Monday, November 19, 2012

Seven Laws Governing Prime Numbers

There are seven laws to figuring prime numbers.


1) A prime number is a number that cannot be divided except by itself and the number one.
2) An even number cannot be a prime number because it can always be reduced at least once.
3) Any two digit number or more that ends in five or zero is not a prime number because they can be divided.
4) Any number whose digits add up to the number 9, or a multiple thereof, is not a prime number because they can be divided by a factor of three.
5) Even numbers are not used when figuring for prime numbers because only an odd number may evenly divide another odd number.
6) The number two is counted as a prime number. Even though it is an even number, there is no number between it and one that can divide it.
7) There is an underlying principle at work when figuring for prime numbers. If the number in question can be divided by neither three nor seven (given the above factors are taken into account), then the number is a prime number. (I figured this one out while working at a telemarketing center between 2000 and 2002).

Please feel free to use this information as you see fit. If you decide to use this in your own work, please copy and paste the address located in the address bar at the top of the screen as a reference.

Following is a link to a work produced back in the 1800's in America. It features a more in depth study of numbers mentioned in the Bible and their inner workings into the structure of the universe and the workings of human activity: http://philologos.org/__eb-nis/

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