I went into the RECENT TAB with a custom Bingo Board! ➤ GD News Center: / discord ➤ Twitter: / vortroxx ➤ Merch: crowdmade.com/collections/vor... Bingo Board designed by Blitzer: @BlitzPXL Fitzgerald is better than Clubstep monster
7:05 "bewn poum gawk gowk gawk gowk berere peuk" 💀 1:58 vortrox moaning caught in 4k😳 6:49 totally best drop in the world 3:50 vortrox scream cutted out
Explanation for the tower clicks:See 4*4*4*4 is 256 But there is all 4s 4 times (all “x”s “y” times) = x^y (4^4)=(256) But if we do “3^3^3” it should be 243 But with 3^2^4 we start with 2^4 (16) and do 3^16 even adding3^3^3^3 (around a picoducentinanillion (10^3.6 trillion) and doing 10^10^10^10 we get functions f1 f2 f3 f1 is multiply (*) f2 repeats f(2-1) (*) and f2 is ^ (1 ^) so f3 repeates ^ so 3 from f3 -1 =2 ^ 2 so 2{70}2^64 is 2 ^(70 times)2^64
the level at 2:39 uses knuth's up arrow notation, but a string of n arrows is written as {n}. a{n}b means a{n-1}a{n-1}a{n-1}a{n-1}...a with b copies of a and a{1}b is just a^b. 2{2}5 = 2^2^2^2^2 = a number with approximately 19k digits. now imagine how much this would grow with 70 arrows, which splits up into copies of strings of 69 arrows, which then split into 68 arrows etc.
Fitzgerald is a part of the clubstep monater family. This is how: Clupsteppina and Monstunium had a great live. And than Fitzgerald was born. But they noticed something, something weird. Fitzgerald had a mutation! And than the mutation spread. From generation to generation. And the Fitzgerald type of clubstep monster was born.
THE RECENT TAB. THE PLACE FILLED WITH UNEXPECTED CHALLENGES, AND HORRORS BEYOND IMAGINATION. But today, I made this bingo board to play with, so anytime I see anything from the bingo board from a recent tab level, we get a mark. Five marks in a row and we get a bingo.
The numbers in 2:40 means n{n}n means n^(n number of ^) and the other side is n number of copies of that last up arrow so 2{70}2^64 is 2^(70 times) and 2^64 copies also we will compare it to other numbers like 2^^5 = 2^2^16 and 2^^6 = bigger then a googolplex (10^10^100) now we use triple ^'s and 2^^^2 = 2^^2=4 2^^^3 = 2^16 now well will use 3^^^^3 or G1 to get to G2 you need G1 up arrows
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