Message from @8_Fusion_8

Discord ID: 682181490653528084


2020-02-26 11:02:51 UTC  

so you mean hes bsing with the use of the word non sequitur?

2020-02-26 11:02:56 UTC  

or the whole subject overall?

2020-02-26 11:03:02 UTC  

@8_Fusion_8
Non sequitur definition is - an inference that does not follow from the premises

2020-02-26 11:03:11 UTC  

I litterally just said what i meant

2020-02-26 11:03:19 UTC  

Then you ask me what do you mean

2020-02-26 11:03:20 UTC  

Bro I don't even know what that means haha

2020-02-26 11:03:26 UTC  

How hard is it to follow a convo

2020-02-26 11:03:27 UTC  

But thankyou for trying to describe it for me

2020-02-26 11:03:36 UTC  

i cant

2020-02-26 11:03:37 UTC  

my brain

2020-02-26 11:03:53 UTC  

@Σ5 please destroy this idiot for us!

2020-02-26 11:04:08 UTC  

Says the person who can barely read lol

2020-02-26 11:04:29 UTC  

bra im out of school, enrish is my first language, so jokes on u

2020-02-26 11:04:31 UTC  

m8

2020-02-26 11:05:01 UTC  

torus is also 2d

2020-02-26 11:05:20 UTC  

the flat torus can only exist in 4d space tho

2020-02-26 11:05:26 UTC  

Ok buddy

2020-02-26 11:05:31 UTC  

I totally believe that

2020-02-26 11:05:38 UTC  

whoa

2020-02-26 11:05:41 UTC  

was that backchat?

2020-02-26 11:08:41 UTC  

the flat torus is a geometric object thats similar to the space in asteroids or packman

2020-02-26 11:09:35 UTC  

Loops back to itself

2020-02-26 11:09:55 UTC  

you can imbed it in 2d space but it woult be continious

2020-02-26 11:10:06 UTC  

you cant imbed it in 3d space either

2020-02-26 11:10:13 UTC  

it has to be imbeded in 4d space

2020-02-26 11:10:18 UTC  

dosnt mean its a 4d object

2020-02-26 11:10:37 UTC  

Ok buddy

2020-02-26 11:12:39 UTC  

the geometric sphere is similar but it has a positive Principal curvature

2020-02-26 11:12:50 UTC  

the flat torus has 0 corvature

2020-02-26 11:13:30 UTC  

Ok

2020-02-26 11:13:52 UTC  

klein bottle is similar to torus

2020-02-26 11:14:00 UTC  

How many times u gonna say Ok Buddy?

2020-02-26 11:14:06 UTC  

if you dont care about curvature then the torus can be imbeded in 3d space

2020-02-26 11:14:37 UTC  

a klein bottle requres 4d space reguardless of curvature

2020-02-26 11:14:43 UTC  

Can you like, give legend some actual evidence to prove his theory wrong?

2020-02-26 11:14:58 UTC  

Instead of the, ur wrong

2020-02-26 11:14:59 UTC  

prove what wrong

2020-02-26 11:15:09 UTC  

Well he has given nothing to prove it right

2020-02-26 11:15:09 UTC  

So why would i

2020-02-26 11:15:25 UTC  

because im talking about topological dimentionality