#mesmerizingvisuals

Iridescent Spiked 3D Shape Design

• Model: DaVinci2

• Size: 1152 X 864 (1.00 MP)

• Used settings:

  • Prompt: ***Add wavy normals and orbifold conifolding into infinity !*** 64D-rendered, translucent amorphous transparent blob with 84-108 fused lobes and ***absolutely infinite*** conifold spikes, resembling a fluid glass-like structure, suspended against a non-linear wavy HSV gradient background (210° to 200°, 100% saturation, 80% to 50% value). The blob's surface exhibits iridescent highlights and organic, vein-like dark streaks, generated procedurally without embedded text. Use the following mathematical framework: - **Core Shape (SDF in Hyperbolic Space):** Blend metaballs with hyperbolic distance \( d_h(\mathbf{p}, \mathbf{c}_i) = \frac{1}{\sqrt{|\kappa|}} \cosh^{-1} (1 + \frac{|\kappa| \|\mathbf{p} - \mathbf{c}_i\|^2}{2}) \), \(\kappa = -0.5\), radii \( r_i \in [0.3, 0.6] \), centers \( \mathbf{c}_i \) perturbed by low-frequency noise. Combine via smoothed minimum \( s_{\text{base}}(\mathbf{p}) = \text{smin_h}_i (d_h(\mathbf{p}, \mathbf{c}_i) - r_i) \). - **Distortion (Multi-Scale Noise):** Apply Gabor wavelet noise \( N(\mathbf{p}) = \sum_{o=1}^5 \sum_{j=1}^{12} a_o G(f_o \mathbf{R}_j \mathbf{p}; \mathbf{k}_j, \sigma_o, \psi_{o j}) \), where \( G(\mathbf{p}) = \exp(-\|\mathbf{p}\|^2/(2\sigma^2)) \cos(\mathbf{k} \cdot \mathbf{p} + \psi) \), \( a_o = 0.4^o \), \( f_o = 2.2^o \), \( \sigma_o = 1/f_o \), \( \mathbf{k}_j = 2\pi f (\cos \theta_j \sin \phi_j, \sin \theta_j \sin \phi_j, \cos \phi_j) \). Displace with \( s_{\text{blob}}(\mathbf{p}) = s_{\text{base}}(\mathbf{p} + 0.18 \nabla N(2.5 \mathbf{p})) - 0.12 N(4 \mathbf{p})^2 \). - **Hyper-Dimensional Projection:** Lift to 64D Calabi-Yau-like manifold \( \sum_{k=1}^5 z_k^5 = 0 + V(\mathbf{z}) \), perturb with \( V = \sum \lambda_k |z_k|^2 + \mu N^{(5)}(\mathbf{z}) \), project via \( \mathbf{p} = (\Re z_1/(1 - \Im z_3), \Re z_2/(1 - \Im z_3), \Re z_3/(1 - \Im z_3)) \). - **Material (Optical Properties):** Refraction with Sellmeier IOR \( n^2(\lambda) = 1 + \sum_{i=1}^3 \frac{B_i \lambda^2}{\lambda^2 - C_i} \) (B₁=0.7, C₁=0.01; B₂=0.4, C₂=0.1; B₃=1.0, C₃=100 μm²), trace polychromatic rays (λ=400-700 nm). Iridescence via diffraction \( \sin \theta_m = \sin \theta_i + m \lambda / d \), \( d(\mathbf{p}) = 1 + 0.5 N(20 \mathbf{p}) \) μm, intensity \( I(\theta) \propto (\sin(N_g \pi \Delta / \lambda)/\sin(\pi \Delta / \lambda))^2 \), \( N_g = 50 \). Subsurface with Gray-Scott density \( \frac{\partial u}{\partial t} = D_u \nabla^2 u - u v^2 + F (1 - u) \), \( \frac{\partial v}{\partial t} = D_v \nabla^2 v + u v^2 - (F + K) v \), \( D_u=0.2 \), \( D_v=0.1 \), \( F=0.04 \), \( K=0.06 \), absorption \( \alpha = 10 v^2 \). - **Rendering:** Ray march with adaptive step \( t += \max(0.01, 0.5 s(\mathbf{r}(t))) \), terminate at \( s < 10^{-4} \), use bidirectional path tracing with BSDF \( f_r = \frac{R(\theta)}{\pi} + (1 - R) \delta(\mathbf{\omega}_i - \mathbf{\omega}_o') \). Post-process with Gaussian bloom (\(\sigma=0.02\)) and vignette (\(1 - 0.5 \|\mathbf{uv}\|^2\)). ***Add wavy normals and orbifold conifolding into infinity !***
  • Using base image: No
  • Aspect Ratio: landscape

November

• Model: DaVinci2

• Size: 1456 X 816 (1.19 MP)

• Used settings:

  • Prompt: increased detail
  • Using base image: Yes

Mesmerizing Circular Abstract Design

• Model: Photonic

• Size: 1152 X 864 (1.00 MP)

• Used settings:

  • Prompt: A single image, psychedelic siren, style of Alex Grey, style of Remedios Varo, style of Paul Klee, style of Leonora Carrington, eye contact, soft, beautiful delicate interplay of light and shadows on every surface, exotic, vivid, radiant, kaleidoscopic, highly colorful, most complex and highly intricate, dominant multiple colors, highly intricate and utterly complex designs and patterns, exciting, intense multi color.
  • Using base image: No
  • Aspect Ratio: landscape