1:04 ad end

So for 3D spherical geometry you could use the two passes of gnomonic projection (the second one with the reverse depth buffer) And maybe the triangles at opposite hemispheres will render nicely.

Is there a GitHub repo for Hyperbolica? I am curious about implementing something similar for GLSL and Touchdesigner

87

Then you have to include the python interpreter code in the text message so that the syntax is defined lol

can't we still add 1 & make it bigger though? largest number is largest number right?

Summer to winter

5:45 sounds like a Meshuggah breakdown

How did you render those triangles with angles of 0 and "negative" angles?

You actually got it right.

is it normal to get like 2 fps in mspaint?

That's awesome! And editing is nice

This is how sound works.

100 for sure

This is incredible

This is one of those video where you think you are onto something but you actually isn't. The largest possible number is x+1, simple as.

Congrats!

What about FOR(4)

N<∞ → N=n+1

what about dbz’s hyperbolic time chamber

Thanks jontron for the lambda diagrams

omega

That’s numberwang!

Damn, i can’t count past 3 ☹️☹️☹️

Cool video but music very loud

69 is the largest in the meme community

naaah the mandelbrot doing pentagram 💀 1:58

imagine the horror games you could make with this sort of software

Centillion^20

Hey there!, Talk about trio sequence system! Or TSS which grows from multi exponent to passing fast growing ordinal Its sentence is TSS(n) It already passes bukholz in 700! We could spam it and make layers with it

Code: im serious Comments: *90*

fψ(Ωω)(6)

Название на русском, а видео на английском!

Now, I notice that the only reason the far objects seem large is since you stand at a height. What if you stand as close to 0 as possible?

3:54 haha this level of renderer will never be possible in Unity 😂

You should have done any number of letters

i think the binary encoding part has really lost the plot on "easily decipherable" and "has the instructions in the message"

0:47 FIN - SIN - SIP - DIP - DIM - AIM - ARM - ARE - AGE Boom.

Uhh strange attractors are so beautiful. I used to play with them all the time in vision of chaos program .. you can find them in 3d version also amd many more options..

f(x) = f(x)+1

[0∞{¶09}01Quark]

[Π^01^^2{∞∞}599∞]

4:36 you can see miniships. Inside

ten gazillion is largest number

69 big enough impp

0:49 AID, ADD, AND, ANT, ART, ARE, AGE

Just do 999999999 and duplicate that and duplicate it again and yeah

by hand i got Fin sin sir air aid and ant apt ape age

math.huge()

this is all really neat, it gives me an insight into higher dimensional visuals that i don't really get from other videos. I wouldn't say it makes it intuitive but its a framework that lets me understand things i otherwise couldn't