Update README.md

Author: BrowserGameDijkstra

README.md

@@ -23,41 +23,6 @@ This project is part of my bachelor thesis at the university, where a web applic
 - [Documentation](#)
 - [GitHub Repository](#)
 
-## **Status**
-The status of the project can be found [here](#).
-
-# Realisation of a Web Application for the Functionality of the Dijkstra Algorithm under Consideration of Didactic Aspects
-
-## Introduction
-This project, developed as part of my bachelor thesis at the university, presents a web application designed to demonstrate the Dijkstra algorithm. The primary focus is on providing a didactic and engaging presentation to make the algorithm's functionality easily understandable.
-
-## Main Features
-- **Predefined Graphs**: Choose from a variety of carefully designed, predefined graphs to test the algorithm and explore its behavior.
-- **Random Graphs**: Generate random graphs on the fly to experiment with diverse scenarios and edge cases.
-- **Custom Graphs**: Unleash your creativity by creating your own graphs from scratch. Add nodes and edges manually to build unique graph structures.
-- **Connect Nodes**: Easily connect nodes with a simple click-and-drag interface to design custom graphs effortlessly.
-- **Start Game**: Put your graph to the test! Calculate the shortest path between nodes and watch the algorithm in action.
-- **Save and Load**: Save your crafted graphs for later use and share them with others. Load previously saved graphs to continue your work or explore shared creations.
-
-## Usage
-1. **Launch**: To get started, simply open the `index.html` file in your favorite web browser.
-2. **Select Graph**: Choose from the available predefined graphs or dive right in and create your own custom graph.
-3. **Interact**: Connect nodes by clicking and dragging. Customize your graph to your heart's content.
-4. **Start Game**: When you're ready, click the "Start Game" button to witness the Dijkstra algorithm calculate the shortest path in your graph.
-5. **View Results**: Marvel at the visual display of the shortest path calculation and gain a deeper understanding of the algorithm's inner workings.
-
-Enjoy exploring the fascinating world of the Dijkstra algorithm!
-
----
-
-## Links
-- [Project Website](https://example.com)
-- [Documentation](https://example.com/docs)
-- [GitHub Repository](https://github.com/username/repo)
-
-## Status
-Stay up to date with the project's development and progress by visiting our [status page](https://example.com/status).
-
 ---
 
-We hope you find this web application both educational and entertaining. If you have any questions, feedback, or suggestions, please don't hesitate to reach out. Happy graph traversing!
+I hope you find this web application both educational and entertaining. If you have any questions, feedback, or suggestions, please don't hesitate to reach out. Happy graph traversing!