This project demonstrates a boid simulation implemented using OpenCL for parallel computation and SFML for rendering. Boids are simple agents that follow a set of rules to simulate flocking behavior.

The simulation consists of the following components:

• Boid Kernel: Implemented in OpenCL, the kernel updates the position and velocity of each boid based on simple rules such as cohesion, alignment, and separation.
• SFML Renderer: Renders the boids using SFML's graphics capabilities. It also displays the frames per second (FPS) of the simulation.
• Main Program: Orchestrates the simulation by integrating the OpenCL kernel with the SFML renderer. It also handles user input and manages the main loop of the simulation.

• Parallel computation of boid behavior using OpenCL, enabling efficient simulation of a large number of boids.
• Real-time rendering of boids using SFML, providing a visual representation of the flocking behavior.
• Wrap-around boundary handling, ensuring that boids wrap around the screen when reaching the window boundaries.
• Display of frames per second (FPS), allowing users to monitor the performance of the simulation.

• OpenCL: The project requires an OpenCL-compatible GPU and drivers to run the kernel code.
• SFML: The SFML library is used for graphics rendering and window management. Make sure to have SFML installed or included in your project dependencies.

1. Clone the Repository: Clone this repository to your local machine using git clone.
2. Build the Project: Compile the project using your preferred build system (e.g., CMake, Makefile).
3. Run the Executable: Execute the compiled binary to start the boid simulation.
4. Interact with the Simulation: Press the spacebar to start and pause the simulation. Close the window to stop the simulation. You can also adjust simulation parameters or customize the code to suit your needs.

Contributions are welcome! If you find any bugs or have suggestions for improvements, please open an issue or create a pull request on GitHub.

Disclaimer: The behavior of the algorithm may differ from the original behavior of boid simulations, but it aims to provide an interesting and visually appealing simulation.