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<p>[QUOTE="beef1020, post: 961133, member: 24544"]Wow! Was that course out of date! I remember, vividly, the series 1953 USN's and SC's changing in that year. I almost turned a customer in for having counterfeit bills when he gave me two crisp notes aith sucessive serial numbers and the same check letter. I don't know when the $1 or FRN's changed.</p><p> </p><p>With small size notes prior to 1953 (with the exception of type 1 NBN's), you could divide the</p><p> serial number by 6. A remainer of 1 would be check letter A or G.</p><p>2 would be B or H. 3 would be C or I. 4 D or J. 5 E or K. 0 F or L. </p><p>[/COLOR][/LEFT][/QUOTE]</p><p><br /></p><p>Just curious if you know why they chose mod 6 to determine the check digit? I tend to use luhn algorithms because of their simplicity to check, I can't image many people can divide by 6 in their head...[/QUOTE]</p><p><br /></p>
[QUOTE="beef1020, post: 961133, member: 24544"]Wow! Was that course out of date! I remember, vividly, the series 1953 USN's and SC's changing in that year. I almost turned a customer in for having counterfeit bills when he gave me two crisp notes aith sucessive serial numbers and the same check letter. I don't know when the $1 or FRN's changed. With small size notes prior to 1953 (with the exception of type 1 NBN's), you could divide the serial number by 6. A remainer of 1 would be check letter A or G. 2 would be B or H. 3 would be C or I. 4 D or J. 5 E or K. 0 F or L. [/COLOR][/LEFT][/QUOTE] Just curious if you know why they chose mod 6 to determine the check digit? I tend to use luhn algorithms because of their simplicity to check, I can't image many people can divide by 6 in their head...[/QUOTE]
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