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The Regifting Robin Trick 11 May 2011 | 06:28 am
My dad recently directed me to a web-site that seems to read your mind using some sort of math trick. He was baffled that it worked every time. He asked me if I could unravel the secret. Fortunately I...
The Regifting Robin Trick 11 May 2011 | 02:28 am
My dad recently directed me to a web-site that seems to read your mind using some sort of math trick. He was baffled that it worked every time. He asked me if I could unravel the secret. Fortunately I...
A fast way to sum a series of numbers 12 Nov 2009 | 04:26 am
Here's a quick way to sum a sequential series of numbers.
A fast way to sum a series of numbers 11 Nov 2009 | 11:26 pm
Here's a quick way to sum a sequential series of numbers.
Summing Cubes to Produce a Cube 27 Oct 2009 | 02:52 am
By summing the correct continuous series of cubed numbers it is possible to produce a number which is itself a cube.
Summing Cubes to Produce a Cube 26 Oct 2009 | 10:52 pm
By summing the correct continuous series of cubed numbers it is possible to produce a number which is itself a cube.
Numbers Having Two Positive Cubes 1 Sep 2009 | 06:06 am
There exist numbers which have not just one but two positive cube roots, such as for instance, the number 1729, which is the result of 93 + 103 and 123 + 13. This article proposes an algorithm that pr...
Numbers Having Two Positive Cubes 1 Sep 2009 | 02:06 am
There exist numbers which have not just one but two positive cube roots, such as for instance, the number 1729, which is the result of 93 + 103 and 123 + 13. This article proposes an algorithm that pr...
Speculation about Prime Number Space 31 Jul 2009 | 04:06 am
Since the third century B.C. when Eratosthenes determined the first tables of the prime numbers, the number 1 has never been considered to be prime because its roots were easily determined as (-1)x(-1...
Speculation about Prime Number Space 31 Jul 2009 | 12:06 am
Since the third century B.C. when Eratosthenes determined the first tables of the prime numbers, the number 1 has never been considered to be prime because its roots were easily determined as (-1)x(-1...
