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The Segment Tree Visualization project is a web-based interactive tool that helps users understand how segment trees work for range queries and updates. It’s designed for learning and educational demonstrations. Users can input an array, build the tree, and see operations step by step.

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🌲 Segment Tree Visualization

This project provides a visual and interactive representation of Segment Trees, a powerful data structure used for range queries and updates in logarithmic time. It is designed for learning, teaching, and understanding how Segment Trees work under the hood.

🌐 Live Demo

👉 View Demo

🎯 Features

  • Visual construction of Segment Tree
  • Step-by-step range queries and updates
  • Real-time updates on tree changes
  • Intuitive UI for learners
  • Ideal for students, educators, and competitive programmers

📚 What is a Segment Tree?

A Segment Tree is a binary tree used to efficiently store information about intervals or segments. It allows querying sums, minimums, maximums, or any associative operation over a range in O(log n) time.

📂 Project Structure


Segment-Tree-Visualization/
├── index.html             # Main visualization UI, Styling for tree and controls, & Core logic for tree operations and animations
├── README.md              # Project overview and instructions

🚀 How to Run

  1. Clone the repository:
    git clone https://github.com/anditisyou/Segment-Tree-Visualization.git

2. Open `index.html` in your browser.
3. Input an array and start performing queries or updates!

## 🔧 Technologies Used

* HTML, CSS, JavaScript
* Canvas/SVG or DOM elements for visual tree rendering

## 🤝 Contributing

Contributions are welcome! Feel free to fork this repo, submit issues, or pull requests to improve the visualizer.

## 📘 License

This project is licensed under the [MIT License](LICENSE).

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The Segment Tree Visualization project is a web-based interactive tool that helps users understand how segment trees work for range queries and updates. It’s designed for learning and educational demonstrations. Users can input an array, build the tree, and see operations step by step.

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