@Joaking91
2:40 UGH DISPLACED AXIS.
@minuggets
Graham's number? Did we forget about that?
@nevokrien95
Pi the circle pi squared over 6 is the chance of two numbers being co prime which is connected to li x
@compphysgeek
so was that number calculated or did the South African guy just need a really big number for his condition and he could have chosen 10^10^10^35 as well or yet a bigger number?
@hakeemcanonio3840
I hope someone could explain about the Rao's / Rayo's and Loader's number. Thank you
@norbeekash2699
Despite the fact that this is already an insanely big number. Graham's number is a lot bigger! In fact this number is insignificant even compared to G1 in Graham's function!
@andrewrmhrdj
What about graham's number?
@Dreaklock
So I guess Graham's Number doesn't count as having served any definite purpose in mathematics?
@audiblemagician6751
Umm.... the number in the background....is that called the cotmen dish number(every prime number in existence in order that way)
@maiki5962
3,400 Zeros... Easy to write. Take the one out of a Googol, then copy and paste that 33 times, then add the one in front of it again.
@amrthabit5240
u can right 8 tilted, just it.
@donglepuss4701
G(TREE(3)) where G1=(TREE(3))(TREE3 up arrows)(TREE(3)) and g2=TREE(3) (g1 up arrows) TREE(3)
@SirCutRy
How about the Monster group?
@igesio
Did they find out where li(x) and pi(x) cross?
@katakana1
E34#3
@lorenzocube214
How big is Rayo's number?
@richtercl98
sry but u r soo quiet in ur videos thats kkinda annoying... but great themes!
@priyansh1210
What about Tree(3)?
@mikecat23