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https://github.com/binhussen/math-magicians

Math magicians is a website for all fans of mathematics. It is a Single Page App (SPA) that allows users to Make simple calculations and Read a random math-related quote developed with React.js
https://github.com/binhussen/math-magicians

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Math magicians is a website for all fans of mathematics. It is a Single Page App (SPA) that allows users to Make simple calculations and Read a random math-related quote developed with React.js

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# Math magicians

> Math magicians is a website for all fans of mathematics. It is a Single Page App (SPA) that allows users to: Make simple calculations and Read a random math-related quote.

## Live Demo

Live Demo [here](https://magicians-math.netlify.app/)

## Built With

- ReactJs
- Javascript

### Technologies used

- Create react App, Git and linters (react-redux).


## Getting Started

To get a local copy up and running follow these simple example steps.

### Prerequisites

- A Browser
- A version control software like git
- A text editor
- nodejs

## Setup

To get a local copy up and running you'll need to have [NodeJS](https://nodejs.org/en/download/) installed on your local machine.

### Install

After installing NodeJS please follow the next steps...

### Usage

-- To clone this project use:
```bash

git clone https://github.com/binhussen/math-magicians.git

```
-- for installing dev dependecies use:

```bash

npm install

```

-- to run the project use:

```bash

npm start

```

-- After installing the dependencies you can run tests using this command:

```bash

npm run test

```

## Author

👤 **Mohammed Hussen (binhussen)**

- GitHub: [@binhussen](https://github.com/binhussen)
- Twitter: [@binhussens](https://twitter.com/binhussens)
- LinkedIn: [Linkedin](https://www.linkedin.com/in/binhussen/)

## 🤝 Contributing

Contributions, issues, and feature requests are welcome!

Feel free to check the [issues page](../../issues/).

## Show your support

Give a ⭐️ if you like this project!

## 📝 License

This project is [MIT](./LICENSE.md) licensed.