#genuary8 — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #genuary8, aggregated by home.social.
-
Another picture output by this demo. #Genuary #Genuary2025 #Genuary8 #Genuary11 #Genuary12 #Genuary16
-
Another picture output by this demo. #Genuary #Genuary2025 #Genuary8 #Genuary11 #Genuary12 #Genuary16
-
Prompts: Draw one million of something (#Genuary8 --notched squares); Impossible day (#Genuary11 --algorithmic composition feels impossible to me!); Subdivision (#Genuary12); Generative palette (#Genuary16). #Genuary #Genuary2025 Demo with variants here: https://openprocessing.org/sketch/2505147
-
Prompts: Draw one million of something (#Genuary8 --notched squares); Impossible day (#Genuary11 --algorithmic composition feels impossible to me!); Subdivision (#Genuary12); Generative palette (#Genuary16). #Genuary #Genuary2025 Demo with variants here: https://openprocessing.org/sketch/2505147
-
#genuary8 ☯️ draw 1 million [paθs ðat escape ðe z^3/(z + 0.2 + 0.2i) + c fractal] 😳
#FractalFriday #buddhabrot #genuary #fractal #mathart #art #creativecoding #abstract
-
#genuary8 ☯️ draw 1 million [paθs ðat escape ðe z^3/(z + 0.2 + 0.2i) + c fractal] 😳
#FractalFriday #buddhabrot #genuary #fractal #mathart #art #creativecoding #abstract
-
#Genuary8 prompt: Draw one million of something.
Try out my sketch at: https://openprocessing.org/sketch/2504159
I chose to draw one million cubes. I wanted to explore the isometric mode from #Genuary5 a bit more, and used my signature palette with a 3D noise field applied over a cube of 100 x 100 x 100 smaller cubes. You might be wondering why there is so much space around it. Well... 1/2
-
1 MILLION SOMETHINGS: #genuary8 #genuary #ludus: 1,000,000 line segments. Decided on simplicity (7 lines of code!), both because I don't have a lot of time today and because Ludus is so very, very slow that it takes many minutes to do anything that many times. (I'm working on a fast[er] interpreter! But it's not done yet!)
-
And you can do the zoom thing with #NewtonIteration #JuliaSet #Fractal images as well.
-
Exploring the #chaotic behaviour of Newton iteration when finding the roots of:
f(x) = x(x-1)(x+1)
Starting x at different points in the complex plane, #NewtonIteration converges to one of the three roots which determines the colour.
A.k.a #JuliaSet #Fractal#genuary8 #genuary #Genuary2024 #CreativeCoding #Processing #GenArt #GenerativeArt
-
Day 08 – Signed distance functions.
#genuary #genuary2023 #genuary8 #blender #b3d #geometrynodes #generativeart #phenakistiscope #zoetrope #stroboscope #animation
-
Day 08 – Signed distance functions.
#genuary #genuary2023 #genuary8 #blender #b3d #geometrynodes #generativeart #phenakistiscope #zoetrope #stroboscope #animation