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Author Topic: Number game  (Read 150973 times)
KingPoker
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« Reply #120 on: January 11, 2007, 11:15:31 PM »
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KingPoker
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« Reply #121 on: January 11, 2007, 11:17:44 PM »
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CYMRU AM BYTH!    Join my fan club on facebook thumbs up 
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kinboshi
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« Reply #122 on: January 12, 2007, 12:19:32 AM »
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'The meme for blind faith secures its own perpetuation by the simple unconscious expedient of discouraging rational inquiry.'
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« Reply #123 on: January 12, 2007, 12:37:31 AM »


Meitnerium

Discovered : by P. Armbruster, G. Munzenberg and co-workers in 1982

Isolated in Darmstadt, Germany

Origin : It is named after Lise Meitner, the Austrian physicist who first suggested spontaneous nuclear fission.

Descripton :

A highly radioactive metal, of which only a few atoms have ever been made.

Image :

Abstraction of magnified atomic particles.
« Last Edit: January 12, 2007, 12:39:17 AM by Bongo » Logged
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« Reply #124 on: January 12, 2007, 12:56:06 AM »
Do we think kinboshi

a) ignored Tank's genius 104

or

b) didn't get it?
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Wardonkey
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« Reply #125 on: January 12, 2007, 01:16:37 AM »
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Ginger
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« Reply #126 on: January 12, 2007, 01:19:13 AM »
Trying to be a little more creative like theTank....
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« Reply #127 on: January 12, 2007, 01:21:00 AM »
  Two Clubs
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Ginger
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« Reply #128 on: January 12, 2007, 01:23:39 AM »
Quote from: RED-DOG on January 12, 2007, 01:21:00 AM
Two Clubs

Sigh....
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« Reply #129 on: January 12, 2007, 01:27:39 AM »
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« Reply #130 on: January 12, 2007, 01:30:10 AM »
Quote from: Bongo on January 11, 2007, 07:43:43 PM
Eighty-three is the sum of three consecutive primes (23 + 29 + 31) as well as the sum of five consecutive primes (11 + 13 + 17 + 19 + 23).

It is also the 23rd prime number, following 79 and preceding 89. 83 is a Sophie Germain prime and a safe prime, and also a Chen prime. It is an Eisenstein prime with no imaginary part and real part of the form 3n − 1.

It is also a highly cototient number.



Have you read Fermet's Lost Theorem? You'd love it, if, as seems to be the case, you share my fascination for prime numbers.
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« Reply #131 on: January 12, 2007, 01:30:58 AM »
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RED-DOG
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« Reply #132 on: January 12, 2007, 01:31:35 AM »
Quote from: tikay on January 12, 2007, 01:30:10 AM
Quote from: Bongo on January 11, 2007, 07:43:43 PM
Eighty-three is the sum of three consecutive primes (23 + 29 + 31) as well as the sum of five consecutive primes (11 + 13 + 17 + 19 + 23).

It is also the 23rd prime number, following 79 and preceding 89. 83 is a Sophie Germain prime and a safe prime, and also a Chen prime. It is an Eisenstein prime with no imaginary part and real part of the form 3n − 1.

It is also a highly cototient number.



Have you read Fermet's Lost Theorem? You'd love it, if, as seems to be the case, you share my fascination for prime numbers.

I started reading it, but then I lost it.
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Ginger
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« Reply #133 on: January 12, 2007, 01:36:27 AM »
 Click to see full-size image.
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« Reply #134 on: January 12, 2007, 01:44:05 AM »
Quote from: RED-DOG on January 12, 2007, 01:31:35 AM
Quote from: tikay on January 12, 2007, 01:30:10 AM

Have you read Fermet's Lost Theorem? You'd love it, if, as seems to be the case, you share my fascination for prime numbers.

I started reading it, but then I lost it.

I have a truly marvellous proof of why this book is great which this forum is too narrow to contain.
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