Challenge - Page 21

science_man_88 · 2009-08-23, 14:38

did they miss perfect numbers on purpose ? I found 82 to fit all criteria I know of for perfect numbers this also works for digits being reversed at least until 8128 so according to my math 694 82 and 8218 also fit the rules I know of out side maybe ending in 6 and 8 only

science_man_88 · 2009-08-23, 14:45

82=(9*9) + 1 and 2+8 = 10, 1 + 0 = 1

science_man_88 · 2009-08-23, 14:46

694 = (77*9) + 1 and 6+9+4 = 19 , 1+9 = 10 , 1 + 0 = 1

science_man_88 · 2009-08-23, 14:47

8218 = (913*9) + 1 and 8+2+1+8 = 19, 1+9 = 10, 1+0=1

retina · 2009-08-23, 14:48

Quote:

Originally Posted by science_man_88

82=(9*9) + 1 and 2+8 = 10, 1 + 0 = 1

?

Maybe you would have more luck with your numerology if you wrote all the Mersenne numbers in binary.

science_man_88 · 2009-08-23, 15:03

I'm talking perfect numbers the ones I listed that seem to work don't fit the ending that they supposedly will always have. sorry I'm not thinking I forgot to check divisors

flouran · 2009-08-23, 15:57

Quote:

Originally Posted by retina

This thread should have died before post #1.

And science_man_88 should have been banned before post #1.

Oh damn it to hell! I have just subscribed myself to this thread again! I shall go unsubscribe now....

Kevin · 2009-08-23, 22:06

science_man_88: It's trivial to show that every even perfect number is a multiple of 9 plus 1.

science_man_88 · 2009-08-23, 22:47

find me a equation for a specific series and I'll turn out perfect numbers in a heart beat. I found a way to express them as (2^x)-(2^y) where y= (1/2)(x - 1). the hard part is finding the pattern to the x values if I can do that I can turn out values of perfect numbers fast. the perfect numbers can then be plugged in to the original equation to find p for the next mersenne prime.

cmd · 2009-09-07, 08:08

Quote:

Originally Posted by Uncwilly

Can I suggest that we all leave this thread and let science man go the way of cmd.

Tremble tremble the Furies (of cmd) are back

... sometimes feel afraid even to themselves

attention danger

possible annihilation of gender

we like the devils are pretty poor when large
concert, you have brought tears to the eyes for us here
you felt ... compliments

(If math is then possible on antimatter)

2009-08-23, 14:38	#221
science_man_88 "Forget I exist" Jul 2009 Dumbassville 10000011000000₂ Posts	did they miss perfect numbers on purpose ? I found 82 to fit all criteria I know of for perfect numbers this also works for digits being reversed at least until 8128 so according to my math 694 82 and 8218 also fit the rules I know of out side maybe ending in 6 and 8 only Last fiddled with by science_man_88 on 2009-08-23 at 14:44

2009-08-23, 15:03	#226
science_man_88 "Forget I exist" Jul 2009 Dumbassville 2⁶×131 Posts	I'm talking perfect numbers the ones I listed that seem to work don't fit the ending that they supposedly will always have. sorry I'm not thinking I forgot to check divisors Last fiddled with by science_man_88 on 2009-08-23 at 15:09

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2009-08-23, 14:45	#222
science_man_88 "Forget I exist" Jul 2009 Dumbassville 8384₁₀ Posts	82=(9*9) + 1 and 2+8 = 10, 1 + 0 = 1

2009-08-23, 14:46	#223
science_man_88 "Forget I exist" Jul 2009 Dumbassville 2⁶·131 Posts	694 = (77*9) + 1 and 6+9+4 = 19 , 1+9 = 10 , 1 + 0 = 1

2009-08-23, 14:47	#224
science_man_88 "Forget I exist" Jul 2009 Dumbassville 2⁶·131 Posts	8218 = (913*9) + 1 and 8+2+1+8 = 19, 1+9 = 10, 1+0=1

2009-08-23, 22:06	#228
Kevin Aug 2002 Ann Arbor, MI 433 Posts	science_man_88: It's trivial to show that every even perfect number is a multiple of 9 plus 1.

2009-08-23, 22:47	#229
science_man_88 "Forget I exist" Jul 2009 Dumbassville 2⁶×131 Posts	find me a equation for a specific series and I'll turn out perfect numbers in a heart beat. I found a way to express them as (2^x)-(2^y) where y= (1/2)(x - 1). the hard part is finding the pattern to the x values if I can do that I can turn out values of perfect numbers fast. the perfect numbers can then be plugged in to the original equation to find p for the next mersenne prime.