Boris Krumov

Cosmic Goddess in a Surreal Landscape

• Model: ChatGPT 2 (Pro)

• Size: 3812 X 2144 (8.17 MP)

• Used settings:

  • Prompt: Необозримата невъобразимост на въображаемата свръхкрасивност ! Пасивността не е налична лирична нестатична прозаичност.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Illuminated Complexity of Mathematics

• Model: ImagineArt (Pro)

• Size: 2880 X 2160 (6.22 MP)

• Used settings:

  • Prompt: $$\oint_{\Gamma} \left( \nabla^\mu \partial_\mu + \gamma \partial_t \right) \left( \mathbf{T}\mathcal{O}^\nu \wedge^\phi \star \mathcal{O}^\nu \right) d\Omega \wedge \int_{M} \Phi e^{i 2\pi (\mathcal{L}_\chi - \delta)} \star \left( \nabla^\mu \partial_\mu + \gamma \partial_t \right) \left( \mathbf{T}^*\mathcal{C}^\sigma \wedge^\phi \star \mathcal{C}^\sigma \right) d\Sigma$$
  • Using base image: No
  • Aspect Ratio: landscape

Mathematical Functions and Variable Definitions

• Model: ChatGPT 2 (Pro)

• Size: 3312 X 2496 (8.27 MP)

• Used settings:

  • Prompt: $$\boldsymbol{\Sigma}_{\sim} = \oint_{\Gamma} \left[ e^{i \sin(\omega \tau \cdot \mathcal{L}_\chi)} \star\left( \nabla^\mu \partial_\mu \mathbf{T}\mathcal{O}^\nu \otimes \partial^\rho \mathbf{T}^*\mathcal{C}^\sigma \right) \otimes e^{-i \sin(\omega \tau \cdot \mathcal{L}_\chi)} \star\left( \partial^\rho \mathbf{T}^*\mathcal{C}^\sigma \otimes \nabla^\mu \mathbf{T}\mathcal{O}^\nu \right) \right] \wedge \star (d\tau \wedge d\Omega_{\phi})$$
  • Using base image: No
  • Aspect Ratio: landscape

Futuristic Laboratory of Floating Equations

• Model: Grok

• Size: 3200 X 2400 (7.68 MP)

• Used settings:

  • Prompt: $$\boldsymbol{\Sigma}_{\sim} = \oint_{\Gamma} \left[ e^{i \sin(\omega \tau \cdot \mathcal{L}_\chi)} \star\left( \nabla^\mu \partial_\mu \mathbf{T}\mathcal{O}^\nu \otimes \partial^\rho \mathbf{T}^*\mathcal{C}^\sigma \right) \otimes e^{-i \sin(\omega \tau \cdot \mathcal{L}_\chi)} \star\left( \partial^\rho \mathbf{T}^*\mathcal{C}^\sigma \otimes \nabla^\mu \mathbf{T}\mathcal{O}^\nu \right) \right] \wedge \star (d\tau \wedge d\Omega_{\phi})$$
  • Using base image: No
  • Aspect Ratio: landscape

Futuristic Cyborg Face in Vibrant Detail

• Model: Grok

• Size: 3783 X 2128 (8.05 MP)

• Used settings:

  • Prompt: Pure TOPOLOGICAL ANTHROPOMORPHISM, emergent primate-alien visage isosurface born solely from rigorous custom GLSL fractal topology. A symmetrical 3D biomechanical face crystallizing out of volatile mathematical equations, no pareidolia but absolute geometric necessity. Formulated with high-iteration transcendental metrics: power = 11.24788742, loops = 3, tau = (2.0 * pi) * 0.7887, and golden ratio PHI. Hyperbolic space warping driven by custom functions chp(x) = (exp(x)+exp(-x))/pi and shp(x) = (exp(x)-exp(-x))/pi*PHI. Extreme fine micro-detail resolved via pseudo-reflection formula p -= pow(PHI, pi/PHI) * dot(p,z) * z inside the loop. Intricate concentric spirals in the glowing, high-contrast hyper-detailed eyes, sharp metallic nose, and carved jawline blending seamlessly into explosive, symmetrical frozen liquid splashes. Photorealistic raymarching material with complex internal refraction, iridescent rose quartz skin tones, and bright copper-orange bioluminescent organic electrical filaments. Stark contrast against a deep, dark royal blue volumetric studio background. 8k resolution, flawless ray-traced reflections, highly polished glassy and fleshy textures, mathematically perfect balance.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Undulating Form on Deep Blue Background

