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armstrong-number-generator's Introduction

Armstrong Number Finder

This Python application identifies Armstrong numbers within a specified range using a graphical user interface (GUI) built with Tkinter.

What are Armstrong Numbers?

An Armstrong number is a positive integer that is equal to the sum of its own digits raised to the power of the number of digits. For example, 153 is an Armstrong number because 1^3 + 5^3 + 3^3 = 153.

How to Use

  1. Clone or download the repository.
  2. Run the code using python Generator.py.
  3. Enter an integer value greater than 9 in the "End Number" field.
  4. Click the "Find" button.

The application will display all Armstrong numbers within the specified range in the output box.

Key Features

  • User-friendly GUI for interactive input and output.
  • Efficient Armstrong number identification using a clear and concise algorithm.
  • Clear error handling to guide users with invalid input.
  • Visually appealing interface using Tkinter's styling capabilities.

Installation

No external dependencies are required beyond Python itself. Ensure you have Python installed on your system.

Contributing

Feel free to contribute by:

  • Reporting bugs or suggesting improvements through GitHub issues.
  • Submitting pull requests with code enhancements or bug fixes.

License

This code is distributed under the MIT License.

Additional Notes

  • The code is well-structured and includes comments for better understanding.
  • Error handling is implemented to prevent invalid input from causing issues.
  • The GUI is designed to be visually appealing and user-friendly.

armstrong-number-generator's People

Contributors

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