Question, If we can level to infinity....

Digital Daddy·11/5/2017, 10:29:31 PM·5 votes·733 views

Noticed in the FAQ we can level to infinity but not beyond it so what type of infinity? There's many types of infinity there's bigger transfinite cardinals, bigger boxes containing bigger infinities. In fact, there's an infinite amount of cardinals, infinite sizes of infinity, aleph one, aleph two, aleph omega, an infinite ordinals with each of those cardinalities, omega one's, omega two's.

cough okay i'll go :|

11 Comments

Metleon11/5/2017, 11:12:24 PM4 votes

It's countable infinity, obviously. All levels are whole numbers.

And I'd love to be able to level up to Omega, but I don't have enough time for that, anyway.

Glory ln Death11/5/2017, 11:39:49 PM3 votes

A voice cries out in the distance.

######(`Δ´) <You're a nerd!

Epicurus11/6/2017, 1:49:17 AM3 votes

Aleph Zero, as levels can only be positive integers.

Rand0mH3r0X11/6/2017, 2:00:27 AM2 votes

Did you just mix hebrew with greek?

Could you log out before you get stoned?

rework trundle11/6/2017, 1:58:55 AM2 votes

2,147,483,647, or 2^32 -1 it's the maximum value an integer can contain.

Shadòw11/5/2017, 10:34:57 PM2 votes

50

L Psy Kongroo11/5/2017, 10:48:52 PM1 votes

The type of infinity that goes on forever.

Friendly Ram11/6/2017, 1:55:11 AM1 votes

that 1/0 type of infinity hopefully.