• Model: Z-Image Turbo

• Size: 1600 X 912 (1.46 MP)

• Used settings:

  • Prompt: DRAW: Use:  #define chp(x) (exp(x)+exp(-x/(pi/PHI)))/pi float eta = .00108/PHI; p = eta*dot(p,z)-chp(1.-eta*eta*(1.-dot(p,z)*dot(p,z))*z ); p -= PHI*dot(p,z)*z;  A technical 3D visualization of a topological manifold defined by non-Euclidean geometry. The structure exhibits a high-pressure longitudinal crushing along the z-axis, resulting in a thin, flattened hyperbolic shell. The surface is composed of thick refractive glass that evolves into exponentially thinning, sharp crystalline spikes on one side only, following an asymmetrical transcendental expansion ratio. The internal lattice follows recursive Phi-ratio ($1.618$) scaling, creating nested cellular voids. Deep blue gradient background, caustic light refractions, heavy material weight. No text, no symbols, no numbers, no laboratory background, no human elements.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Futuristic Geometric Sphere with Data Visuals

• Model: (Mode 20)

• Size: 3808 X 2160 (8.23 MP)

• Used settings:

  • Prompt: DRAW: Use:  #define chp(x) (exp(x)+exp(-x/(pi/PHI)))/pi float eta = .00108/PHI; p = eta*dot(p,z)-chp(1.-eta*eta*(1.-dot(p,z)*dot(p,z))*z ); p -= PHI*dot(p,z)*z;  A technical 3D visualization of a topological manifold defined by non-Euclidean geometry. The structure exhibits a high-pressure longitudinal crushing along the z-axis, resulting in a thin, flattened hyperbolic shell. The surface is composed of thick refractive glass that evolves into exponentially thinning, sharp crystalline spikes on one side only, following an asymmetrical transcendental expansion ratio. The internal lattice follows recursive Phi-ratio ($1.618$) scaling, creating nested cellular voids. Deep blue gradient background, caustic light refractions, heavy material weight. No text, no symbols, no numbers, no laboratory background, no human elements.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Futuristic 3D Sea Urchin Abstract Design

• Model: Grok

• Size: 3783 X 2128 (8.05 MP)

• Used settings:

  • Prompt: A technical 3D visualization of a topological manifold defined by non-Euclidean geometry. The structure exhibits a high-pressure longitudinal crushing along the z-axis, resulting in a thin, flattened hyperbolic shell. The surface is composed of thick refractive glass that evolves into exponentially thinning, sharp crystalline spikes on one side only, following an asymmetrical transcendental expansion ratio. The internal lattice follows recursive Phi-ratio ($1.618$) scaling, creating nested cellular voids. Deep blue gradient background, caustic light refractions, heavy material weight. No text, no symbols, no numbers, no laboratory background, no human elements.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Surrealist 3D Horn of Plenty Design

• Model: (Mode 20)

• Size: 3840 X 2160 (8.29 MP)

• Used settings:

  • Prompt: A Klein-Bottle-like Cornucopia of sorts.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Harvest Abundance in a Rustic Workshop

• Model: Grok

• Size: 3783 X 2128 (8.05 MP)

• Used settings:

  • Prompt: A Klein-Bottle-like Cornucopia of sorts.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Cosmic Crystal Sphere of Fiery Energy

• Model: Z-Image Turbo

• Size: 3808 X 2176 (8.29 MP)

• Used settings:

