Thread: Silliness Countdown!
View Single Post
Old 05-23-2010, 04:22 AM   #123
GeoffC
Chocolate Grasshopper ...
GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.GeoffC ought to be getting tired of karma fortunes by now.
 
GeoffC's Avatar
 
Posts: 27,599
Karma: 20821184
Join Date: Mar 2008
Location: Scotland
Device: Muse HD , Cybook Gen3 , Pocketbook 302 (Black) , Nexus 10: wife has PW
It must be 29 today ?

That's a nice number, it's a prime candidate for a Prime Number.
Wikipedia actually describes 29 very eloquently; describing it as a natural number between 28 and 30 (how profound is that !). The article goes on .....

It is the tenth prime number, and also the fourth primorial prime. It forms a twin prime pair with thirty-one, which is also a primorial prime. Twenty-nine is also the sixth Sophie Germain prime. It is also the sum of three consecutive squares, 22 + 32 + 42. It is a Lucas prime, a Pell prime, and a tetranacci number. It is an Eisenstein prime with no imaginary part and real part of the form 3n − 1. Since 18! + 1 is a multiple of 29 but 29 is not one more than a multiple 18, 29 is a Pillai prime. 29 is also the 10th supersingular prime.

None of the first 29 natural numbers have more than two different prime factors. This is the longest such consecutive sequence.

Twenty-nine is the aliquot sum of the odd discrete biprimes 115 and 187 and is the base of the 29-aliquot tree.

29 is a Markov number, appearing in the solutions to x2 + y2 + z2 = 3xyz: {2, 5, 29}, {2, 29, 169}, {5, 29, 433}, {29, 169, 14701}, etc.

29 is a Perrin number, preceded in the sequence by 12, 17, 22.

Since the greatest prime factor of 292 + 1 = 842 is 421, which is obviously more than 29 twice, 29 is a Størmer number.


Such a simple number ....


Okay, carry on - if it's not a 29 today, then scrub out the above and I'll just slowly sink under the sink and sulk quietly ....
GeoffC is offline   Reply With Quote