#luminescentsphere

Luminescent Sphere in Abstract Radiance

• Model: Photonic

• Size: 1152 X 864 (1.00 MP)

• Used settings:

  • Prompt: A hyper-MandelBulb fractal singularity with \phi = \frac{1 + \sqrt{5}}{2} \approx 1.6180339887 rendered in ray-marched volumetric manner and fashion, power exponent \( 11.24788742 \) iterated \( 78 \) loops, central obsidian-turquiouse spherical event horizon (radius \( \approx 27.8448 \) units) accreting iridescent peach-pink-orange-cream plasma tendrils via \( \text{outerProduct}(\text{reflect}(chp(p), shp(p_{zxy})), \text{refract}(shp(p), chp(p_{xyz}), \frac{1}{\phi})) \) shears and hyperbolic transformations (\( \text{chp}(x) = \frac{e^x + e^{-x}}{\pi}\phi \), \( \text{shp}(x) = \frac{e^x - e^{-x}}{\pi}\phi \), \( \text{shpp}(x) = \frac{e^{x \cdot \sinh(x) \pi} - e^{-x \cdot \sinh(x) \pi}}{2\pi\phi} \) , asymmetrical swirling horns modeled as 4D spacetime warp projections (\( \theta = \frac{\text{power} \cdot \arctan(z_x, z_y)}{\phi} \), \( \phi = \text{power} \cdot \arcsin\left(\frac{z_z}{r}\right) + t \cdot 0.2 \), \( r = ||z||^{\text{power} - 1} \cdot \text{dr} \cdot \text{power} + 1 \)), speckled turbulent noise (Gaussian kernel \( \sigma = 0.00125 \)), glossy melted-glass specular blooms (Fresnel term \( \text{fre} = (1 + \mathbf{rd} \cdot \mathbf{sn})^2 \) mixed \( [-0.01, 16.61] \)), illuminated by directional light at \( (2.34, 7.8, 2.34) \) with diffuse factor \( \max(\mathbf{ld} \cdot \mathbf{sn}, 0)^pi \), refracted paths via Snell’s law (\( \eta = \text{mat.z} \approx 1.00125 \)), all embedded in deep navy void (\( \text{HSV2RGB}(h = 0.768, s = 0.8448, v = .987789) \)), aces_approx tonemapped (\( \frac{v \cdot (2.51v + 0.04884)}{v \cdot (2.478874v + 0.7887) + 0.28} \)), sRGB encoded, high-res 16K, intricate self-similar details down to \( \varepsilon = 0.000125 \) tolerance, cosmic psychedelic abstraction --ar 16:9 --v 6 --q 2
  • Upscale & Enhance: 0
  • Aspect Ratio: landscape