$9\mathrm{.}6$ Random Number Guessing Game $($No User Input$)$

In this assignment, you will create a Python program that generates a random number with a seed value and provides hints to the user. Your goal is to determine the random number based on the provided hints. This modified version of a guessing game doesn't require user input but simulates the guessing process for you.

Task:

Your program should complete the following tasks:

Import the random module to enable random number generation.

Set a seed value of your choice using the random.seed$()$ function for reproducibility.

Generate a random integer between $1$ and $10($inclusive$)$ and store it in a variable target$\_$number.

Simulate a guessing game without user input. Provide the following hints to help you determine the random number:

"The number is lower than $5."$ if the number is less than $5.$ "The number is higher than $5."$ if the number is greater than $5.$ "You guessed correctly!" if you correctly guess the number. Print a congratulatory message after you guess the correct number and the number of attempts it took you to guess correctly.

Instructions:

Start by importing the random module to enable random number generation.

Set a seed value to $42$ using random.seed$()$ to ensure reproducibility.

Generate a random integer between $1$ and $10$ and store it in the target$\_$number variable. This is the number you'll try to guess.

The program will simulate a guessing game for you. It will generate random guesses and provide hints based on those guesses.

The goal is to guess the target$\_$number based on the provided hints. When you guess correctly, the program will congratulate you and tell you how many attempts it took.

Example Output:

Welcome to the Random Number Guessing Game!

Hint: The number is higher than $1$

Hint: The number is lower than $5$

Hint: The number is lower than $4$

Hint: The number is lower than $4$

Hint: The number is lower than $3$

You guessed correctly! Congratulations! You determined the number.

Number of attempts: $6$