#tootprocessing — Public Fediverse posts

sketch_2023_03_31 #Processing #Python #py5 #トゥートProcessing #TootProcessing #generativeArt #creativeCoding

import py5

margin = 60

def setup():
py5.size(800, 800)
py5.no_loop()

def draw():
py5.background(0)
grid(margin, margin, py5.width - margin * 2)

def grid(xo, yo, largura_total, n=3):
w = largura_total / n
color_step = 255 / n
for j in range(n):
x = xo + w * j
for i in range(n):
y = yo + w * i
py5.fill(i * color_step, # red
j * color_step, # green
255 - i * color_step) # blue
if w > 10 and py5.random(9) > 5:
grid(x, y, w)
else:
py5.circle(x + w / 2, y + w / 2, w * 0.98)

def key_pressed():
py5.save_frame('###.png')
redraw()

py5.run_sketch()

"""
sketch_2022_01_17 #genuary #genuary17 #Python #Processing

Code for #py5 (py5coding.org) imported mode

Recursive grid - I'm always grateful for Takao Shunsuke's inspiration.

#トゥートProcessing #TootProcessing
"""

def setup():
size(1024, 1024)
no_loop()

def draw():
background(0)
grid(0, 0, width, 4)
save_frame('###.png')

def grid(grid_x, grid_y, grid_size, n):
cell_size = grid_size / n
for i in range(n):
x = grid_x + i * cell_size
for j in range(n):
y = grid_y + j * cell_size
if cell_size < 20:
fill(x % 255, 200, y % 255)
circle(x + cell_size / 2,
y + cell_size / 2,
cell_size)
elif n == 1:
fill(0, 0, 200)
square(x, y, cell_size)
else:
next_n = int(random(1, 5))
grid(x, y, cell_size, next_n)

def key_pressed():
redraw()

# Um exemplo de como exportar um sketch no #py5 (#Processing + #Python) em alta resolução:
# Usando py5 (https://py5coding.org) com "imported mode", via plugin no Thonny IDE https://github.com/tabreturn/thonny-py5mode

def setup():
size(512, 512)

# Prepare to record a high-res output
scale_factor = 4
out = create_graphics(width * scale_factor, height * scale_factor)
begin_record(out)
out.scale(scale_factor) # Needs to be after begin_record()

# Your drawing goes here!
background(0)
rect_mode(CENTER) # Don't forget to put mode changes
color_mode(HSB) # inside the recorded part!
no_stroke()
for i in range(16, 256, 16):
fill(i, 200, 200,)
rect(i * 2, i * 2, 32, 32)
fill((i + 128) % 256, 200, 200,)
ellipse(i * 2, i * 2, 16, 16)

# End recording and save
end_record()
out.save('output.png')

#トゥートProcessing #TootProcessing
# Errata da descrição da imagem: quadradao -> quadrado; outpur.png -> output.png