSC
2043 P1422F  Boring Queries 0 / 0 10
2032 P1423K  Lonely Numbers 0 / 0 提高+/省选-
2008 P1427E  Xum 0 / 0 9
1965 P1436F  Sum Over Subsets 0 / 0 10
1933 P1444A  Division 0 / 0 提高+/省选-
1884 P1454D  Number into Sequence 0 / 0 普及+/提高
1881 P1455A  Strange Functions 0 / 0 普及/提高-
1873 P1458A  Row GCD 0 / 0 提高+/省选-
1856 P1462D  Add to Neighbour and Remove 0 / 0 普及+/提高
1826 P1468F  Full Turn 0 / 0 提高+/省选-
1820 P1468L  Prime Divisors Selection 0 / 0 10
1814 P1469D  Ceil Divisions 0 / 0 提高+/省选-
1810 P1470B  Strange Definition 0 / 0 省选/NOI-
1805 P1471A  Strange Partition 0 / 0 普及/提高-
1795 P1473B  String LCM 0 / 0 普及/提高-
1788 P1474B  Different Divisors 0 / 0 普及/提高-
1783 P1475A  Odd Divisor 0 / 0 普及/提高-
1777 P1475G  Strange Beauty 0 / 0 省选/NOI-
1769 P1477A  Nezzar and Board 0 / 0 省选/NOI-
1755 P1479E  School Clubs 0 / 0 10
1738 P1485A  Add and Divide 0 / 0 普及/提高-
1736 P1485C  Floor and Mod 0 / 0 提高+/省选-
1735 P1485D  Multiples and Power Differences 0 / 0 8
1724 P1487B  Cat Cycle 0 / 0 普及+/提高
1722 P1487D  Pythagorean Triples 0 / 0 提高+/省选-
1712 P1488G  Painting Numbers 0 / 0 9
1697 P1491E  Fib-tree 0 / 0 9
1684 P1493D  GCD of an Array 0 / 0 NOI/NOI+/CTSC
1682 P1493F  Enchanted Matrix 0 / 0 10
1663 P1497D  Genius 0 / 0 9
1662 P1497E1  Square-Free Division (easy version) 0 / 0 提高+/省选-
1661 P1497E2  Square-Free Division (hard version) 0 / 0 9
1651 P1499D  The Number of Pairs 0 / 0 NOI/NOI+/CTSC

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