  • Prompt: Create a highly detailed, cinematic 3D render of a stable chiral skyrmion as a luminous topological soliton floating in deep electric blue void space. The soliton is a spherical crystalline structure with jagged, organic outer lobes made of translucent iridescent blue crystal that subtly refracts light like liquid diamond. At the center is a glowing pink-orange quark condensate core with intricate swirling fractal patterns and small bright red-orange sparks representing the chiral condensate and explicit symmetry breaking. Surrounding the core are multiple smooth, concentric toroidal blue rings spiraling inward like layered pion cloud shells, exhibiting gentle breathing pulsation and subtle interference patterns. These rings embody the Hopf fibration topology: every point on the projected 2-sphere has a linked S¹ fiber preimage, visualized as interlocked, non-trivial linked circles filling the 3-sphere in a continuous map h: S³ → S² with Hopf invariant 1. The entire structure follows the hedgehog ansatz of the Skyrme model: the chiral field U(x) = exp(i π·τ / f_π) with radial profile function F(r) satisfying F(0) = π and F(∞) = 0, stabilized by the quartic Skyrme term that prevents collapse per the Hobart-Derrick theorem. Topological baryon number B=1 protects the soliton from unwinding. Dynamic high-angular-momentum rotation causes gentle shearing and toroidal twisting of the rings and lobes, with faint green-white axial current laser beams (representing ∂^μ A_μ^a ≈ f_π m_π² π^a from PCAC) slicing through the throat as probing light rays, illuminating the linked Hopf fibers without destroying the structure. Ultra-realistic refraction, caustics, volumetric light scattering, subtle quantum foam grain in the rings, soft iridescent pink-blue color shifts, cinematic depth of field, sharp focus on the central core and rings, ethereal glowing atmosphere, masterpiece, 8k, photorealistic with mathematical precision.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Ethereal Fractal Symphony in Blue Tones

• Model: Grok

• Size: 3783 X 2128 (8.05 MP)

• Used settings:

  • Prompt: "Generate a highly detailed mathematical generative art image based precisely on this GLSL shader math: #define pi 3.1415926535897932384626433832795 #define tau (2.*pi) #define PHI (sqrt(5.0)*0.5 + 0.5) #define chp(x) (exp(x)+exp(-x))/pi #define shp(x) (exp(x)-exp(-x))/pi #define l(x) smoothstep(0., ((exp(shp(pow((pow(x.x,tau/PHI)+pow(x.y,tau/PHI)+pow(x.z,tau/PHI)),pow(pow(PHI,PHI)/length(x),0.1/(PHI/tau)))*PHI/length(x)))+exp(-shp(pow((pow(x.x,tau/PHI)+pow(x.y,tau/PHI)+pow(x.z,tau/PHI)),pow(pow(PHI,PHI)/length(x),0.1/(PHI/tau)))*PHI/length(x))))/pi), chp(x)) Mandelbulb core with POWER=11.24788742, LOOPS=3, z = chp(p)*p - p, dr tracking, theta = theta * power/PHI, phi = phi * power/PHI, z = r * (vec3(tan(shp(sin(theta)*sin(phi)))*PHI, chp(cos(theta)*sin(phi)), cos(phi))) + p with reflection folding p = reflect(p,normalize(z)), final distance estimator 0.75 * log(r) * r / dr. Full raymarched scene with df(p) = shp(mandelBulb(p/z1)*z1), multiple bounces up to 8, refraction with index ~1.05, beer absorption, Fresnel, diffuse lighting. Output as perfectly symmetrical deep blue cyan glowing organic creature-mask hybrid on gradient background from dark navy center to lighter ethereal blue. Bulbous fractal forms with soft glowing ridges from exp(±shp(...)), pinched superellipsoid shapes from tau/PHI powers and radial modulation pow(PHI^PHI / length(x), 0.1/(PHI/tau)), harmonious golden ratio proportions, organic fleshy smoothstep transitions, high contrast luminous edges, volumetric depth with faint internal refractions, stylized alien face or butterfly mask appearance with glowing eye-like highlights and flowing contours, mathematical shader-like rendering, ultra clean, no text, portrait orientation."
  • Using base image: No
  • Aspect Ratio: landscape_wide

Electric Blue Owl Fractal Design

• Model: ChatGPT (Pro) Full

• Size: 3520 X 1980 (6.97 MP)

• Used settings:

