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Jul 29, 2021 · In this HackerRank Tower Breakers problem solution, Two players are playing a game of Tower Breakers! Player 1 always moves first, and both players always play optimally. The rules of the game are as follows: Initially, there are N towers. Each tower is of height M. The players move in alternating turns.
May 20, 2023 · In each turn, a player can choose a tower of height X and reduce its height to Y, where 1 <= Y < X and Y evenly divide X. If the current player is unable to make a move, they lose the game. Given...
Two players are playing a game of Tower Breakers! Player always moves first, and both players always play optimally.The rules of the game are as follows: Initially there are towers. Each tower is of height . The players move in alternating turns.
Jul 29, 2021 · In this HackerRank Tower Breakers, Revisited! problem solution we have given the value of N towers and the respective height values for all towers. Do we need to determine who will win? if the first player wins, print 1 otherwise print 2.
In each turn, a player can choose a tower of height and reduce its height to , where and evenly divides. If the current player is unable to make a move, they lose the game. Given the values of and , determine which player will win.
Jul 29, 2021 · In this HackerRank Tower Breakers - The Final Battle problem solution Our unsung tower-breaking heroes (players P1 and P2) only have one tower left, and they've decided to break it for a special game commemorating the end of 5 days of Game Theory! The rules are as follows:
If players do the optimal play, the game would go like this: Player 1 takes 1, tower size = 6; Player 2 takes 3, tower size = 3; Player 1 takes 1, tower size = 2; Player 2 takes 1, tower size = 1; Player 1 has no move, Player 2 wins return 2. Same with the second one. 3 tower of 7 pieces.
