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#algorithmicart

3 posts2 participants2 posts today
Public
Sideb0ard

August Transmission from Highpoint Lowlife now live - highpointlowlife.com/

1. SKSSS - blend
2. kodiki - EROHA
3. Rian Treanor & Cara Tolmie - My Little Loophole
4. tsrono - toroid resin
5. KUTHI JIN - FUNGO NERO
6. DELI KUVVETI - she sings to a distant daw
7. Tom Hall - kernel panic
8. bagel fanclub - mutant hell fishing
9. Michael Valentine West - clicktime
10. SYNTƏL8 - escape_velocity
11. Frog Pocket - Fir Faas
12. curvy operations - 9
13. Axine M - Rectilinear Monster
14. Donkey Basketball - Remold / misshapen
15. Radio Species - Rhizome

#computermusic#idm#edm
Public
Tariq

A while back I developed a complete-beginner course on creative coding.

It was refined over about 4 years through students who were mostly aged 7-17 and also mature tech-shy students too.

Designed for first-time coders, the projects are intentionally small, encourage play, and don't need anything installed - it all works on the web!

check it out!

bite-size lessons:
sites.google.com/view/creative

playlist:
youtube.com/watch?v=VpIFZ0xcJW

GIF
design emerging from an l-system - looks like a coloured dragon curve
#creativecoding#generative#algorithmicart
Public
Dani Laura (they/she/he)

These artworks are based on a generalization of Lucas sequences for complex numbers, defined as:
Z(0) = 1
Z(1) = 1 or i
Z(n) = shrink( e^(iθ)·Z(n-1) + Z(n-2) )

Where shrink() is a function which decreases a complex number into the two-unit square or the unit circle centered at the origin. In these works I use three different versions, based on taking out the integer part of the real and imaginary parts (or the integer part minus 1), or of the modulus of the number in polar form.

Figure 1 depicts the 128 values walk using θ = π/5 and Z(1) = i, and the shrinking function which takes out the integer part of the real and imaginary parts.

In the three artworks that follow, the lines connecting successive values toggle between being drawn or not. See the alt text for more information related to the artworks.
#mathart #math #algorithmicArt #AbstractArt

A chaotic zigzag line, starting at z=i (top middle), initial colour is red and then follows the hue circle.
"Dreadful Subconscious". Here θ = 1 radian, Z(1) = i, and the shrinking function makes the two-unit square similar to the surface of a torus. Chaotic straight lines drawn on top of each other of successive colours black, purple, and orange over white background.
"Not your gender". Here θ = π/17, Z(1) = 1. Chaotic straight lines of many colours drawn on top of each other, usually they do not change quadrants, so four distinct colourful "squares" can be seen.
"You have been warned". Here θ = π/5, Z(1) = 1. Similar pattern of previous artwork, but here each quadrant has roughly the same proportion of colours. Lines are in colours cream, black and reddish over white background.
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