Đang Nguyễn
- 5★luckynumbers
- Vietnam
- Student
- Le Hong Phong High School Ho Chi Minh City, Vietnam
- List of teams by Đang Nguyễn
- https://discuss.codechef.com/u/luckynumbers
- No Active Plan. View Details
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Ratings System Update
(2022-02-21 22:30:00)Ratings System Update
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Ratings System Update
(2022-02-21 22:30:00)Ratings System Update
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Submissions
Practice Problems (70):
Practice:
Dynamic GCD, Andrew and the Balls, Tree, Polo the Penguin and the Tree, Sherlock and Inversions, XOR Minimization, Chef and Graph Queries, Sereja and Equality, Chef and Bracket-Pairs, Subarray LCM, Lowest Common Ancestor, Tree Again, Dragonstone, Jam, Updating Edges on Trees, Special Shortest Walk, Count Subarrays, Chef and insomnia, Chef and Rectangle Array, Arrays Sum, Tandem, Travelling in a tree, Kirito in Memeland, A Good Problem, Query On Strings, The Counties, Chef and Divisor Tree, Chef and Kites, Triplets, Nasty Queries, SubInversing, Pairwise union of sets, Company and Club Hierarchies, Chef and Isomorphic Array, Vaibhav and Ministers, Chef and odd queries, MEX and Ranges, Coin Partition, Maximize the Tax, The Most Amazing Dish, Matchable Permutations, Bacterial Reproduction, Profitable Paths, Winning Ways 2, Army and Packets, Joined Subarrays on Tree, A Tree to Remember, Traversing Trees, Counting Graphs, Balancing Game, Maximise Subsequence Value, INCREASE YOUR SKILLS, NUMBER OF WAYS, Root the Tree, D-Dimensional MST, Scalar Product Tree, Check Repeat, Circle Coloring, Permutations, Blackjack, Locked Safe, GCD Sums, Product Mex Queries, Lazy Machine, Second Player, Maximum GCD, Sequence GCD, Digit Multiplication By K, Count Arrays, Travelling in the Graph
Contests (41):
InfInITy 2k20 Division 2 (Rated):
Better call Saul!, Los Pollos Hermanos, Empire Business , The One Who Knocks!
Encoding November'20:
Naruto meets Nuttela, Short people problems, Chef and Boxes, Crewmate and Imposter, Help Chandler, Magical Bullets, GCD Partitions, Farewell Party, EVENTS
Code Drive Division 2 (Rated):
Count of Array, Break And Fix The Tree, Sum this up, Again XOR problem, Maximum Factors Problem, Count Number of Peaks
Learning Paths (0):
None
Practice Paths (0):
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Problems Tested (0)
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Editorials Contributed (0)
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