Curated sets
Dynamic programming ladder
Every judgeable DP problem, easiest first.
Total results3,128 problems
| Topics | Judge | |||||
|---|---|---|---|---|---|---|
| Largest Increasing SubmatrixGiven a matrix, find the largest rectangular submatrix whose row-by-row linearization is strictly increasing. | Hard8 | Dynamic programmingMatrix+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Number of DivisorsGiven a, b, c up to 2000, compute the sum over all i<=a, j<=b, k<=c of the divisor count of i*j*k, modulo 2^30. | Hard8 | Number theoryMath+2 | No attempts yet | 2s | 512 MB | Judgeable |
| It looks like the Fibonacci sequence, but...Sum F_i times i^k for i from 1 to n, where F is Fibonacci with F_1=1, F_2=2, and n can reach 10^17. | Hard8 | MathDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Five-Dimensional ChocolateCount the ways to tile a 2x2x2x2xn five-dimensional box with 1x1x1x1x2 domino pieces, modulo 1000000007. | Hard8 | Dynamic programmingMath+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Determinants and GCDFor a tridiagonal matrix with a fixed pattern, let D(k) be its k-by-k determinant and compute the sum of gcd(D(i), D(N)) for i from 1 to N, modulo 1e9+7. | Hard8 | MathNumber theory+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Maximum Tent VolumeAssign n poles of given heights to a central hole and n-1 fixed holes around it to maximize the total volume of the resulting triangles. | Hard8 | GeometryDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Calculating TaxesOn a tree where each house picks a divisor of its income, maximize the total sum of chosen values so that every pair of adjacent houses picks coprime values. | Hard8 | Dynamic programmingTree+2 | No attempts yet | 8s | 512 MB | Judgeable |
| HikingGiven directed step costs on a grid with no negative cycles, find the average shortest path over all ordered pairs of distinct cells, rounded up. | Hard8 | GraphShortest path+2 | No attempts yet | 10s | 512 MB | Judgeable |
| RtetrisGiven a fixed 6 by 7 pit and a hand of up to 200 Tetris pieces, decide if all pieces can be placed without creating a gap, and maximize cleared rows. | Hard8 | Dynamic programmingSimulation+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Subsets whose lexicographic order matchesCount non-empty subsets of the integers from A to B whose numeric order equals their lexicographic decimal order, modulo P. | Hard8 | CombinatoricsDynamic programming+2 | No attempts yet | 8s | 512 MB | Judgeable |
| Camera ControlMembers move along timed polygonal routes around a fixed camera, and you may switch followers only when two members lie on the same ray; maximize total time filming a singing member. | Hard8 | GeometryDynamic programming+1 | No attempts yet | 8s | 512 MB | Judgeable |
| Controlled TournamentCount knockout brackets of minimum height in which player M wins the tournament, given a fixed win relation over N up to 16 players. | Hard8 | Divide and conquerDynamic programming+2 | No attempts yet | 8s | 512 MB | Judgeable |
| Palindrome cipher decryptionFor each string, find its longest palindromic subsequence and output the lexicographically smallest one among those of maximal length. | Hard8 | Dynamic programmingString+2 | No attempts yet | 8s | 512 MB | Judgeable |
| The Extreme SlalomGiven up to 12 disjoint line-segment gates in order, find the shortest path that touches each gate in sequence. | Hard8 | GeometryDynamic programming+1 | No attempts yet | 8s | 512 MB | Judgeable |
| Eight PrincesCount the ways to seat eight distinct princes on N round-table seats so that no two occupy adjacent seats or opposite seats (opposite only when N is even). | Hard8 | CombinatoricsMath+2 | No attempts yet | 8s | 512 MB | Judgeable |
| ExamGiven each student's fixed semester points and a distribution of exam points, find the probability that the grade string avoids all forbidden substrings. | Hard8 | Dynamic programmingString matching+2 | No attempts yet | 1.5s | 512 MB | Judgeable |
| Internet TroublePlace 1 to N stations on a line of towns to minimize station cost plus weighted cable cost, where each house connects to the nearest station. | Hard8 | Dynamic programmingDivide and conquer+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Washroom Satisfaction IndexAfter each point update to guest washroom times, compute the minimum sum over assignments of wait-plus-service times to W washrooms, where each washroom serves a subset in some order. | Hard8 | GreedySorting+2 | No attempts yet | 10s | 512 MB | Judgeable |
| Binary StringsCount binary strings whose length lies in [L, R], is a multiple of K, and contains no two adjacent 1s, modulo 1e9+7. | Hard8 | MathCombinatorics+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Printing PressGiven a DAG of book-ordering constraints, choose how many days to shorten each book so all finish within X, minimizing printing plus shortening cost. | Hard8 | Dynamic programmingGraph+2 | No attempts yet | 10s | 512 MB | Judgeable |
