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The Geometry of Perspective.

106,018 次观看 • 1 个月前 •via X (Twitter)

26 条评论

山人有妙招 的头像
山人有妙招1 个月前

Perspective is basically reality saying: ‘Please look at me from the correct angle.’

☷ Lombard Web (Thibaut LOMBARD) 的头像
☷ Lombard Web (Thibaut LOMBARD)1 个月前

It's lacking of "pittoresque".. ;)

George V 的头像
George V1 个月前

Now add frequency interference and watch another show related to symatics

The Math Flow 的头像
The Math Flow1 个月前

Can you elaborate on it a little more, how does it work?

Stevo Changa 的头像
Stevo Changa1 个月前

So beautiful 🤩

The Math Flow 的头像
The Math Flow1 个月前

It has to be.👌

Space Walker 的头像
Space Walker1 个月前

This is awesome Can you do this with a pentagram??

The Math Flow 的头像
The Math Flow1 个月前

I will try to implement that.

Space Walker 的头像
Space Walker1 个月前

Thank you so much You are doing great work by the way

Kevin Fröba 的头像
Kevin Fröba1 个月前

That‘s why I make motion like this calculatable :) Nice one thx 🙌🏻🚀

The Math Flow 的头像
The Math Flow1 个月前

Hope you like it. :)

Mark Proffitt 的头像
Mark Proffitt1 个月前

A more complicated version of

Han i 的头像
Han i1 个月前

세상은 보는 각도에 따라 전혀다르게 보여

Teuku Muhammad Firdaus 的头像
Teuku Muhammad Firdaus1 个月前

Its so mind blowing and make me amaze

Robbie Be42 的头像
Robbie Be421 个月前

It’s beautiful ❤️😊

Sammy El 的头像
Sammy El1 个月前

Now do it in 4D and blend those curves together.

David Cancelleri 的头像
David Cancelleri1 个月前

✅

David Conner 的头像
David Conner1 个月前

That’s isometric…

L2来鸿 | L2 Messenger 的头像
L2来鸿 | L2 Messenger1 个月前

what is app?tkx

Make 24 的头像
Make 241 个月前

This is projective geometry in action — parallel lines only appear to meet at a vanishing point because we're mapping 3D space onto a 2D plane through a single focal point.

RehanRC 的头像
RehanRC1 个月前

Oh great, my eyes exploded again.

Dhruva Kaul 的头像
Dhruva Kaul1 个月前

This is mesmerisingly beautiful! I want to see this for many more shapes please 🙏

Steve Piggott 的头像
Steve Piggott1 个月前

Can you do ones that form new dimensions from scaling? Like the shapes unfolding into higher order complexity from different perspectives via growth along each dimensional plane?

Boxen Push 的头像
Boxen Push1 个月前

So a circle could be a ellipse. But what is the path really do the object itself consider it to be

Max Lee 的头像
Max Lee1 个月前

If you really understand it, please break it down for me lol in words. It's easy to abstract an image and say this is what things look like, it's hard to put into words.

Omnist 的头像
Omnist1 个月前

😖

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