TSF_Game_Rules.txt

**TSF - The Deductive Number Game**

**Objective:**
Guess the secret number with N unique digits using deductive reasoning and the provided clues.

**Rules:**
1. The secret number consists of N unique digits with no repeats.
2. Players attempt to guess the secret number, and for each guess, they receive clues in the form of 'T', 'S', and 'F.'
   - 'T': Indicates that the digit is correct and in the right position.
   - 'S': Indicates that the digit is correct but in the wrong position.
   - 'F': Indicates that the digit is incorrect.
3. The game continues until the player correctly guesses the entire secret number or decides to give up.

**Example:**
Secret Number: 4821
Player's Guess: 2148
Clues: ['S', 'S', 'T', 'F']
Explanation: The first two digits are correct but in the wrong positions, the third digit is correct and in the right position, and the last digit is incorrect.

**Hints for Players:**
- Use the provided clues to deduce the correct positions of digits.
- Eliminate incorrect digits based on the 'F' clues.
- Iterate and refine guesses based on the feedback received.

Enjoy the challenge of TSF, and may your deductive skills lead you to the secret number!