| Arranging HatEach of n m-digit strings may have individual digits rewritten; find the minimum number of digit changes so the sequence becomes nondecreasing. | Hard8 | Dynamic programmingGreedy+2 | No attempts yet | 5s | 512 MB | Judgeable |
| ZoltanCero builds a deque by placing each array element on the left or right in order; over all 2^(N-1) builds, find the longest strictly increasing subsequence length and the total number of subsequences attaining it, modulo 1e9+7. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 1s | 32 MB | Judgeable |
| Bipartite BlanketCount vertex subsets of a weighted bipartite graph whose total weight is at least t and that some matching covers completely. | Hard8 | Dynamic programmingBit manipulation+2 | No attempts yet | 3s | 512 MB | Judgeable |
| PasswordsCount length A to B alphanumeric passwords with mixed case and a digit that avoid blacklist substrings, where digits can stand in for similar letters. | Hard8 | Dynamic programmingString matching+2 | No attempts yet | 2s | 512 MB | Judgeable |
| LefkaritikaGiven a grid with blocked points, count the maximum number of axis-aligned square items of any side length that can be placed without covering blocked points, respecting placement order and same-size non-overlap rules. | Hard8 | ArrayDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| CruiseChoose a closed polygonal cruise from Piraeus through the islands so that collected point value divided by route length is maximized. | Hard8 | GeometryDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Delight for a CatChoose sleep or eat each hour to maximize total delight, with at least ms sleep and me eat hours in every window of k consecutive hours. | Hard8 | Dynamic programmingSliding window+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Timpani RetuningChoose tunings for up to 4 ordered drums before each of N notes so the shortest retuning interval time is maximized; output that time rounded to two decimals. | Hard8 | Binary searchDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Field TripGiven a graph where each vertex has degree at most 2, delete edges so that the remaining components are cliques of size exactly K, maximizing total covered vertices then minimizing deletions. | Hard8 | GraphUnion-find+2 | No attempts yet | 2s | 512 MB | Judgeable |
| K-th good stringGiven a bracket string S, list the distinct good strings that appear as subsequences in lexicographic order and print the K-th one. | Hard8 | Dynamic programmingString+1 | No attempts yet | 2s | 512 MB | Judgeable |
| K representatives on a lineFor each K from 1 to N, place K real points on a line to minimize the total distance to all given points. | Hard8 | Dynamic programmingDivide and conquer+2 | No attempts yet | 2s | 512 MB | Judgeable |
| BitstockGiven share prices, income rates, and a support forest where each owned share can subsidize its children at half price, find the minimum time until income reaches P per second. | Hard8 | GreedyTree+2 | No attempts yet | 1s | 128 MB | Judgeable |
| Substring appearing twiceGiven a string and at most K letter replacements, maximize the length of the longest substring that occurs at two different starting positions, allowing overlap. | Hard8 | StringBinary search+2 | No attempts yet | 6s | 128 MB | Judgeable |
| SortFor an array of at most 8 elements, compute the expected number of random-swap steps until sorted for two different swap schemes. | Hard8 | ProbabilityDynamic programming+1 | No attempts yet | 2s | 128 MB | Judgeable |
| ZvonimirFind the minimum number of operations (type one letter, or copy a contiguous block of already typed text and append it) to produce string X. | Hard8 | Dynamic programmingString+2 | No attempts yet | 2s | 128 MB | Judgeable |
| Permutations that contain a wordCount distinct permutations of A that contain B as a contiguous substring, modulo 10007. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 2s | 128 MB | Judgeable |
| Restaurant RecommendationsRestaurants recommend each other through a favorite digraph; find the cheapest cost to visit exactly k restaurants for every k, where each step's price depends on whether the recommender is a favorite of the current restaurant. | Hard8 | GraphDynamic programming+2 | No attempts yet | 3s | 128 MB | Judgeable |
| TripsCount assignments of N people to two trips, each internally a clique, at least A and B people, covering everyone, modulo 10007. | Hard8 | GraphCombinatorics+1 | No attempts yet | 0.5s | 128 MB | Judgeable |
| SamtrisGiven N marked cells in a 7-column grid, find the fewest 3x1 bars (vertical or horizontal) that can be dropped so all marked cells end up covered. | Hard8 | Dynamic programmingGreedy+2 | No attempts yet | 5s | 128 MB | Judgeable |
