@bytenesh: Each coordinate of a closed outline has its own real Fourier series: x(t) = ∑ (aₖ cos kt + bₖ sin kt), and the same for y. A cosine and sine of frequency k make one arm of length √(aₖ² + bₖ²) turning k times per lap. One chain sets x, one sets y, and the pen sits where their guides cross. With N harmonics per axis the knight is off by 30.2 % of its height at N = 1, 0.70 % at N = 50. At N = 1 both coordinates are pure sinusoids: an ellipse. #codinglife #pyhton #bytenesh #vscode #coding

Minki the Avali :

everything is sine waves

Grace :

it looks like Fourier series. but again, Fourier series don't loop? what could be this?

itera :

love it 😁

Built for BBQ :

Given enough time, anything is possible.

1M :

how its possible

CatsareEntropy :

Well basically everything is a circle or sphere with a function applied

spyman :

Accuracy 99%

jla765 :

Now add a dimension...

penguinosalamino67 :

Todo en el mundo es matemática quien lo diria

Tahmkench :

Uh, this is amazing

shina erion :

Robert C :

Cómo iniciar una serie de fourier para una imagen bidimensional?

Edison Bendita :

que cosaaaaaa

انميشن ali.alhaet :

جمناي

Un Ranndom :

wdf osea eso puede servir para hacer contornos para corte láser de un santiamén imagina que a una IA se le entrene hacer esas funciones que pasen por los contornos de una imagen 🤯

frankcamilojimenezl :

todo es matemáticas en el cosmos.

Ale Linares :

Eita !!

Quatorze mars :

من هنا اشتهرت 50 هرتز في الكهرباء المنازل

ปวดหลัง :

Grace :

Apparemment ça ressemble à la transformation de Fourier !

つちのこ :

やっぱ圧縮率高いのかな？

xX-COLA_76-Xx :

n'importe quoi

minhtran98989 :

Từ hình ảnh chuyển thành toán học, ko hiểu trong đầu các nhà toán học là gì nữa

Bill Tricks :

Can you increase N further. I want to see hairs on that horse

Google Evolution :

🥰🥰🥰