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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.
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...
YASH PAL July 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.
This repository contains python solutions for some of the HackerRank problems from the Problem Solving genre. - SadmanSakib93/HackerRank-Problem-Solving-Python
Problem Statement : cTwo players (numbered and ) are playing a game of Tower Breakers! The rules of the game are as follows: Player always moves first, and both players always move optimally. Initially there are towers of various heights. The players move in alternating turns.
Trick is to realize that each tower is really a nim heap of size # of prime factors int main () { int T; cin>>T; while (T > 0) { int N; cin>>N; long tmp, nimSum = 0; for (int i = 0; i < N; i++) { cin>>tmp; // Determine number of prime factors int numPrimeFactors = 0; if (tmp == 1) { numPrimeFactors = 0; } else if ( ( (tmp != 0) && ...
May 15, 2022 · Tower Breakers HackerRank challenge. Simple solution with clear explanation.
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.
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.
In this case Player 2 will obviously always win. #!/bin/python3 import math import os import random import re import sys # # Complete the 'towerBreakers' function below. # # The function is expected to return an INTEGER. # The function accepts following parameters: # 1. INTEGER n # 2.
