[PDF] IBAN account number format: Validation algorithm - Alpha



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IBAN account number format: Validation algorithm

Let the bank account (in ǿǺǹȃ format): GR1601101250000000012300695

1. The first four characters "GR16" are moved to the end of the number, so the account

number becomes 01101250000000012300695GR16.

2. The letters are translated into numbers, according to the following table, so the account

number becomes 01101250000000012300695162716.

Alphabet to numbers translation table.

A = 10 G = 16 M = 22 S = 28 Y = 34

B = 11 H = 17 N = 23 T = 29 Z = 35

C = 12 I = 18 O = 24 U = 30

D = 13 J = 19 P = 25 V = 31

E = 14 K = 20 Q = 26 W = 32

F = 15 L = 21 R = 27 X = 33

3. The account number 01101250000000012300695162716 is divided by 97.

4. If the modulo (remainder after the integer division) is 1, then the initial account number is a

correct ǿǺǹȃ format; else this is not an IBAN account number.

Warning !

The initial 27-digit IBAN account becomes a 29-digit number. This 29-digit must be divided by

97, otherwise the validation is wrong.

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