NIM (Impossible difficulty)

Carlos Fernández

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About this game

Test Your Wits Against the AI in Nim!

Are you ready to outsmart the computer artificial intelligence in a game of pure strategy? Nim is a classic combinatory game where every move counts, and the ultimate challenge is to leave your opponent with no way out.

The Game:

You start with 15 pieces arranged in 3 rows.
You and the computer take turns removing any number of pieces from a single row.
The twist? The player who is forced to take the last piece loses the game!
How to Play:

On your turn, select any row and remove as many pieces as you want from that row.
When you're done, click 'End Turn' to let the computer make its move.
Outsmart the AI by planning your moves carefully, and force the computer to take the last piece!
Features:

Challenge the AI: Put your strategy skills to the test against a clever computer opponent.
Simple and Intuitive: Easy-to-use controls make it easy to jump right into the action.
Track Your Victories: Keep score of your wins and see how high you can go. Can you break the computer’s winning streak?
Pro Tips:

Want to give the computer the first move? Just click 'End Turn' at the start without removing any pieces.
Each victory is a testament to your strategic mind—how many games can you win?
Download Nim now and take on the AI in this timeless game of strategy and skill. Can you outthink the computer, or will it outmaneuver you? There's only one way to find out!

Ratings and reviews

I apreciate the fact, that there *is* a mobile version of nim (even if for some reason it only has three rows and forces me to start) BUT There is a scenario in which your computer makes a non-optimal move. If you remove all matches from the bottom row and then all but two from the middle row, instead of taking only one from the top, it takes two, effectively giving the win away to the player. Is this intentional?

good game, but the explanation interface appears to be cut you can only see the half of instructions

It's easy. I win every time. Follow twin binary groups.