Jump to content
IGNORED

Uncle Rogers March To A Thousand-ish


Guest MaloneFM

Recommended Posts

Guest MaloneFM

Having been on here since god was in nappies I have noticed the tendancy for huge rambling topics. Word association and the like. So here's one for the simple minded.

All you have to do is type in the next number. If you want look up some kind of ill thought out fact connected with said number. Could be anything.

Usually is.

And then pass the baton on to your children, and their children and one day someone will ask 'who was Roger Melon and what are all these numbers and pointless rubbish doing blocking up my hard drive?'

So to break the seal on this time swallowing swine, we begin....

1

Basso

And as a treat because the sun was out back here in january 2008

2

One little duck...

Link to comment
Share on other sites

21

inches is the size of a giraffes tongue that allows it to lick it's ears!

18certuy1.jpg

18 is considered a number of the devil due to the fact that 6+6+6=18, and 666 is the number of the beast, as described in chapter 13, verse 18 of the Book of Revelation. There are also 18 letters in the words six-hundred sixty six.

The number of the devil is in fact a 6 and a 1 and another 6.

The number of ....

Link to comment
Share on other sites

29 days in february in a leap year

30 is the smallest sphenic number, and the smallest of the form where r is a prime greater than 3. 30 has an aliquot sum of 42 and all sphenic numbers of this form have an aliquot sum 12 greater than themselves. The aliquot sequence of 30 is 16 members long, it comprises (30,42,54,66,90,144,259,45,33,15,9,4,3,1,0)

You know it makes sense! :smartass::smartass::smartass:

Link to comment
Share on other sites

Thirty-one is the third Mersenne prime ( 25 - 1 ) as well as the fourth primorial prime, and together with twenty-nine, another primorial prime, it comprises a twin prime. As a Mersenne prime, 31 is related to the perfect number 496, since 496 = 25 - 1 ( 25 - 1). 31 is the eighth Mersenne prime exponent. 31 is also the 4th lucky prime and the 11th supersingular prime.

Two can play at that game... :innocent06:

Link to comment
Share on other sites

Archived

This topic is now archived and is closed to further replies.

  • Recently Browsing   0 members

    • No registered users viewing this page.
×
×
  • Create New...