ID 题目 显示标签 隐藏标签 AC / 尝试 难度
7780 P1809E   Two Tanks 0 / 0 9
7779 P1809F   Traveling in Berland 0 / 0 9
7778 P1809G   Prediction 0 / 0 10
7777 P1810A   Beautiful Sequence 0 / 0 3
7776 P1810B   Candies 0 / 0 3
7775 P1810C   Make It Permutation 0 / 0 4
7774 P1810D   Climbing the Tree 0 / 0 5
7773 P1810E   Monsters 0 / 0 7
7772 P1810F   M-tree 0 / 0 10
7771 P1810G   The Maximum Prefix 0 / 0 10
7770 P1810H   Last Number 0 / 0 10
8557 P1811A   Insert Digit 0 / 0 3
8556 P1811B   Conveyor Belts 0 / 0 3
8555 P1811C   Restore the Array 0 / 0 3
8554 P1811D   Umka and a Long Flight 0 / 0 5
8553 P1811E   Living Sequence 0 / 0 5
8552 P1811F   Is It Flower? 0 / 0 7
8551 P1811G1   Vlad and the Nice Paths (easy version) 0 / 0 7
8550 P1811G2   Vlad and the Nice Paths (hard version) 0 / 0 8
7769 P1812A   Are You a Robot? 0 / 0 (无)
7768 P1812B   Was it Rated? 0 / 0 (无)
7767 P1812C   Digits 0 / 0 (无)
7766 P1812D   Trivial Conjecture 0 / 0 (无)
7765 P1812E   Not a Geometry Problem 0 / 0 (无)
7764 P1812F   Factorization 0 / 0 (无)
7763 P1812G   Colour Vision 0 / 0 (无)
7762 P1812H   Expected Twist 0 / 0 (无)
7761 P1812I   Mountain Climber 0 / 0 (无)
7760 P1812J   Unmysterious Language 0 / 0 (无)
8549 P1814A   Coins 0 / 0 3
8548 P1814B   Long Legs 0 / 0 5
8547 P1814C   Search in Parallel 0 / 0 5
8546 P1814D   Balancing Weapons 0 / 0 9
8545 P1814E   Chain Chips 0 / 0 8
8544 P1814F   Communication Towers 0 / 0 10
8543 P1815A   Ian and Array Sorting 0 / 0 4
8542 P1815B   Sum Graph 0 / 0 7
8541 P1815C   Between 0 / 0 8
8540 P1815D   XOR Counting 0 / 0 10
8539 P1815E   Bosco and Particle 0 / 0 10
8538 P1815F   OH NO1 (-2-3-4) 0 / 0 10
8537 P1816A   Ian Visits Mary 0 / 0 3
8536 P1816B   Grid Reconstruction 0 / 0 3
8593 P1817A   Almost Increasing Subsequence 0 / 0 5
8592 P1817B   Fish Graph 0 / 0 6
8591 P1817C   Similar Polynomials 0 / 0 9
8590 P1817D   Toy Machine 0 / 0 10
8589 P1817E   Half-sum 0 / 0 10
8588 P1817F   Entangled Substrings 0 / 0 10
8587 P1818A   Politics 0 / 0 3
8586 P1818B   Indivisible 0 / 0 3
8585 P1819A   Constructive Problem 0 / 0 4
8584 P1819B   The Butcher 0 / 0 6
8583 P1819C   The Fox and the Complete Tree Traversal 0 / 0 9
8582 P1819D   Misha and Apples 0 / 0 10
8581 P1819E   Roads in E City 0 / 0 10
8580 P1819F   Willy-nilly, Crack, Into Release! 0 / 0 10
8579 P1820A   Yura's New Name 0 / 0 3
8578 P1820B   JoJo's Incredible Adventures 0 / 0 3
8577 P1821A   Matching 0 / 0 3
8576 P1821B   Sort the Subarray 0 / 0 3
8575 P1821C   Tear It Apart 0 / 0 4
8574 P1821D   Black Cells 0 / 0 6
8573 P1821E   Rearrange Brackets 0 / 0 7
8572 P1821F   Timber 0 / 0 10
8571 P1822A   TubeTube Feed 0 / 0 3
8570 P1822B   Karina and Array 0 / 0 3
8569 P1822C   Bun Lover 0 / 0 3
8568 P1822D   Super-Permutation 0 / 0 4
8567 P1822E   Making Anti-Palindromes 0 / 0 5
8566 P1822F   Gardening Friends 0 / 0 5
8565 P1822G1   Magic Triples (Easy Version) 0 / 0 5
8564 P1822G2   Magic Triples (Hard Version) 0 / 0 8
8563 P1823A   A-characteristic 0 / 0 3
8562 P1823B   Sort with Step 0 / 0 3
8561 P1823C   Strongly Composite 0 / 0 4
8560 P1823D   Unique Palindromes 0 / 0 6
8559 P1823E   Removing Graph 0 / 0 9
8558 P1823F   Random Walk 0 / 0 10
8652 P1824A   LuoTianyi and the Show 0 / 0 4
8651 P1824B1   LuoTianyi and the Floating Islands (Easy Version) 0 / 0 6
8650 P1824B2   LuoTianyi and the Floating Islands (Hard Version) 0 / 0 8
8649 P1824C   LuoTianyi and XOR-Tree 0 / 0 9
8648 P1824D   LuoTianyi and the Function 0 / 0 10
8647 P1824E   LuoTianyi and Cartridge 0 / 0 10
8646 P1825A   LuoTianyi and the Palindrome String 0 / 0 3
8645 P1825B   LuoTianyi and the Table 0 / 0 3
8644 P1826A   Trust Nobody 0 / 0 4
8643 P1826B   Lunatic Never Content 0 / 0 3
8642 P1826C   Dreaming of Freedom 0 / 0 4
8641 P1826D   Running Miles 0 / 0 5
8640 P1826E   Walk the Runway 0 / 0 9
8639 P1826F   Fading into Fog 0 / 0 10
8638 P1827A   Counting Orders 0 / 0 3
8637 P1827B1   Range Sorting (Easy Version) 0 / 0 7
8636 P1827B2   Range Sorting (Hard Version) 0 / 0 9
8635 P1827C   Palindrome Partition 0 / 0 10
8634 P1827D   Two Centroids 0 / 0 10
8633 P1827E   Bus Routes 0 / 0 10
8632 P1827F   Copium Permutation 0 / 0 10

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