  • Prompt: "Generate a highly detailed mathematical generative art image based precisely on this GLSL shader math: #define pi 3.1415926535897932384626433832795 #define tau (2.*pi) #define PHI (sqrt(5.0)*0.5 + 0.5) #define chp(x) (exp(x)+exp(-x))/pi #define shp(x) (exp(x)-exp(-x))/pi #define l(x) smoothstep(0., ((exp(shp(pow((pow(x.x,tau/PHI)+pow(x.y,tau/PHI)+pow(x.z,tau/PHI)),pow(pow(PHI,PHI)/length(x),0.1/(PHI/tau)))*PHI/length(x)))+exp(-shp(pow((pow(x.x,tau/PHI)+pow(x.y,tau/PHI)+pow(x.z,tau/PHI)),pow(pow(PHI,PHI)/length(x),0.1/(PHI/tau)))*PHI/length(x))))/pi), chp(x)) Mandelbulb core with POWER=11.24788742, LOOPS=3, z = chp(p)*p - p, dr tracking, theta = theta * power/PHI, phi = phi * power/PHI, z = r * (vec3(tan(shp(sin(theta)*sin(phi)))*PHI, chp(cos(theta)*sin(phi)), cos(phi))) + p with reflection folding p = reflect(p,normalize(z)), final distance estimator 0.75 * log(r) * r / dr. Full raymarched scene with df(p) = shp(mandelBulb(p/z1)*z1), multiple bounces up to 8, refraction with index ~1.05, beer absorption, Fresnel, diffuse lighting. Output as perfectly symmetrical deep blue cyan glowing organic creature-mask hybrid on gradient background from dark navy center to lighter ethereal blue. Bulbous fractal forms with soft glowing ridges from exp(±shp(...)), pinched superellipsoid shapes from tau/PHI powers and radial modulation pow(PHI^PHI / length(x), 0.1/(PHI/tau)), harmonious golden ratio proportions, organic fleshy smoothstep transitions, high contrast luminous edges, volumetric depth with faint internal refractions, stylized alien face or butterfly mask appearance with glowing eye-like highlights and flowing contours, mathematical shader-like rendering, ultra clean, no text, portrait orientation."
  • Using base image: No
  • Aspect Ratio: landscape_wide

Ethereal Fractal Kaleidoscope Design

• Model: (Mode 30)

• Size: 1792 X 1008 (1.81 MP)

• Used settings:

  • Prompt: "Generate a highly detailed mathematical generative art image based precisely on this GLSL shader math: #define pi 3.1415926535897932384626433832795 #define tau (2.*pi) #define PHI (sqrt(5.0)*0.5 + 0.5) #define chp(x) (exp(x)+exp(-x))/pi #define shp(x) (exp(x)-exp(-x))/pi #define l(x) smoothstep(0., ((exp(shp(pow((pow(x.x,tau/PHI)+pow(x.y,tau/PHI)+pow(x.z,tau/PHI)),pow(pow(PHI,PHI)/length(x),0.1/(PHI/tau)))*PHI/length(x)))+exp(-shp(pow((pow(x.x,tau/PHI)+pow(x.y,tau/PHI)+pow(x.z,tau/PHI)),pow(pow(PHI,PHI)/length(x),0.1/(PHI/tau)))*PHI/length(x))))/pi), chp(x)) Mandelbulb core with POWER=11.24788742, LOOPS=3, z = chp(p)*p - p, dr tracking, theta = theta * power/PHI, phi = phi * power/PHI, z = r * (vec3(tan(shp(sin(theta)*sin(phi)))*PHI, chp(cos(theta)*sin(phi)), cos(phi))) + p with reflection folding p = reflect(p,normalize(z)), final distance estimator 0.75 * log(r) * r / dr. Full raymarched scene with df(p) = shp(mandelBulb(p/z1)*z1), multiple bounces up to 8, refraction with index ~1.05, beer absorption, Fresnel, diffuse lighting. Output as perfectly symmetrical deep blue cyan glowing organic creature-mask hybrid on gradient background from dark navy center to lighter ethereal blue. Bulbous fractal forms with soft glowing ridges from exp(±shp(...)), pinched superellipsoid shapes from tau/PHI powers and radial modulation pow(PHI^PHI / length(x), 0.1/(PHI/tau)), harmonious golden ratio proportions, organic fleshy smoothstep transitions, high contrast luminous edges, volumetric depth with faint internal refractions, stylized alien face or butterfly mask appearance with glowing eye-like highlights and flowing contours, mathematical shader-like rendering, ultra clean, no text, portrait orientation."
  • Using base image: No
  • Aspect Ratio: landscape_wide

Cosmic Fractal Bloom in Cyberpunk Style

• Model: (Mode 30)

• Size: 2560 X 1456 (3.73 MP)

• Used settings:

