I can you believe that somebody paid $152.50 for this Hum I think I'll get a rubber devil stamp and some vinager and make a fortune lol idiot's
I have U.S. $1, $5, $10, and $20 notes with 666 in the serial numbers. No signs of projectile vomiting or bed levitation yet. Usually, I only save notes with four-of-a-kind or better, low numbers, stars, or other significant number sequences (repeaters, mirrors, etc.), if they are in above-average to UNC condition.
'666' is a pretty significant number anyway.If I do come across a note bearing this,I do try to keep it. Aidan.
Please don't tell me that you wrote out by hand all of the 8-digit serial number combinations to figure that out. Chris
Chris, This is a very old thread and many of these people are no longer around. You, They are not very uncommon. I look at every note that I can and I see them (666) all the time. The attached group showed up in the mail yesterday from a friend. The bottom note while note a binary fits nicely into my circulated collection. Best Regards ~ Darryl
From Me to You I come across notes with repeating 6's on occasion and if it's in AU or better I pull them for the novelty alone, however I'll do this with any repeating numbers, not just because it's a 6 or for people's association with that string of three sixes. Most recently I pulled a Series 2006 NY $1 with SN B66602719L, nothing special to me, but you never know, I may meet other collectors one day who want to trade or buy such a note. :smile
Got another one today from the bank, very well circulated and with blue ink writing on it. Series 2003 $10 SN: DE 66694842A Just posting to underscore how common they are to the OP.
Got another: Series 2003 A $1 SN: B65866603F Series 2004 A $10 SN: GC 44793337A Again... just posting these SNs to underscore how common they are :smile
(10^3) / 6 = ~167 He either did it that way.... or maybe he did hand write the billions of combinations and count them. I guess we will never know. :smile
It's not that hard, really. For example, the last three digits of a serial number can be anything from 000 to 999, so there are 1000 possibilities, and one of them is 666. So one out of every 1000 notes will have a serial ending in 666. Now, the 666 doesn't *have* to fall at the *end* of the serial number; there are actually six different positions within the serial where it could appear: xxxxx666 xx666xx xxxx666x x666xxx xxx666xx 666xxxx So we can estimate that about 6 in every 1000 notes will have 666 in the serial number somewhere. In fact, however, this is an overestimate. Some notes will actually contain 666 more than once (in the extreme case, 66666666 contains it all six times, overlapping one another). So the percentage of serials that contain 666 will be a bit smaller than six per 1000, since those multi-666 serials got double-counted (or worse) in the estimated calculation.
The only significance that 666 has to western countries is the association with the Old Testament. They could have made it 333 or 555 or any other repeat combination. Various societies have their own superstitions about single digit repeaters but are more associated with "lucky" numbers. To me it's all mumbo-jumbo but any single digit repeater is of interest only because of the numerical chance.