Credit Card Generator id the number of the plastic card usually includes: 6 digits defining the type and organization that issued the card
up to 12 digits of personal bank account
and one check digit calculated using the algorithm: Algorithm Moon.
The calculator determines the type and organization that issued the card according to the Directory of Types of Bank Credit Cards , in the case of a non-banking card, the industry is defined according to the Industry Identifier. Also, the correctness of entering numbers using the Moon Algorithm is checked. The algorithm was developed by the German computer specialist Hans Lun in 1954 year. Algorithm The moon uses a simple rule for calculating a checksum to check identification numbers, such as plastic card numbers. The algorithm was invented to determine errors when entering numbers. The algorithm determines the errors of entering one wrong digit, as well as almost all permutations of adjacent digits, with the exception of permutations 09-90 or reverse 90-09.
The following Credit Card Generator outputs the last digit of the checksum received by the Moon algorithm from the given sequence. A check digit is also computed that can be added to the original sequence to get the correct sequence (i.e., a sequence whose checksum ends at 0).
The formula is Credit Card Generator very simple: in order to determine the checksum in accordance with the Moon algorithm, it is necessary to sum all the odd numbers of the sequence from right to left, add to the sum of all even numbers multiplied by 2, and if the product is more than 9, 9 is subtracted from it. credit card generator "money with zip code cvv name debit card address"
To determine the verification number, we simply add "0" to the original sequence and calculate the checksum of the received sequence by the Moon algorithm, if the received checksum ends at 0, then check This is the digit 0, otherwise the check digit is determined by subtracting the last digit of the received checksum from 10.
Youcan test validate credit cards, and generate new.
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