  • Prompt: Generate a highly detailed, photorealistic 3D rendering of an emergent quantum shell soliton in a dipolar Bose-Einstein condensate (BEC) of erbium-168, manifesting as a self-assembled nematic droplet with crystalline flanges stabilized by dipole-dipole interactions \( V_{dd}(\mathbf{r}) = \frac{C_{dd}}{4\pi r^3} (1 - 3 \cos^2 \theta) \) (where \( C_{dd} > 0 \), anisotropy \( \epsilon_{dd} \approx 1.4 \)) balancing s-wave attractions and Lee-Huang-Yang (LHY) repulsion \( \delta E_{LHY} \propto \int \rho^{5/2} dV \). Depict the shell as a hyperbolic bivalve structure with logarithmic spiral growth \( r(\theta) = a e^{b \theta} \) (\( b = 2\pi ( \sqrt{5} - 1)/2 \approx 0.306 \), golden angle spacing \( \Delta \theta \approx 137.5^\circ \)), radius \( R \approx 15 \mu m \), and phyllotactic branching via L-system rules (axiom: F, rules: F → F[+F]F[-F][F], angle 25°, iterated 6 levels for ~7-9 flanges). Visualize isosurfaces: outer iridescent cyan-blue shell (low-density nematic interface with Frank elastic energy \( F_K = \frac{K_1}{2} (\nabla \cdot \mathbf{n})^2 + \frac{K_3}{2} (\mathbf{n} \times \nabla \times \mathbf{n})^2 \), \( K_1, K_3 \approx 10^{-11} \) J/m, perturbed by m=5-7 Fourier modes \( \delta r \propto \sum \cos(m \theta + \phi_m) \) for fractal edges with Hausdorff dimension ~1.25); inner crimson-red filigree veins as domain walls \( \sigma_{dw} \propto \sqrt{K \Delta Q} \) (Q=order parameter tensor) tracing half-quantum vortex lines with circulation \( \kappa = h/2m \); central white-plasma core as skyrmion nexus with topological charge \( Q = \frac{1}{4\pi} \int \mathbf{n} \cdot (\partial_x \mathbf{n} \times \partial_y \mathbf{n}) d^2 x = 1 \), density profile \( \rho(r) = \rho_0 \sech^2(r / \xi) \) (\( \xi = \hbar / \sqrt{2 m |\mu|} \approx 0.7 \mu m \), \( \mu \approx - \frac{\hbar^2}{2 m a_{dd}^2} \)). Embed in deep indigo hyperbolic void (\( \mathbb{H}^2 \) metric \( ds^2 = \frac{dx^2 + dy^2}{(1 - (x^2 + y^2)/R^2)^2} \)) with subtle speckled quantum roughening noise \( \delta \rho \sim \sqrt{\rho} e^{-\beta E} \) from thermal fluctuations at T ≈ 50 nK, refractive index gradients \( n(\rho) = 1 + \alpha \rho \) inducing lensing warps and ethereal glow via ray-traced caustics. Include bilateral symmetry breaking with quadrupolar Legendre \( P_2(\cos \phi) \) oblateness and faint blue underglow from Bogoliubov phonon modes \( \epsilon_k \approx c k \) (sound speed c ≈ 1 mm/s). Style: emergent textures from spinor Gross-Pitaevskii numerics (extended GPE: \( i\hbar \partial_t \Psi = [-\nabla^2/2m + V_{dd} + g |\Psi|^2 + \delta_{LHY}] \Psi \), time-evolved to steady state), high-contrast iridescence with fractal recursion, 8K resolution, scientifically precise yet surreal, evoking a quantum nautilus in cosmic vacuum.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Bioluminescent Fractal Jellyfish Artistry

• Model: Grok

• Size: 2532 X 1424 (3.61 MP)

• Used settings:

