Crack the Code: Find the Optimal Strategy

In summary, there is a funny flash game with a puzzle where the objective is to guess a four-digit password using digits from 1 to 8. Each guess is followed by a number of x's and o's, representing correct numbers in the right place and in the wrong place, respectively. The game allows for nine guesses and does not allow for repeated digits. It is suggested to look up strategies for Mastermind, a similar game with 6 digit (color) options and repetitions allowed, which can apparently be completed in 5 guesses.
  • #1
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There's a funny flash game where one of the puzzles is to guess a four-digit password with digits from 1 to 8. After each guess, the puzzle gives you some number of x's and some number of o's, with the x's indicating how many numbers you guessed correctly and in the right place, and the o's indicating how many numbers you guessed were correct but in the wrong place. Incidentally, you get nine guesses to find the password. Is there a simple optimal strategy for this?

Also no digits appear more than once in the password and you can't guess a password with digits appearing more than once.
 
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  • #2
You might try looking up strategies for Mastermind, it's very similar. In mastermind you have only 6 choices for the digits (colours actually) and repetitions are allowed. Mastermind can apparently be done in 5 guesses.
 
  • #3


Yes, there is an optimal strategy for this game. The key is to use the information provided by the x's and o's to narrow down the possible combinations for the password.

First, start by guessing a combination with all different digits, for example 1234. If you get no x's or o's, then you know that none of the digits in your guess are in the correct position.

Next, use the information from the x's and o's to eliminate certain digits from your next guess. For example, if you get 2 x's and 1 o, then you know that two of the digits in your guess are correct and in the right position, and one digit is correct but in the wrong position. Use this information to eliminate those digits from your next guess.

Continue to use this process of elimination with each guess, until you have narrowed down the possible combinations to just a few options. Then, use your final guesses to test out these remaining combinations until you find the correct password.

This strategy maximizes the use of the limited number of guesses and takes into account the information provided by the x's and o's to narrow down the possibilities. Good luck cracking the code!
 

1. What is "Crack the Code: Find the Optimal Strategy"?

"Crack the Code: Find the Optimal Strategy" is a puzzle game that challenges players to use deductive reasoning and logical thinking to determine the correct sequence of numbers or symbols.

2. How do you play "Crack the Code: Find the Optimal Strategy"?

Players are given a set of clues and a series of numbers or symbols. They must use the clues to determine the correct sequence and enter it into the game to "crack the code".

3. What skills does "Crack the Code: Find the Optimal Strategy" develop?

This game can help develop skills such as critical thinking, problem-solving, and pattern recognition. It also requires players to think ahead and strategize in order to find the optimal solution.

4. Is there a time limit for "Crack the Code: Find the Optimal Strategy"?

There is no set time limit for the game, but players can challenge themselves by trying to solve the puzzle in the shortest amount of time possible.

5. Can "Crack the Code: Find the Optimal Strategy" be played by individuals or is it a multiplayer game?

This game can be played by individuals or in a group setting. Players can compete against each other to see who can solve the puzzle the fastest, or they can work together to find the optimal strategy.

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