Answer by f'' for The game of 1036
A player has a winning strategy if and only ifThey can write $0$, orThey can write a number where their opponent does not have a winning strategy.If $N$ is $1036$ (12 divisors),
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Mahmoud and Zomhan play a game where they alternatively write numbers on a board. In each turn, a player takes the old number $N$ written on the board and replaces it either by the number $T$ of...
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