| Scout GatheringsOn a tree, support adding a member at a city and querying the sum of weighted distances from all members to the current gathering city, which moves along edges. | Hard8 | TreeDFS+2 | No attempts yet | 1s | 128 MB | Judgeable |
| ParticlesCount functions from N chambers to themselves such that applying the function K times returns every element to its start, modulo M. | Hard8 | CombinatoricsDynamic programming+1 | No attempts yet | 5s | 64 MB | Judgeable |
| Titteop LandPartition the line into K consecutive groups so the sum of pairwise awkwardness inside every group is minimized. | Hard8 | Dynamic programmingDivide and conquer+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Sticks and CarrotsChoose a subset of at least three vertices of a convex polygon so every carrot lies strictly inside the new polygon, minimizing its area. | Hard8 | GeometryDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Son of DurinGiven a grid with walls, teleport pads, and up to 15 coin caves, find the most gold collectible within L moves and P teleports. | Hard8 | BFSDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| FunctionCount functions on {1..n} whose eventual image (the set of values reached after iterating long enough) has size exactly k, modulo 1e9+7. | Hard8 | CombinatoricsDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| The Lazy PostmanGiven a directed weighted graph on n cities, find the minimum total distance of a walk with exactly n cities visited in sequence (n-1 moves), where the same city may repeat. | Hard8 | GraphShortest path+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Splitting Game LevelsPartition n levels into k consecutive groups to minimize the expected total time of a random coin-draw process, and print it to six decimals. | Hard8 | Dynamic programmingDivide and conquer+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Beautiful GraphOver all complete graphs on N vertices whose edges cost 1 or 2, sum the number of minimum spanning trees that are paths (every degree at most 2). | Hard8 | GraphMinimum spanning tree+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Wolves 2Count binary strings of length N in which every given interval contains at most two ones, modulo 1e9+7. | Hard8 | Dynamic programmingPrefix sum+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Coprime NeighborsGiven a set of up to 50 distinct integers, insert the fewest new distinct positive integers so that consecutive values in sorted order are coprime. | Hard8 | MathNumber theory+2 | No attempts yet | 2s | 512 MB | Judgeable |
| f(X) = A + X + B + X + CCount occurrences of pattern F in the K-fold string expansion f(X)=A+X+B+X+C applied to S, modulo 1e9+7. | Hard8 | String matchingDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Road ConstructionCount the ways to place exactly M undirected edges among N houses, each edge joining houses at distance at most K, so that every house has even degree, modulo 1e9+7. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Block stackingCount structures built on one 1x1xw base block using unlimited 1x1x1, 1x1x2, and 1x1x3 blocks with height at most h, where long blocks need both ends supported. | Hard8 | Dynamic programmingCombinatorics+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Stretch Rope (Large)Given N rubber bands with stretch ranges [A_i, B_i] and prices, pick a subset whose summed range contains L at minimum total cost within budget M. | Hard8 | Dynamic programmingGreedy+2 | No attempts yet | 30s | 512 MB | Judgeable |
| Monster Path (Large)Walk exactly S steps on a grid, catching each cell's monster with probability P or Q on first visit, to maximize the expected number caught. | Hard8 | Dynamic programmingBit manipulation+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Safe Squares (Large)Count all grid-aligned square regions of any size that contain no monster, given a sparse set of at most K monster cells on an R by C board. | Hard8 | ArrayDynamic programming+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Sherlock and Permutation Sorting (Large)For each N and modulus M, sum f(p)^2 over all permutations of 1..N, where f(p) is the maximum number of blocks that can be sorted independently; output the sum mod M. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 10s | 512 MB | Judgeable |
| Integeregex (Large)Count integers in [A, B] whose decimal form (no leading zeros) matches a small regular expression over digits. | Hard8 | Dynamic programmingString+2 | No attempts yet | 5s | 512 MB | Judgeable |
| String TableBuild a table whose cells are huge concatenated strings defined by comparing neighbors, then print 50 characters from a given position of the final cell. | Hard8 | Dynamic programmingString+2 | No attempts yet | 2s | 512 MB | Judgeable |
| PianoGiven N equally likely piano tones, find the expected number of presses until a fixed M-tone sequence appears, for every prefix of it. | Hard8 | String matchingDynamic programming+2 | No attempts yet | 1s | 64 MB | Judgeable |
