Search found 6 matches

by josewong
Fri Aug 29, 2014 1:40 am UTC
Forum: Books
Topic: I need a book recommendation (Renamed : Recom'd me a book)
Replies: 340
Views: 213376

Re: I need a book recommendation (Renamed : Recom'd me a boo

The Hobbit Book
The Prequel To The Lord Of The Trilogy Of Books
by josewong
Thu Aug 28, 2014 3:38 am UTC
Forum: Books
Topic: Books you never finished
Replies: 280
Views: 170188

Re: Books you never finished

The Lord Of The Rings: The Return Of The King
One Of Three Books In The Best Trilogy Ever
by josewong
Wed Aug 27, 2014 10:41 pm UTC
Forum: Forum Games
Topic: Your number is, in fact, not bigger!
Replies: 1240
Views: 155834

Re: My number is, in fact, bigger!

This is Why Vytron Can't Surpass The Fast Growing Heirarchy Let's take the Ladder metaphor one step further so I can better explain the notion that no matter how fast we ascend we are still merely going toward infinity a step at a time. Let's say that Vytron has decided to ascend the steps to heaven...
by josewong
Sat Aug 23, 2014 10:23 pm UTC
Forum: Forum Games
Topic: My rational number is a better approximation of π!
Replies: 30
Views: 4608

Re: My rational number is a better approximation of π!

Round(𝜋,E100{{{#,#+1,1,2},#+1,1,2},#+1,1,2}100)
Where E100{{{#,#+1,1,2},#+1,1,2},#+1,1,2}100 Is defined in Extended Cascading E Notation
by josewong
Fri Aug 22, 2014 12:26 am UTC
Forum: Forum Games
Topic: Your number is, in fact, not bigger!
Replies: 1240
Views: 155834

Re: My number is, in fact, bigger!

the 2 largest numbers in Hyper Extended Cascading-E Notation are Ludicriss and Grand Ludicriss as shown below ludicriss = E100{{{ ... {{{#,#+1,1,2},#+1,1,2},#+1,1,2} ... },#+1,1,2},#+1,1,2}100 w/100 applications of ' ,#+1,1,2} ' to # grand ludicriss = E100{{{ ... {{{#,#+1,1,2},#+1,1,2},#+1,1,2} ... ...
by josewong
Sun Aug 17, 2014 8:11 pm UTC
Forum: Forum Games
Topic: Your number is, in fact, not bigger!
Replies: 1240
Views: 155834

Re: My number is, in fact, bigger!

I am making a new number using my new function
The super ackermann number
The super ackermann number is the the ackermann number n repeated ackermann number n times
please estimate growth ordinal

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