Welcome to the 4is10 Solver Website! This repository contains the source code for the 4is10 Solver website, an interactive interface for solving the "4 is 10" mathematical puzzle.
The "4 is 10" puzzle is a mathematical challenge that involves using a series of operations on four different numbers to achieve the result of 10. This website offers an intuitive interface to explore various solutions to this puzzle.
- Interactive web interface to solve the "4 is 10" puzzle.
- Real-time display of operations and results.
- Responsive design for various devices.
- Easy to navigate and use.
To set up the 4is10 Solver Website locally, follow these steps:
-
Clone the repository:
git clone https://github.com/yourusername/4is10-solver-website.git cd 4is10-solver-website
-
Run a web server in the directory: You can use Python's built-in HTTP server or any other web server of your choice. For Python, use:
python -m http.server
-
Open your web browser: Navigate to
http://localhost:8000
(or the appropriate port if different) to view the website.
Once the website is up and running, you can interact with it as follows:
- Open your web browser and navigate to
http://localhost:8000
. - Enter the desired operations on the four numbers provided.
- View the results and steps to see how the numbers are manipulated to achieve the result of 10.
You can also check out the live demo of the 4is10 Solver Website at my website.
We welcome contributions to the 4is10 Solver Website! If you would like to contribute, please follow these steps:
- Fork the repository.
- Create a new branch for your feature or bug fix:
git checkout -b feature-name
- Commit your changes:
git commit -m "Description of your changes"
- Push to your branch:
git push origin feature-name
- Create a pull request explaining your changes.
This project is licensed under the MIT License. See the LICENSE file for more details.
If you have any questions, suggestions, or feedback, feel free to reach out to us:
- Email: graff.mathis@gmail.com
- GitHub: MGRAFF2006
We hope you enjoy using the 4is10 Solver Website. Happy solving!