| WellsOn a tree where placing wells at a vertex counts for it and its direct neighbors, find the minimum number of wells so every village's demand is met. | Hard8 | TreeDynamic programming+2 | No attempts yet | 2s | 256 MB | Judgeable |
| Counting CyclesCount all closed walks (cycles) of length less than K in a directed graph, where rotations count separately, modulo M. | Hard8 | GraphMatrix+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Subsequence ReversalReverse one subsequence of a length-N array, then find the longest non-decreasing subsequence length achievable. | Hard8 | Dynamic programmingArray+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Why Did the Cow Cross the Road 11Given a permutation of breeds on each side of a road, connect pairs whose breed numbers differ by at most 4 using non-crossing edges, maximizing the count. | Hard8 | Dynamic programmingDivide and conquer+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Tidying the Plush ToysGiven a row of N toys of M types, find the fewest toys to remove so that after reinserting them all toys of each type form one contiguous block. | Hard8 | Dynamic programmingBit manipulation+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Pieces of ParenthesesGiven n pieces of parentheses, choose and order some pieces to build the longest balanced parenthesis string. | Hard8 | Dynamic programmingGreedy+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Stretching StreamersCount ways to draw non-crossing chords among n points on a circle so the graph is a tree, edges only between numbers sharing a factor. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Ski ResortFor each query, count the size-k sets of areas such that every favorite area has exactly one stocked area lying on every path from the top, and all chosen areas lie on paths to favorite areas. | Hard8 | TreeDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |
| RaspadSum the number of connected components of 1-cells over every contiguous band of rows in an n by m grid, with m at most 50 and n up to 100000. | Hard8 | Dynamic programmingDivide and conquer+2 | No attempts yet | 6s | 1024 MB | Judgeable |
| The Rabbit's Escape RouteCount self-avoiding walks on a 3 by N grid from the top left cell to the bottom right cell, modulo 1e9+9. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 1s | 256 MB | Judgeable |
| Balance ScaleCount the orders and pan choices for placing weights 2^1 through 2^N so the left pan never outweighs the right, modulo 1e9+9. | Hard8 | CombinatoricsDynamic programming+2 | No attempts yet | 1s | 256 MB | Judgeable |
| CommunismAssign each of N jobs to one of three people so that Ad's total and Larry's total differ by at most D, and count the assignments. | Hard8 | MathBacktracking+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Toppling Dominoes (Small)Sort the dominoes by position and find the minimum number of manual pushes so that chains topple every domino. | Hard8 | Dynamic programmingSorting+1 | No attempts yet | 1s | 512 MB | Judgeable |
| Dominoes (Large)Find the fewest pushes (each a domino plus a direction) needed to topple every domino through chain reactions. | Hard8 | GreedySorting+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Yunho the Potion ThiefEach bought potion yields at most one divisor, and divisors chosen across potions must share no prime factor; maximize how many such divisors can be extracted. | Hard8 | Number theoryDynamic programming+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Yeongseon takes the baitOn a tree, count alternating left/right paths from a fixed start where each vertex is used once; report the maximum over all starting vertices. | Hard8 | TreeDFS+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Nemmo Nemmo (Hard)Count subsets of occupied cells in an N by M grid (N times M at most 300) that contain no full 2 by 2 square, modulo 1e9+7. | Hard8 | Dynamic programmingBit manipulation+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Map LabelingPlace disjoint unit-height labels on a line above given points and count the minimum number of connectors that cannot run straight down to their own label. | Hard8 | Dynamic programmingSorting+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Pony Express (Large)For each of Q deliveries, find the minimum travel time using horses of limited endurance, allowing instant horse swaps at cities. | Hard8 | Shortest pathGraph+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Core Training (Small2)Distribute U training units among N cores, each unit adding 1 to a core's success probability (capped at 1), to maximize the chance that at least K cores succeed. | Hard8 | Dynamic programmingGreedy+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Shoot the Turrets (Small)With each soldier walking at most M steps on a grid with walls, find the maximum number of turrets that can be destroyed, given line-of-sight firing rules and turret-firing-on-exit timing. | Hard8 | BFSGraph+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Mountain Tour (Large)Given a directed graph where each camp has exactly two departing and two arriving tours with daily departure hours and durations, find the fastest route that uses every tour once and returns to camp 1. | Hard8 | GraphDynamic programming+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Smallest Graph with K Spanning TreesFind the smallest node count of a graph built by the move/attach process whose spanning tree count equals K, for K up to 10000. | Hard8 | GraphDynamic programming+2 | No attempts yet | 5s | 512 MB | Judgeable |
