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34067
Happy Easter everybody!
(I'm not the Easter bunny but I'm still Pythagoras and the leprechaun.)
This is around the 260050th post in the entire forum!
196 = 14^2
33067
there is a very obvious pattern here
144 = 12^2
32077
Thanks guys now I'm on 26; it's not an actual problem but a visual logic puzzle.
I live in the Sunshine State then.
It can involve graph theory, depending on the way you solve it.
i live in west florida
Could you guys give me some Oberwolfach problems to solve?
what where do you live
i cant do that unless ya catch me
Then try putting Graham's number into the N872yt3r Sequence!
Guys for an awesome strategy, go to my post "I call it: The N872yt3r Sequence!"
Thanks.
And that's why on the post "Post more bigger numbers" we usually put a formula like this, not an actual number...
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!.
Here's some four leaf clovers everybody! I found them in my pot of gold.
29305
Lol Rofl
You may have the gold but you do not have the cheese.
What cheese?
Power Members have 105 times the fun
P.S. bobbym where did you get that crazy number? Randomness?
Absolutely right!
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!)