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Replies: 17 / Views: 2,534 |
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Valued Member
United States
116 Posts |
I wasn't trying, but first time I've ever found matching serial numbers on two bills in the wild where neither is a $1 bill. To try to do this deliberately would require around 7,000 of each denomination just to have a 50-50 chance of finding a match, so it's pretty cool.  Edited by TheSerialFlorist 08/22/2023 7:24 pm
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Pillar of the Community
United States
4637 Posts |
That's nifty. What are the odds ?
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Moderator
 United States
15392 Posts |
Interesting connection.
Take a look at my other hobby ... http://www.jk-dk.art
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Bedrock of the Community
United States
94367 Posts |
Very cool, congrats! How did you come across them?
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Moderator
 United States
187702 Posts |
Very interesting! 
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Valued Member
United States
447 Posts |
must have took a while for you to match both of the notes.
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Valued Member
 United States
116 Posts |
I just came across them randomly, wasn't specifically trying to match anything. I've been able to search for and find two $1 bills that match, but always thought it'd be impossible to find two non-$1, just extremely fortunate to have the right handful of bills at the right time.
Not directly related, when you guys reply on here, how do you copy a quote from an earlier post and then paste it so your reply is aimed at the specific quote and not the entire thread?
Edited by TheSerialFlorist 08/23/2023 01:00 am
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New Member
United States
23 Posts |
If You own a "Brick" the odds 1to 100000. (10x10x10x10x10 BBB)
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Pillar of the Community
United States
3207 Posts |
the FAQ has quoting instructions
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Valued Member
 United States
116 Posts |
Quote: the FAQ has quoting instructions Thank you very much Nick10!
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Pillar of the Community
United States
800 Posts |
Quote: That's nifty. What are the odds ? Agree!
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New Member
United States
23 Posts |
(SerialFlor) "50-50 chance" are in soccer game, flipping coins by the referees...
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Valued Member
 United States
116 Posts |
Quote: That's nifty. What are the odds ? Odds on finding a match depend on how many bills you have. --If I have only one $10 and one $20 odds are 1/96 million that the serial numbers match. --I actually had a strap (100 bills) of each denomination, the chances that there would be a match was 1/9600, so again I was incredibly fortunate to find it, especially not looking for it. --re: the referee's coin flip: If I had ~7000 of each denomination bill, there would be a 50-50 chance there is a match...half the time yes, half the time no.
Edited by TheSerialFlorist 08/24/2023 12:05 pm
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New Member
United States
23 Posts |
to fancyflor math (7000) The Daily4 lottery means 10,000 combinations (0000-9999) If I buy 5000 tickets, the chance is almost 50/50 (not so cool). So 60 years ago in my case it was 8th grade math... I hope you are not a mathematician...
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Valued Member
 United States
116 Posts |
@tavi888, I may not know much about combinations but let me take a stab.
What you learned in eighth grade math is correct. If you buy 5000 tickets against a 1/10,000 drawing, the chances are indeed 50-50 of finding a ticket that matches the drawing.
In ninth grade math we learned about sets. A set of 6928 $10s and a set of 6928 $20s, multiplied together, creates 48 million combinations out of 96 million possible serial numbers, and there's your 50% chance of finding a match. In the lottery, you need so many lottery tickets because you only have a single winning drawing in your second set.
5000 tickets x 1 drawing = 5000 combinations out of 10,000 possible outcomes = 50% chance winning.half the time yes, half the time no. 6928 $10s x 6928 $20s = 48M combinations out of 96M possible outcomes = 50% chance finding a matching $10 and $20. half the time yes, half the time no.
I'm not sure exactly what was your critique or what was your your better answer, but my math is right and I hope this helps. If you have a different answer or don't understand something, there's a respectful way to ask or to challenge someone. Having said that, welcome to the CCF!
Edited by TheSerialFlorist 08/29/2023 2:12 pm
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Moderator
 United States
54280 Posts |
An aside: In PA the lottery only pays 1/2 the actual odds. For example, in a 3 digit lottery, the "3 digits in exact order" odds are 1/1000. So a $1 gamble should pay $1000, but in PA the winner only gets $500 https://www.palottery.state.pa.us/d...chances.aspxOK, back to your regularly scheduled topic.
Show your financial support of the Coin Community Family (click here)See my topic on Mexican Numismatic Medals (click here)
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Replies: 17 / Views: 2,534 |