Is serial number rare?

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some people collect interesting serial number notes.
that is a good one.
look on Ebay to see what it might sell for.
Jamais l'or n'a perdu la plus petite occasion de se montrer stupide. -Balzac
In answer to the question, yes that serial number is extremely rare, in fact I would go so far as to say it is unique!
Just because you can't see it ... doesn't mean it isn't there - Anon.

Former coin and banknote catalogue referee.
Hi Rashef and welcome to the forum!

Maybe I'm missing something with euro notes but in Australia this serial number would be a spender, in my opinion, PC 0001233123?

It is not low in number (e.g. less then 10, 000), it's not solid (e.g. 000444444) and its not a radar
(e.g. 0001234321) or a repeat (e.g. 000123123) or an error number that I can see?
Verweis : "radrick007"​In answer to the question, yes that serial number is extremely rare, in fact I would go so far as to say it is unique!

:D:D:D
Thema verschoben nach "Banknotes" (ZacUK, 4 März 2019, 17:49)
Verweis : "radrick007"​In answer to the question, yes that serial number is extremely rare, in fact I would go so far as to say it is unique!
Unique for the printer prefix, LOL!! It would be kind of interesting to have matched numbers from all the different printers. Numbers would not be unique in that case if you don't consider the prefix codes.​
Well, let us review:
1. not a radar number
2. not a repeater number
3. not a ladder number
4. not a birthday number
5. not a Fibonacci sequence

I vote it would be just fine to spend it.
Retired
Nothing special on the serial no. So just spend it.
Be kind to people. Sharing is Caring. Collect what you like and not by the Crowd.
To seek for perfection, it is too painful and there is a very high price to pay. To seek for something comfortable is more easy. To seek for nothing is even more easy.
Verweis : "techwriter"​Well, let us review:
​1. not a radar number
​2. not a repeater number
​3. not a ladder number
​4. not a birthday number
​5. not a Fibonacci sequence

​I vote it would be just fine to spend it.
​what's a "Fibonacci sequence"?
Verweis : "ngdawa"​​what's a "Fibonacci sequence"?
It's the sequence of numbers where any number is the sum of the preceding two numbers:

(0,) 1, 1, 2, 3, 5, 8, 13, 21, 34,55, 89, 144, ...

https://en.wikipedia.org/wiki/Fibonacci_number
Verweis : "ArnoV"
Verweis : "ngdawa"​​what's a "Fibonacci sequence"?
​It's the sequence of numbers where any number is the sum of the preceding two numbers:

​(0,) 1, 1, 2, 3, 5, 8, 13, 21, 34,55, 89, 144, ...
​​https://en.wikipedia.org/wiki/Fibonacci_number
​oh, cool! never thought of that.. B)

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