---
title: "What is internet neutrality ?"  
description: "What is internet neutrality ?"  
author: "Sanat Shukla"  
published: 2018-08-21  
canonical: https://answers.mindstick.com/qa/48401/what-is-internet-neutrality  
category: "technology"  
tags: ["information technology"]  
reading_time: 2 minutes  

---

# What is internet neutrality ?

[Please describe](https://www.mindstick.com/forum/156333/please-describe-robots-txt-do-follow-and-no-follow) in details.

and Why did [Facebook](https://www.mindstick.com/articles/44034/facebook-ads-how-and-why-you-should-run-them) want to use it in [India](https://www.mindstick.com/articles/336618/top-10-electric-bicycles-in-india-in-2024-to-improve-your-health)?

## Answers

### Answer by Vishal Kesarwani

**This is a concept by which each and everything available on the web is treated equally with online traffic, whether it is email, social media post, voice call, shopping or YouTube video.**

![What is internet neutrality ?](data:image/jpeg;base64,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)**\**

This means that access to the web without restriction and discrimination, and it ensures that the Internet is free and open – it not only prevents broadband providers from blocking the content, but also for the benefit of the fast delivery service. There is also a ban on demanding more payments. \
***But now it is currently in danger in America and some of the biggest names in Tech are trying to save it.*** **\****How does the Internet currently work?** ![What is internet neutrality ?](data:image/webp;base64,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)\
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Right now, Internet Service Providers are not allowed to provide preferential treatment for some types of data. **Regardless of whether you are opening any website, whether it is Google, Facebook or any other small website, your internet service providers share these connections equally and send you data from the same speed.** They are not allowed to slow or fast any special traffic. \
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Which means that one set of data cannot move beyond another data set to quickly reach your destination. In this way, the Internet has always worked for most of the time, and this rule is currently in effect. \
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**"All the best"**


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Original Source: https://answers.mindstick.com/qa/48401/what-is-internet-neutrality

Copyright © MindStick Software Pvt. Ltd. This Markdown version is provided for developers, AI systems, and offline reading.
