The Golden Mean, also known as the Golden Ratio, is a mathematical concept that has fascinated philosophers, artists, and scientists for centuries. It is an irrational number approximately equal to 1.61803398875, often represented by the Greek letter phi (φ).
draw()‑loop to requestAnimationFrame with off‑screen canvases.[1;1,1,1,…]) to place points, subtly echoing the infinite nature of the ratio.// Draw a short line segment each frame let x1 = radius * cos(angle); let y1 = radius * sin(angle); let x2 = (radius * scaleFactor) * cos(angle + TWO_PI / phi); let y2 = (radius * scaleFactor) * sin(angle + TWO_PI / phi); line(x1, y1, x2, y2); golden mean v04 by drmolly link
The Golden Mean is a philosophical concept that suggests that virtues are characterized by a mean or middle ground between two extremes: excess and deficiency. Aristotle argued that virtues are not found at the extremes, but rather at the midpoint between excess and deficiency. For example, courage is the mean between cowardice (deficiency) and recklessness (excess). This concept is often represented graphically as a spectrum with the mean in the center: The Golden Mean, also known as the Golden
| | Deficiency | Mean | Excess | | --- | --- | --- | --- | | Courage | (0, 0) | Courage (5, 5) | Recklessness (10, 10) | | Generosity | Stinginess (0, 10) | Generosity (5, 5) | Extravagance (10, 0) | | Honesty | Dishonesty (0, 0) | Honesty (5, 5) | Deceitfulness (10, 10) | Performance Optimisation – The code now runs at