Math-Based Shape

Prompt

Create an ultra-complex dynamic mathematical visualization generated entirely from equations, harmonic oscillators, Fourier series, nested trigonometric functions, polar coordinate distortions, fractal modulation, complex numbers, and nonlinear phase interactions. The shape should continuously evolve without repeating, producing intricate alien-like geometric structures. Add neon rainbow color cycling, volumetric glow, bloom effects, motion trails, particle emissions, curvature-based line thickness, and smooth fluid animation. Use thousands of sample points and multiple frequency layers. The visualization should resemble a living fusion of sacred geometry, plasma physics, strange attractors, Fourier flowers, and higher-dimensional topology. The result should be mesmerizing, hypnotic, mathematically elegant, visually dense, and GPU-accelerated. Render on a black background with cinematic contrast, vibrant glowing colors, long persistence trails, and continuous transformation that never settles into a fixed form. For maximum difficulty, append: Use recursive complex-plane transformations, chaotic attractors, quaternion-inspired rotations, multifractal perturbations, and at least 50 interacting harmonic equations. Prioritize visual complexity, emergent symmetry, and continuous morphogenesis over computational efficiency. Generate the most beautiful mathematical object possible

A system prompt was added to support web rendering