ID 题目 显示标签 隐藏标签 AC / 尝试 难度
3001 P1166F   Vicky's Delivery Service 0 / 0 9
2957 P1175F   The Number of Subpermutations 0 / 0 9
2922 P1182D   Complete Mirror 0 / 0 9
2814 P1200E   Compress Words 0 / 0 7
2772 P1207G   Indie Album 0 / 0 10
2725 P1214D   Treasure Island 0 / 0 6
2671 P1223F   Stack Exterminable Arrays 0 / 0 10
2665 P1225D   Power Products 0 / 0 6
2649 P1228D   Complete Tripartite 0 / 0 6
2546 P1252F   Regular Forestation 0 / 0 9
2513 P1257F   Make Them Similar 0 / 0 9
2433 P1277D   Let's Play the Words? 0 / 0 6
2397 P1284D   New Year and Conference 0 / 0 7
2384 P1286C2   Madhouse (Hard version) 0 / 0 10
2251 P1313E   Concatenation with intersection 0 / 0 10
2238 P1320D   Reachable Strings 0 / 0 9
2231 P1322C   Instant Noodles 0 / 0 8
2210 P1326D1   Prefix-Suffix Palindrome (Easy version) 0 / 0 5
2209 P1326D2   Prefix-Suffix Palindrome (Hard version) 0 / 0 6
2128 P1340F   Nastya and CBS 0 / 0 10
2006 P1360F   Spy-string 0 / 0 5
1829 P1393E1   Twilight and Ancient Scroll (easier version) 0 / 0 10
1828 P1393E2   Twilight and Ancient Scroll (harder version) 0 / 0 10
1826 P1394B   Boboniu Walks on Graph 0 / 0 8
1714 P1418G   Three Occurrences 0 / 0 9
1552 P1451C   String Equality 0 / 0 4
1486 P1466G   Song of the Sirens 0 / 0 10
1473 P1468F   Full Turn 0 / 0 5
1460 P1469E   A Bit Similar 0 / 0 9
1457 P1470B   Strange Definition 0 / 0 6
1419 P1476E   Pattern Matching 0 / 0 8
1417 P1476G   Minimum Difference 0 / 0 10
1331 P1493D   GCD of an Array 1 / 1 7
1324 P1494E   A-Z Graph 0 / 0 9
1294 P1500A   Going Home 0 / 0 6
1186 P1520D   Same Differences 0 / 0 4
1152 P1527C   Sequence Pair Weight 0 / 0 5
1124 P1533D   String Searching 0 / 0 (无)
1103 P1535F   String Distance 0 / 0 10
1100 P1536C   Diluc and Kaeya 0 / 0 5
1092 P1537E1   Erase and Extend (Easy Version) 0 / 0 5
1091 P1537E2   Erase and Extend (Hard Version) 0 / 0 8
1085 P1538E   Funny Substrings 0 / 0 7
1008 P1553B   Reverse String 0 / 0 4
1003 P1553G   Common Divisor Graph 0 / 0 10
928 P1569E   Playoff Restoration 0 / 0 10
927 P1569F   Palindromic Hamiltonian Path 0 / 0 10
905 P1574D   The Strongest Build 0 / 0 7
799 P1598G   The Sum of Good Numbers 0 / 0 10
793 P1599F   Mars 0 / 0 10

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