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 Count to 10.000

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Joe Free



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PostSubject: Re: Count to 10.000   Fri Nov 21, 2008 4:31 pm

26

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EMM1E



Number of posts : 63
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PostSubject: Re: Count to 10.000   Sat Nov 22, 2008 6:44 pm

27

cheers mesrin's Very Happy
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Agrona

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PostSubject: Re: Count to 10.000   Sun Nov 23, 2008 4:39 am

28
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EMM1E



Number of posts : 63
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PostSubject: Re: Count to 10.000   Sun Nov 23, 2008 5:04 am

29
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Mesrin's Dame

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PostSubject: Re: Count to 10.000   Sun Nov 23, 2008 7:22 pm

29 bottles of beer on the wall....here comes 30
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Icarob



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Location : Bristol RI USA
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PostSubject: Re: Count to 10.000   Sun Nov 23, 2008 9:58 pm

Darn you Mesrin's I wanted 30 tongue oh well I guess it has to be 31
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Mesrin's Dame

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PostSubject: Re: Count to 10.000   Mon Nov 24, 2008 4:05 am

feel free to go back and take it Laughing 32
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Kara Riftwood

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Number of posts : 25
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PostSubject: Re: Count to 10.000   Tue Nov 25, 2008 2:32 pm

come on team only 9967 more random statements to make tongue
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John Elliots



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PostSubject: Re: Count to 10.000   Wed Nov 26, 2008 9:25 am

blehg. . 34
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Arekaine

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Number of posts : 96
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PostSubject: Re: Count to 10.000   Wed Nov 26, 2008 7:53 pm


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Mesrin's Dame

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PostSubject: Re: Count to 10.000   Thu Nov 27, 2008 7:38 am

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Icarob



Number of posts : 50
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PostSubject: Re: Count to 10.000   Thu Nov 27, 2008 11:36 pm

I'd jump on the picture band-wagon but for now it'll just have to be a plain ol' 37
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Kara Riftwood

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PostSubject: Re: Count to 10.000   Thu Dec 04, 2008 12:56 am



i see i started a trend Very Happy cool
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Agrona

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PostSubject: Re: Count to 10.000   Fri Dec 05, 2008 4:04 am

39

meh... following trends ain't my thing =]
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MadWoof

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PostSubject: Re: Count to 10.000   Fri Dec 05, 2008 4:12 am

40 is an octagonal number, and as the sum of the first four pentagonal numbers, it is a pentagonal pyramidal number. Adding up some subsets of its divisors (e.g., 1, 4, 5, 10 and 20) gives 40, hence 40 is a semiperfect number.

Given 40, the Mertens function returns 0. 40 is the smallest number n with exactly 9 solutions to the equation φ(x) = n.

Forty is the number of n-queens problem solutions for n = 7.

Since the greatest prime factor of 402 1 = 1601 is prime and obviously more than 40 twice, 40 is a Størmer number.

40 is a repdigit in base 3 (1111) and a Harshad number in base 10.
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EMM1E



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PostSubject: Re: Count to 10.000   Mon Dec 08, 2008 4:48 am

MadWoof wrote:
40 is an octagonal number, and as the sum of the first four pentagonal numbers, it is a pentagonal pyramidal number. Adding up some subsets of its divisors (e.g., 1, 4, 5, 10 and 20) gives 40, hence 40 is a semiperfect number.

Given 40, the Mertens function returns 0. 40 is the smallest number n with exactly 9 solutions to the equation φ(x) = n.

Forty is the number of n-queens problem solutions for n = 7.

Since the greatest prime factor of 402 1 = 1601 is prime and obviously more than 40 twice, 40 is a Størmer number.

40 is a repdigit in base 3 (1111) and a Harshad number in base 10.


yeah ok and the number after being 41
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MadWoof

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PostSubject: Re: Count to 10.000   Mon Dec 08, 2008 5:05 am

The Hitchhiker's Guide to the Galaxy, in which the number 42 is The Answer to the Ultimate Question of Life, the Universe, and Everything.
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Bardwyn

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PostSubject: Re: Count to 10.000   Mon Dec 08, 2008 6:31 am

Year 43 was a common year starting on Tuesday of the Julian calendar. The long Roman conquest of Britain begins. Aulus Plautius lands with four legions and an equal number of auxiliaries and defeats the Britons, led by Caratacus and Togodumnus, in battles on the rivers Medway and Thames.
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Kara Riftwood

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PostSubject: Re: Count to 10.000   Tue Dec 09, 2008 3:14 pm

44 you smart people are a bunch of showoff's tongue (just kidding i'm impressed)
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choko_dango[GSLIN]

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PostSubject: Re: Count to 10.000   Tue Dec 09, 2008 7:44 pm

bored... since long time not active in game.. due to shortage of $$ =_=" so ... 45!
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Icarob



Number of posts : 50
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Location : Bristol RI USA
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PostSubject: Re: Count to 10.000   Tue Dec 09, 2008 10:28 pm

You don't need to be too impressed Kara, just check wikipedia tongue

Oh and 46

Forty-six is a Wedderburn-Etherington number, an enneagonal number and a centered triangular number. It is the sum of the totient function for the first twelve integers. 46 is the largest even integer that can't be expressed as a sum of two abundant numbers.
46 is the 13th semiprime. 46 is the third semiprime with a semiprime aliquot sum. The aliquot sequence of 46 is (46,26,16,15,9,4,3,1,0).
Since it is possible to find sequences of 46 consecutive integers such that each inner member shares a factor with either the first or the last member, 46 is an Erdős–Woods number.
(see and I don't even know what most of that means pirat)
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MadWoof

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PostSubject: Re: Count to 10.000   Wed Dec 10, 2008 4:09 am

Throws 47 out the window as he goes to hide in shame "Damn foiled again"
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Straikur



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Age : 36
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PostSubject: Re: Count to 10.000   Wed Dec 10, 2008 11:32 pm

Throws 48 out the window so that 47 doesn't feel lonely. bounce
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MadWoof

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PostSubject: Re: Count to 10.000   Thu Dec 11, 2008 5:36 am

7 x 7 = 49, now thats nice and simple Smile
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Arekaine

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Number of posts : 96
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Location : Tulsa Oklahoma
Registration date : 2008-07-21

PostSubject: Re: Count to 10.000   Sat Dec 13, 2008 5:55 pm

Yeah. Two can rock the math game bub

Fifty is the smallest number that can be written as the sum of two squares in two distinct ways: 50 = 12 + 72 = 52 + 52. It is also the sum of three squares, 50 = 32 + 42 + 52. It is a Harshad number.
There is no solution to the equation φ(x) = 50, making 50 a nontotient. Nor is there a solution to the equation x - φ(x) = 50, making 50 a noncototient.

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