Dang, if only I stumbled upon this video two years ago! This channel is a true gem. It's a bummer that you've stopped posting, but man, your energy and passion for math are truly inspiring! I've subscribed in the slim hope you return to RUclips one day.
This evenly spacing points on a disk is something very real when lapping large optical mirrors. There you have a small circular tool that spreads over a large disk by rotation of the disk with a pendulum like moving of the tool. They want a relation between rotation and pendulum frequency with highest irregularity not lapping grooves but an evenly flat surface.
This is a great video which gave me *INSPIRATION* to understand how my *MEMORY WORKS*. - divided by r square : I remember childhood memories the most. And squarely it diminishes. - best accessible memories of today are AGE/PHI ages recursively. Insane , thank you ❤
You really should upload the full unedited version too. If you don't want to bombard the public too much, you could put it up unlisted and then link to it here in the description.
Just commenting so the algorithm picks up this masterpiece
Thank you for bringing me here :))
Thank you
Its working
thank you so much
Dang, if only I stumbled upon this video two years ago! This channel is a true gem. It's a bummer that you've stopped posting, but man, your energy and passion for math are truly inspiring! I've subscribed in the slim hope you return to RUclips one day.
This evenly spacing points on a disk is something very real when lapping large optical mirrors. There you have a small circular tool that spreads over a large disk by rotation of the disk with a pendulum like moving of the tool. They want a relation between rotation and pendulum frequency with highest irregularity not lapping grooves but an evenly flat surface.
This is a great video which gave me *INSPIRATION* to understand how my *MEMORY WORKS*.
- divided by r square : I remember childhood memories the most. And squarely it diminishes.
- best accessible memories of today are AGE/PHI ages recursively.
Insane , thank you ❤
I really dont have time right now, but this made me want to watch the actual stream.
If you can make Time check out Clangers kids TV. Music of the Spheres. 🤕
You really should upload the full unedited version too. If you don't want to bombard the public too much, you could put it up unlisted and then link to it here in the description.
Fire animation and math, mate. Very well presented too.
Are you alright man? This is a brilliant video!
Why did I never find this video when I needed it? Pure gold.
0:04 I haven't noticed that you're using fancier software because this is the first time I'm seeing your videos
Book by Popko, Divided Spheres, takes up other points on a sphere distribution algorithms.
Is there an unedited version? I'd love to watch the 30 minutes you skipped over if you still have it!
I like the shorter format of this one
nice video bro. wish you had more views.
Can you post the unedited versions somewhere? Would be a shame for it to be lost (like the so3 stuff)
Idk y this is in my suggestions, but I love it.
Awesome!
Good Job!
You didn't release video for 2 years. I hope you are in good health!
Correct me if I'm wrong, but it appears that he never answered the question in the title.
very cool
Yet you still cannot "comb" the sphere whatever distribution you use.
This is a cool video
I actually have a need to do this in Blender - is this available anywhere, or at least instructions for doing it in Blender?
ChatGPT 4.0 has been very helpful to me in rendering stuff in blender from complete standstill .
17:16 the code is there on the screen. It's not that much, would only take 5 mins to type up
Do you have the code you wrote for this posted anywhere?
cool
Hey it’s golden gully or whoever
What is this
a