Friday, September 22, 2023

# How to make Credit Card Live Checker (CC Live Checker) Using Stripe | 2021

How to make Credit Card Live Checker
How to make Credit Card Live Checker

### What is CC Live Checker?

CC live checker is a script that check the validity of the credit card. Not only the validity it also checks whether the credit card is live or not. That means whether the credit card can do transaction or not.

Note: This post is for education purpose only. We are not responsible how you may use this tutorials. If you miss-use this tutorial then the consequences is upto you.

### Before We Start

Before starting the tutorials there are some things that you should have. They are:

1. The scripts that we are going to use. You can find the link to get them after the video.
2. A donation site that uses Stripe gateway as payment. For that you can use google dork or any other method.
3. Brian 😛

### Tutorial on How to make Credit Card Live Checker

Here is the detailed explanation of the tutorial in the video below. Watch then carefully and if you have any problem just comment below.

Links of files used in Video:

Many may have the question that there are many public version of checkers like ke1 checker then why do we have to do so much of hard work to make checker. If you have the same question then let me make clear that these checkers just checks the Luhn Algorithm. The Luhn algorithm is especially helpful as more transactions are done online, where data breaches can be easier to make. This happened with the Equifax data breach, which led to multiple class-action lawsuits.

### What is the Luhn Algorithm

A Luhn algorithm is an algorithm used to validate a credit card number or other identifying numbers, such as Social Security numbers. The Luhn algorithm, also called the Luhn formula or modulus 10, checks the sum of the digits in the card number and indicates whether the sums equal what is expected or if there is an error in the number sequence. After working through the algorithm, if the total modulus 10 equals zero, then the number is valid according to the Luhn method.

While the algorithm can be used to verify other identification numbers, it is most commonly associated with credit card verification. The algorithm works for all major credit cards.

### BREAKING DOWN Luhn Algorithm

The credit card validation process requires businesses and credit card companies to be able to encrypt and decrypt sensitive financial information about the card, the issuer, and the cardholder nearly instantaneously. The volume of credit card transactions complicates this process and the companies party to these transactions look for ways to limit the amount of resources required to verify the transactions as much as they can. One way that they can speed up the verification process is to use the Luhn algorithm. The Luhn algorithm is especially helpful as more transactions are done online, where data breaches can be easier to make.

The Luhn algorithm is not designed to protect the security of the parties involved in a credit card transaction as much as it is designed to check for errors made in the transmission of card numbers. For example, a cardholder may type in the wrong digit while making a purchase online. Rather than go through the entire verification process only to determine that the number was mistyped, the algorithm checks the digits earlier in the process and returns an error message if something is amiss.

To determine whether a credit card number is valid, the sum of all of the digits, but not the check digit, is first calculated to find the units digit. The difference between the units digit of the resulting sum and the number ten is the estimated check digit. If the estimated check digit and the actual check digit are the same then the card has been validated.

Source: InvestPedia

the authorABHIYAN
Abhiyan Chhetri is a cybersecurity journalist with a passion for covering latest happenings in cyber security and tech world. In addition to being the founder of this website, Abhiyan is also into gaming, reading and investigative journalism.