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Author Topic: one to a million!  (Read 54129 times)
thompson1780
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« Reply #2850 on: 09:23:09, 06-11-2007 »

And finally:

2579 is the smallest prime that can be expressed as the sum of thirteen consecutive Fibonacci numbers:
3+5+8+13+21+34+55+89+144+233+377+610+987

That's interesting - do we know if there are a finite or infinite number of primes that can be expressed as a sum of X consecutive Fibonacci numbers.  And if finite, how does this number relate to X?



Tommo
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« Reply #2851 on: 12:45:16, 06-11-2007 »

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Well, there you are.
C Dish
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« Reply #2852 on: 18:14:58, 06-11-2007 »

And finally:

2579 is the smallest prime that can be expressed as the sum of thirteen consecutive Fibonacci numbers:
3+5+8+13+21+34+55+89+144+233+377+610+987

That's interesting - do we know if there are a finite or infinite number of primes that can be expressed as a sum of X consecutive Fibonacci numbers.  And if finite, how does this number relate to X?

Tommo, if you're interested in Prime Number behaviors, I recommend the Prime Curios page at University of Texas, Midland. I am not a mathematician, so I can't answer your question.  Sad Sad


(Ignore the one on the right)
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inert fig here
thompson1780
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« Reply #2853 on: 23:20:31, 06-11-2007 »

Tommo, if you're interested in Prime Number behaviors, I recommend the Prime Curios page at University of Texas, Midland. I am not a mathematician, so I can't answer your question.  Sad Sad

Cool, thanks Chaffers.  2584 is a fibonacci number and is the sum of the first 37 primes.

This is a lot more exciting.



Tommo
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oliver sudden
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« Reply #2854 on: 23:21:52, 06-11-2007 »

While 2585 is a dog.

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C Dish
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« Reply #2855 on: 03:15:03, 07-11-2007 »

While 2585 is a dog.
So it is! 2586 is a floorplan.

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inert fig here
autoharp
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« Reply #2856 on: 10:16:40, 07-11-2007 »

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Antheil
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« Reply #2857 on: 10:22:50, 07-11-2007 »

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Reality, sa molesworth 2, is so sordid it makes me shudder
Ena
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« Reply #2858 on: 10:29:13, 07-11-2007 »

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« Reply #2859 on: 12:34:27, 07-11-2007 »

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Well, there you are.
thompson1780
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« Reply #2860 on: 22:57:35, 07-11-2007 »



Tommo
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« Reply #2861 on: 23:16:16, 07-11-2007 »

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Well, there you are.
oliver sudden
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« Reply #2862 on: 23:17:12, 07-11-2007 »

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thompson1780
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« Reply #2863 on: 23:24:45, 07-11-2007 »



Oooo Arrhhhhh

Farmer Tommo

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oliver sudden
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« Reply #2864 on: 23:30:19, 07-11-2007 »



kerching!

Ollie
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