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Test your mathematical abilities and strategic thinking in Zp-ordle. A unique number-guessing game that requires guessing prime numbers in 10 tries between 0 and 1000. One thing that makes this game more interesting and challenging is that it uses p-adic distance hints with their target number, requiring players to reason logically and need a smart playing strategy to make accurate predictions. Train your thinking and agility when using numbers every day through the Zp-ordle game. Have fun!
Let's start your voyage of guessing numbers. Every one of the player's ten attempts is linked to a prime number. Presented here are the prime numbers in descending order. To forecast a randomly chosen goal number between 0 and 1000, use each of your 10 predictions.
In this game, the idea of p-adic distance is used. Here, p^-k is the p-adic norm of an integer, where x = np^k and n is not divisible by p. It is a measure of an integer's divisibility by the prime number p, to put it more simply. After each guess, the game calculates a p-adic distance between your guess and the goal number. This distance indicates how close or far your estimate is to the actual value. The next step is to use the feedback to generate educated guesses about the correct number. The daily addition of a new random integer by Zp-ordle ensures that the game is always interesting and offers a new mental challenge.
If you like math and want to train your brain better, you can try other games in our Numbers collection.