Given the present generation’s acquaintance with gaming and its highly demanded technology, many aspire to pursue the idea of developing and advancing it further. Eventually, everyone starts at the beginning. Mastermind is an old code-breaking game played by two players. The game goes back to the 19th century and can be played with paper and pencil.
Random Numbers in Python
Rules of the game
Two players play the game against each other; let’s assume Player 1 and Player 2.
- Player 1 plays first by setting a multi-digit number.
- Player 2 now tries his first attempt at guessing the number.
- If Player 2 succeeds in his first attempt (despite odds which are highly unlikely) he wins the game and is crowned Mastermind! If not, then Player 1 hints by revealing which digits or numbers Player 2 got correct.
- The game continues till Player 2 eventually is able to guess the number entirely.
- Now, Player 2 gets to set the number and Player 1 plays the part of guessing the number.
- If Player 1 is able to guess the number within a lesser number of tries than Player 2 took, then Player 1 wins the game and is crowned Mastermind.
- If not, then Player 2 wins the game.
- The real game, however, has proved aesthetics since the numbers are represented by color-coded buttons.
Player 1, set the number: 5672 Player 2, guess the number: 1472
Not quite the number. You did get 2 digits correct. X X 7 2 Enter your next choice of numbers:
We shall not be using any of the
Pygame Libraries, to aid us with additional graphics, and therefore shall be dealing only with the framework and concept. Furthermore, we are going to be playing against the Computer i.e, the Computer would generate the number to be guessed.
Below is the implementation of the above idea.
Let’s suppose the number set by computer is 1564
Guess the 4 digit number: 1564 Great! You guessed the number in just 1 try! You're a Mastermind!
If the number is not guessed in one chance.
Guess the 4 digit number: 2164 Not quite the number. But you did get 2 digit(s) correct! Also these numbers in your input were correct. X X 6 4 Enter your next choice of numbers: 3564 Not quite the number. But you did get 2 digit(s) correct! Also these numbers in your input were correct. X 5 6 4 Enter your next choice of numbers: 1564 You've become a Mastermind. It took you only 3 tries.
You can make the game harder by either increasing the number of digits of the input or by not disclosing which numbers in the input were correctly placed.
This has been explained in the code below.
Suppose the number set by computer is 54876.
Guess the 5 digit number: 38476 Not quite the number. But you did get 2 digit(s) correct! Enter your next choice of numbers: 41876 Not quite the number. But you did get 4 digit(s) correct! Enter the next choice of numbers: 54876 Great you've become a Mastermind! It took you only 3 tries!
The entire scope of modifying this code is massive. The idea here is to get a sense of what the concept is. There are plenty of games such as this one which relies on similar basic code.
By utilizing this code, developing it further while incorporating libraries from Pygame, would make it more like the real deal, not to mention much more involving!
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