Create sketch_2025_01_13.py

2025/sketch_2025_01_13/sketch_2025_01_13.py

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+import py5
+
+margem = 10
+
+
+def setup():
+    py5.size(800, 800) 
+    start_polygons()
+
+def start_polygons(n=7):
+    global poligonos
+    W = py5.width - 2 * margem 
+    poligonos = [
+        ((0, 0), (W, 0), (W, W), (0, W)),
+    ]
+    for _ in range(n):
+        dividir_poligonos()   
+
+def draw():
+    py5.background(0)
+    py5.color_mode(py5.HSB)
+    py5.translate(margem, margem)
+    for shp in poligonos:
+        xc, yc = centroide(shp)
+        x0, y0 = shp[0]
+        w, h = py5.width, py5.height
+        d = py5.dist(xc, yc, x0, y0)
+        c = py5.color(0 + (yc * 2) % 128,
+                      255 - d,
+                      192 + xc % 64,
+                      )        
+        py5.fill(c)
+        py5.stroke(0)
+        py5.stroke_weight(1.5)
+        py5.begin_shape()
+        py5.vertices(shp)
+        py5.end_shape(py5.CLOSE)
+
+def dividir_quad(q):
+    d1 = py5.dist(*q[0], *q[2])
+    d2 = py5.dist(*q[1], *q[3])
+    if d1 < d2: 
+        return q[:3], q[2:] + q[:1]
+    else:
+        return q[1:4], q[3:] + q[:2]
+
+def dividir_tri(t):
+    b, c, a = t
+    ab = centroide((a, b))
+    bc = centroide((b, c))
+    ca = centroide((c, a))
+    ta, tb = dividir_quad((ca, ab, bc, c))
+    return (
+        (ab, bc, b),
+        (ab, a, ca),
+        ta, tb,
+        )
+
+def centroide(s):
+    xs, ys = zip(*s)
+    return (sum(xs) / len(xs),
+            sum(ys) / len(ys))
+
+def key_pressed():
+    if py5.key == ' ':
+        py5.save_frame('out.png')
+
+def dividir_poligonos():
+    novos_poligonos = []
+    for i, p in enumerate(poligonos):
+        if i % 2 == 0:
+            novos_poligonos.extend(dividir(p))
+        else:
+            novos_poligonos.append(p)
+    poligonos[:] = novos_poligonos
+
+
+def dividir(p):
+    if len(p) == 4:
+        return dividir_quad(p)
+    else:
+        return dividir_tri(p)
+
+py5.run_sketch()
+