Games1 remixes

Nim Remix

The ancient take-away game, you versus a perfect computer. Several rows of tokens sit on the table. On your turn, take one or more tokens from a single row (tap a token to take it and everything to its right). Whoever grabs the last token wins. The CPU plays the provably-optimal nim-sum strategy and never makes a mistake — but every round is dealt as a position you can win. Find the right cut each turn and you'll beat the unbeatable; slip once and it pounces.

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Nim Remix

The ancient take-away game, you versus a **perfect** computer. Several rows of tokens sit on the table. On your turn, take one or more tokens from a **single** row (tap a token to take it and everything to its right). Whoever grabs the **last** token wins. The CPU plays the provably-optimal nim-sum strategy and never makes a mistake — but every round is dealt as a position you *can* win. Find the right cut each turn and you'll beat the unbeatable; slip once and it pounces.

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Nim Remix

The ancient take-away game, you versus a **perfect** computer. Several rows of tokens sit on the table. On your turn, take one or more tokens from a **single** row (tap a token to take it and everything to its right). Whoever grabs the **last** token wins. The CPU plays the provably-optimal nim-sum strategy and never makes a mistake — but every round is dealt as a position you *can* win. Find the right cut each turn and you'll beat the unbeatable; slip once and it pounces.

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Nim Oracle Sticks

AI+ conversion of `game-nim`: a take-the-last-token duel against a perfect nim-sum opponent.

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Nim Remix

The ancient take-away game, you versus a **perfect** computer. Several rows of tokens sit on the table. On your turn, take one or more tokens from a **single** row (tap a token to take it and everything to its right). Whoever grabs the **last** token wins. The CPU plays the provably-optimal nim-sum strategy and never makes a mistake — but every round is dealt as a position you *can* win. Find the right cut each turn and you'll beat the unbeatable; slip once and it pounces.

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Nim

The ancient take-away game, you versus a **perfect** computer. Several rows of tokens sit on the table. On your turn, take one or more tokens from a **single** row (tap a token to take it and everything to its right). Whoever grabs the **last** token wins. The CPU plays the provably-optimal nim-sum strategy and never makes a mistake — but every round is dealt as a position you *can* win. Find the right cut each turn and you'll beat the unbeatable; slip once and it pounces.

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