FRHD Chat Thread

If it’s a regular fractal then no as it descends into infinity. However there is probably a way to approximately figure it out through mabbe a geometrical limiting sum

 

Fractals like the serpinski carpet and others have zero surface area and an infinite perimeter as they extend out to infinity, approximating any earlier will just give some stupidly small result

 

wouldnt the area be infinity how tf would it be zero if both sides are positive? You could easily approximate the sa with a limiting sum if you knew the dimensions of the original statistical character.

 

Pretty sure were talking about completely different things because i'm sure that what I mentioned has zero surface area and infinite perimeter at an infinite amount of iterations

 

Don’t even worry the formula for calculating the area is way past my knowledge of maths and I still don’t understand how it can even have an area of zero if it’s properties are all positive

Dw I’m retarded I just understood what that carpet bs was

That was the worst possible fractal example you could have given why not just go with a snowflake

To answer you fractals have a finite sa and an infinite perimeter

 

Yeah I understand absolutely none of the maths behind it

 

dat moment

 

i hope you’re joking

about the remix part lol

i know how easy it is to steal, i’ve had to steal my own old codes because there’s no code option for creators because this site sucks

 

watch your language please

 

F-O-X sup

 

Yeah I was joking about the remix part (pssst got alot of tracks and just changed it a little bit). Its actually really sad. Iv had people steal tons of my tracks and just upload them exactally the same.

 

When I do it, its not for likes or plays or anything. It’s just for fun.

 

Don't want to do math homework so im here. Hi guyz whats poppppin?

 

do your math homework it's good for your health

 

You can't make me, mom!!!!!!!

 

i'll take away the xbox if u don't do your homework right now

 

goddammit fine

 

Just got unbanned. Hi Stig

 

Welcome back, Phase! We all missed you!