Serial Numbers in "numerical order" - or not (maybe)

Discussion in 'Paper Money' started by kaparthy, Dec 11, 2013.

  1. kaparthy

    kaparthy Well-Known Member

    How much would you pay for a dollar bill with 23513347 for the serial number?
    ( 2.35133469 is the cube root of 13. You don't find that everywhere.)

    Sure, everyone likes repeaters: 3333, and like that. And everyone can see an obvious series such as 1234 or 87654 or even 246810.

    But what about 314159? Or 271828? or 66261?
     
    Last edited: Dec 11, 2013
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  3. ken454

    ken454 Well-Known Member

    1 dollar... a math teacher or the like might pay more but to an average person such as myself those numbers mean nothing... (i hated math!)
     
  4. rickmp

    rickmp Frequently flatulent.

  5. kookoox10

    kookoox10 ANA #3168546

    I don't believe these serial combos will win over in the court of public opinion. The "sought after" fancy serials are what they are, regardless of how logical yours may seem
     
  6. bdunnse

    bdunnse Who dat?

    Find me a bill with a serial number equal to the square root of 123456789 and that'd be cool.
     
  7. chrisild

    chrisild Coin Collector

    Ha, that one even this math-challenged person recognized right away - in the context of a topic dealing with cool numbers. :) But I doubt that many people would instantly think "hey, pi!" when coming across such that sequence in a serial number. I know I wouldn't ...

    Christian
     
  8. rickmp

    rickmp Frequently flatulent.

    Are you aware that currency serials numbers contain eight digits?
     
  9. BigTee44

    BigTee44 Well-Known Member

    If you come across any date bill with the date June 18th 2011 or September 22nd 1983, you'll have a buyer!
     
  10. chrisild

    chrisild Coin Collector

    Doesn't he provide an example right in the first line? ;) And the number of digits varies from country to country anyway. Ours have nine, ten or eleven, depending on how one counts ...

    Christian
     
  11. kaparthy

    kaparthy Well-Known Member

    Anyone ever play "Liar's Poker"?

    Instructions
      • 1
        Give each player a set of numbers to play with. This can be from the serial numbers on dollar[​IMG] bills, or by randomly generating numbers for each player. Each player needs eight digits to begin play.

      • 2
        Decide who goes first and wait for him to announce a poker hand that he believes can be created by combining all the numbers from all players. For example, he might call "two sixes." That would mean that he thinks there are at least two sixes among all the numbers being played.

      • 3
        Wait for the second player to announce a better poker hand than the previous player did. Play continues until you do not believe that the hand mentioned is actually available within the numbers in play. When that happens, call liar and look at everyone's numbers. If you were correct, you get a point, if the caller was correct, he gets a point.
        http://www.ehow.com/how_2167149_play-liars-poker.html
    Yes! I got a bill and counted the digits. But if you have a run of 4444 or 12345 within those eight, then that makes the note worth more to some people. 03997444 is a full house: 2 Nines and 3 Fours.

    But I am holding out for 66738480.

    The coolest set of banknotes would be a set of PHYSICISTS AND THEIR CONSTANTS. Among very many website for Physicists on Banknotes:
    http://www2.physics.umd.edu/~redish/Money/
    http://www-personal.umich.edu/~jbourj/money.htm

    You would have a lot of leeway to pick your numbers. No "Curie's Constant" or "Bohr's Constant" is offered, but for Curie, just say, you could have 226025 the atomic weight of radium, and so on. It is up to you to define your own collection.

    If you are really - I mean really, really, really, really, really, really, really, really good at maths, you could probably take ANY banknote and make up a pattern, algorithm or heuristic to give it special meaning.
    1729
    Two markets dominate numismatics: Those who sell what everyone else wants; and those who buy what they want.
     
    Last edited: Dec 11, 2013
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