Tony,

The following Wikipedia article has a section on computing the mod if a 
computer language cannot handle 30 digit integers.
 http://en.wikipedia.org/wiki/International_Bank_Account_Number

Per RBase V9.1 64 bit or V9.5 64 bit documentation, the BIGNUM data type can 
hold the derived integer.
From the Wikipedia article you can enter set var d bignum (30,0) = 
3214282912345698765432161182
 Show var:
Variable             = Value                                   Type
--------------------   ------------------------------          -------
#DATE                = 05/02/2013                               DATE    
#TIME                = 4:14:02                                  TIME    
#PI                  = 3.14159265358979                         DOUBLE  
SQLCODE              = 0                                        INTEGER 
SQLSTATE             = 00000                                    TEXT    
#NOW                 = 05/02/2013  4:14:02                      DATETIME
d                = 3214282912345698765432161182             BIGNUM  (30, 0)

you are correct that the mod function does not handle BIGNUM as a valid data 
type
R>set var dy integer = (mod(.d,97))
-ERROR- Unrecognized command - retype it (  40)

Certainly, an enhancement request to add BIGNUM as acceptable argument for MOD 
function would be in order.
In the meantime you could used the method described in the Wikipedia article to 
create a Stored Procedure (function) 
to process the number in parts.  




Jim Bentley,
American Celiac Society
1-504-737-3293


________________________________
 From: Tony IJntema <[email protected]>
To: RBASE-L Mailing List <[email protected]> 
Sent: Thursday, May 2, 2013 2:20 AM
Subject: [RBASE-L] - European IBAN (International Bank Account Number) check 
digit calculation
 

Hi,

In 2014 we will have to use a new bank account number in Europe.

It looks like this: NL91ABNA0417164300

91 is a check digit

This check digit is a result of a mod 97 operation.

The calculation that needs to be performed is:

(mod(101123100417164300232100,97)) 

(The length of the figure is 24 characters)

The result = 7

The check digit then becomes 98 - 7 = 91

My question is: This figure is too big for a modular operation and bignums
are not allowed in the mod function. Does anybody know a workaround?


N.B.

To rules to create the long figure are:

Change the IBAN to: ABNA0417164300NL00 (Put NL (=countrycode) after the
figure and add two zeroes to it.
Replace all letters by it's position in the Alphabet and add 9 to this
number ( A = 10, B = 11, and so on)

Tony

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