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#2 Guestbook » Happy Easter! » 2013-03-31 02:17:06

n872yt3r
Replies: 7

Happy Easter everybody!

(I'm not the Easter bunny but I'm still Pythagoras and the leprechaun.)

#3 Re: Puzzles and Games » Let's make square numbers. » 2013-03-31 02:14:29

This is around the 260050th post in the entire forum!

#8 Re: Exercises » Pi Day Challenge And Happy Pi Day » 2013-03-30 01:50:43

Thanks guys now I'm on 26; it's not an actual problem but a visual logic puzzle.

#9 Re: Guestbook » Happy St. Patrick's Day » 2013-03-23 22:07:24

I live in the Sunshine State then.

#10 Re: Exercises » Oberwolfach Problems? » 2013-03-23 11:20:28

It can involve graph theory, depending on the way you solve it.

#12 Exercises » Oberwolfach Problems? » 2013-03-20 09:33:21

n872yt3r
Replies: 2

Could you guys give me some Oberwolfach problems to solve?

#14 Re: Guestbook » Happy St. Patrick's Day » 2013-03-18 09:32:12

i cant do that unless ya catch me

#15 Re: This is Cool » I call it: the N872yt3r Sequence! » 2013-03-17 23:49:25

Then try putting Graham's number into the N872yt3r Sequence!

#16 Re: Puzzles and Games » Post more bigger numbers » 2013-03-17 23:45:23

Guys for an awesome strategy, go to my post "I call it: The N872yt3r Sequence!"

#18 Re: This is Cool » I call it: the N872yt3r Sequence! » 2013-03-17 23:31:47

And that's why on the post "Post more bigger numbers" we usually put a formula like this, not an actual number...

#19 This is Cool » I call it: the N872yt3r Sequence! » 2013-03-17 23:30:25

n872yt3r
Replies: 6

Here's a strategy I use for the awesome topic "Post more bigger numbers".
For the N872yt3r sequence, take a number, X. Let's say X = 2, just so my calculator doesn't explode. (Try doing this with 8)
First, you add it to itself: 2+2=4.
Then multiply the result by itself and X: 4*2*4=32.
Then do that to the power of 2, 4, 2*4 (8) and itself (round it if you get an e+y on your calculator): 149088121440417.
Then find the factorial (Ugh) *Gulp*: Awww... my calculator exploded. Someone find the factorial of 149088121440417.
(Wolfram-Alpha can't do it!)
OK, so the N872yt3r equivalent to 2 is... 149088121440417!.

#20 Re: Guestbook » Happy St. Patrick's Day » 2013-03-17 23:10:05

Here's some four leaf clovers everybody! I found them in my pot of gold.

#23 Re: Guestbook » Happy St. Patrick's Day » 2013-03-17 22:08:34

bobbym wrote:

You may have the gold but you do not have the cheese.

What cheese?

#24 Re: Guestbook » Omg!!!!!!!!!!!!!!!! » 2013-03-17 06:56:22

mathgogocart wrote:

Power Members have 105 times the fun
P.S. bobbym where did you get that crazy number? Randomness?

Absolutely right! big_smile

#25 Guestbook » Happy St. Patrick's Day » 2013-03-17 06:49:04

n872yt3r
Replies: 23

Happy St. Patrick's Day 2013, everyone!
Please do not steal my gold, for I am the leprechaun. (I have been for 567 years, since 1446!)

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