ID 题目 显示标签 隐藏标签 AC / 尝试 难度
566 codeforces#P1438C  Engineer Artem 1 / 1 7
565 codeforces#P1438D  Powerful Ksenia 1 / 1 8
564 codeforces#P1438E  Yurii Can Do Everything 0 / 0 9
562 codeforces#P1439A1  Binary Table (Easy Version) 1 / 1 5
561 codeforces#P1439A2  Binary Table (Hard Version) 1 / 1 6
560 codeforces#P1439B  Graph Subset Problem 0 / 0 10
554 codeforces#P1442A  Extreme Subtraction 1 / 3 6
550 codeforces#P1442E  Black, White and Grey Tree 1 / 1 10
548 codeforces#P1443A  Kids Seating 0 / 0 3
541 codeforces#P1444D  Rectangular Polyline 2 / 2 10
537 codeforces#P1446A  Knapsack 0 / 0 4
531 codeforces#P1446E  Long Recovery 0 / 0 10
532 codeforces#P1447A  Add Candies 1 / 1 3
528 codeforces#P1450A  Avoid Trygub 1 / 1 3
526 codeforces#P1450C1  Errich-Tac-Toe (Easy Version) 1 / 1 7
525 codeforces#P1450C2  Errich-Tac-Toe (Hard Version) 1 / 1 8
523 codeforces#P1450E  Capitalism 0 / 0 10
522 codeforces#P1450F  The Struggling Contestant 0 / 0 9
514 codeforces#P1451E1  Bitwise Queries (Easy Version) 0 / 0 7
513 codeforces#P1451E2  Bitwise Queries (Hard Version) 0 / 0 8
512 codeforces#P1451F  Nullify The Matrix 0 / 0 10
506 codeforces#P1452F  Divide Powers 0 / 0 10
504 codeforces#P1453B  Suffix Operations 0 / 0 4
501 codeforces#P1453D  Checkpoints 0 / 0 6
498 codeforces#P1454A  Special Permutation 1 / 1 3
496 codeforces#P1454D  Number into Sequence 0 / 0 4
491 codeforces#P1455B  Jumps 0 / 0 4
490 codeforces#P1455C  Ping-pong 0 / 0 3
488 codeforces#P1455E  Four Points 1 / 3 9
476 codeforces#P1461A  String Generation 1 / 1 3
471 codeforces#P1461F  Mathematical Expression 0 / 1 10
462 codeforces#P1463B  Find The Array 0 / 0 4
460 codeforces#P1463D  Pairs 0 / 0 6
459 codeforces#P1463E  Plan of Lectures 0 / 0 9
447 codeforces#P1467A  Wizard of Orz 0 / 0 3
445 codeforces#P1467C  Three Bags 0 / 0 6
435 codeforces#P1468H  K and Medians 0 / 0 8
428 codeforces#P1469A  Regular Bracket Sequence 1 / 1 3
425 codeforces#P1469D  Ceil Divisions 0 / 0 5
420 codeforces#P1470C  Strange Shuffle 0 / 0 9
418 codeforces#P1470D  Strange Housing 1 / 1 8
406 codeforces#P1473C  No More Inversions 0 / 0 5
400 codeforces#P1474B  Different Divisors 0 / 0 3
397 codeforces#P1474C  Array Destruction 0 / 0 5
396 codeforces#P1474E  What Is It? 0 / 0 9
389 codeforces#P1475F  Unusual Matrix 0 / 0 6
387 codeforces#P1476A  K-divisible Sum 1 / 1 3
380 codeforces#P1477A  Nezzar and Board 0 / 0 6
379 codeforces#P1477C  Nezzar and Nice Beatmap 0 / 0 8
377 codeforces#P1477D  Nezzar and Hidden Permutations 0 / 0 10

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