| Coin Combinations and QueriesFor each query, count the multisets of at most d_i coins of denomination c_i (i=1..4) that sum to exactly v; answers fit in 64-bit. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 3s | 512 MB | Judgeable |
| dojuCount increasing sequences of distinct integers within bounds for which both wrong formulas a_n/g and a_n-n give the wrong parity, modulo q. | Hard8 | MathNumber theory+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Gathering clamsGiven an N by N grid of clam limits, compute after each of N single-cell +1/-1 updates the sum over all cells of the maximum-weight monotone staircase path to the top-left. | Hard8 | Dynamic programmingPrefix sum+1 | No attempts yet | 2s | 512 MB | Judgeable |
| MonstersGiven a binary N x M grid, choose one intact cell to destroy so that the number of all-1 submatrices remaining is minimized, and report that minimum count. | Hard8 | ArrayDynamic programming+2 | No attempts yet | 1s | 32 MB | Judgeable |
| Permutation SwapsFor each k from 1 to n-1, count permutations reachable from A in exactly k swaps, modulo 1e9+7. | Hard8 | CombinatoricsDynamic programming+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Goodness of a sequenceFor every contiguous block, subtract the maximum increasing-subsequence sum from the block sum, then report the best value and how many shortest blocks achieve it. | Hard8 | Dynamic programmingPrefix sum+2 | No attempts yet | 2s | 512 MB | Judgeable |
| ACGCount assignments of N ordered problems to three solvers so A's count is a multiple of k, C never solves two in a row, and G solves at least one, modulo 10000007. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Rectangle ColoringCount the black-or-white colorings of an N by M grid where every X by Y subrectangle contains both colors. | Hard8 | Dynamic programmingCombinatorics+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Number of good permutationsCount permutations of 1..N that respect given fixed positions and contain at least one pair i<j with P[i]>j and P[j]>i, modulo 2000000011. | Hard8 | CombinatoricsMath+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Tree path decompositionCount the ways to partition all nodes of an unrooted tree into vertex-disjoint paths, where each path's node sum is nonnegative, modulo 1e9+7. | Hard8 | TreeDynamic programming+1 | No attempts yet | 2s | 512 MB | Judgeable |
| Who made the Christmas soundRoot the tree at socket 1 and count colorings with R, G, B bulbs, respecting the green and blue adjacency rules, whose total cost is divisible by K. | Hard8 | Dynamic programmingTree+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Alien microbesCount the breeding patterns over H days starting from one microbe, where each day the microbes alive produce children with a total of at most W. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 2s | 256 MB | Judgeable |
| Broadcast StationsGiven a tree, assign non-negative integer powers to vertices so every zero-power vertex lies within reach of some positive-power vertex, minimizing the total power. Report that minimum sum. | Hard8 | Dynamic programmingTree+2 | No attempts yet | 0.5s | 512 MB | Judgeable |
| Vacation PlansFind the minimum total cost for up to three people to each travel from city 1 to their airports across separate countries in the same number of days. | Hard8 | Shortest pathDynamic programming+2 | No attempts yet | 1s | 512 MB | Judgeable |
| Shooting GalleryA row of ducks, each with a species; a good round hits two ducks of the same species and keeps only the ducks strictly between them, and rounds continue while same-species pairs remain. Find the longest possible run of good rounds. | Hard8 | Dynamic programmingArray+2 | No attempts yet | 2s | 512 MB | Judgeable |
| Booming BusinessCount ordered rooted trees with exactly w nodes and height exactly h, modulo 1e9+7, where children of each node are an ordered sequence. | Hard8 | Dynamic programmingCombinatorics+2 | No attempts yet | 2s | 512 MB | Judgeable |
| GhostbustersGiven independent button press probabilities, find the most likely set of pressed buttons that produces the observed row-to-column connectivity signals. | Hard8 | GraphDynamic programming+2 | No attempts yet | 2s | 512 MB | Judgeable |