  • Prompt: Generate a highly detailed, photorealistic 3D rendering of an emergent quantum shell soliton in a dipolar Bose-Einstein condensate (BEC) of erbium-168, manifesting as a self-assembled nematic droplet with crystalline flanges stabilized by dipole-dipole interactions \( V_{dd}(\mathbf{r}) = \frac{C_{dd}}{4\pi r^3} (1 - 3 \cos^2 \theta) \) (where \( C_{dd} > 0 \), anisotropy \( \epsilon_{dd} \approx 1.4 \)) balancing s-wave attractions and Lee-Huang-Yang (LHY) repulsion \( \delta E_{LHY} \propto \int \rho^{5/2} dV \). Depict the shell as a hyperbolic bivalve structure with logarithmic spiral growth \( r(\theta) = a e^{b \theta} \) (\( b = 2\pi ( \sqrt{5} - 1)/2 \approx 0.306 \), golden angle spacing \( \Delta \theta \approx 137.5^\circ \)), radius \( R \approx 15 \mu m \), and phyllotactic branching via L-system rules (axiom: F, rules: F → F[+F]F[-F][F], angle 25°, iterated 6 levels for ~7-9 flanges). Visualize isosurfaces: outer iridescent cyan-blue shell (low-density nematic interface with Frank elastic energy \( F_K = \frac{K_1}{2} (\nabla \cdot \mathbf{n})^2 + \frac{K_3}{2} (\mathbf{n} \times \nabla \times \mathbf{n})^2 \), \( K_1, K_3 \approx 10^{-11} \) J/m, perturbed by m=5-7 Fourier modes \( \delta r \propto \sum \cos(m \theta + \phi_m) \) for fractal edges with Hausdorff dimension ~1.25); inner crimson-red filigree veins as domain walls \( \sigma_{dw} \propto \sqrt{K \Delta Q} \) (Q=order parameter tensor) tracing half-quantum vortex lines with circulation \( \kappa = h/2m \); central white-plasma core as skyrmion nexus with topological charge \( Q = \frac{1}{4\pi} \int \mathbf{n} \cdot (\partial_x \mathbf{n} \times \partial_y \mathbf{n}) d^2 x = 1 \), density profile \( \rho(r) = \rho_0 \sech^2(r / \xi) \) (\( \xi = \hbar / \sqrt{2 m |\mu|} \approx 0.7 \mu m \), \( \mu \approx - \frac{\hbar^2}{2 m a_{dd}^2} \)). Embed in deep indigo hyperbolic void (\( \mathbb{H}^2 \) metric \( ds^2 = \frac{dx^2 + dy^2}{(1 - (x^2 + y^2)/R^2)^2} \)) with subtle speckled quantum roughening noise \( \delta \rho \sim \sqrt{\rho} e^{-\beta E} \) from thermal fluctuations at T ≈ 50 nK, refractive index gradients \( n(\rho) = 1 + \alpha \rho \) inducing lensing warps and ethereal glow via ray-traced caustics. Include bilateral symmetry breaking with quadrupolar Legendre \( P_2(\cos \phi) \) oblateness and faint blue underglow from Bogoliubov phonon modes \( \epsilon_k \approx c k \) (sound speed c ≈ 1 mm/s). Style: emergent textures from spinor Gross-Pitaevskii numerics (extended GPE: \( i\hbar \partial_t \Psi = [-\nabla^2/2m + V_{dd} + g |\Psi|^2 + \delta_{LHY}] \Psi \), time-evolved to steady state), high-contrast iridescence with fractal recursion, 8K resolution, scientifically precise yet surreal, evoking a quantum nautilus in cosmic vacuum.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Psychedelic Humanoid Face in Vibrant Colors

• Model: (Mode 30)

• Size: 2560 X 1456 (3.73 MP)

• Used settings:

  • Prompt: (Abstract surrealist masterpiece:1.6) depicting a shifting, (multi-dimensional Mandelbulb manifestation:1.7). The form suggests a face melting into (liquid crystalline fractals:1.5) and (viscous organic tendrils:1.4). (Hypnotic glowing eye-orbs:1.8) emerge from a sea of (refracting opalescent geometry:1.5). Awash in (intense neon pink and magenta bioluminescence:1.6) clashing beautifully with a (deep electric blue atmosphere:1.4). (Four piercing cyan rays:1.5) cut through the dreamscape. (Fluid dynamics simulation:1.3), (subsurface scattering:1.4), ethereal, mind-bending, (abstract sentient life:1.5), 8k.
  • Using base image: No
  • Aspect Ratio: landscape_wide

Vibrant 3D Fractal Flower Design

• Model: (Mode 30)

• Size: 1792 X 1008 (1.81 MP)

• Used settings:

  • Prompt: Apply tensor product of the {1.6180339887498948482045868343656\sqrt[\exp(1.0)]{1.6180339887498948482045868343656\pi}}-form of the cotangent bundle of the orbifold over the {1.6180339887498948482045868343656\sqrt[\pi]{1.6180339887498948482045868343656\exp(1.0)}}-form of the tangent bundle of the conifold !
  • Using base image: No
  • Aspect Ratio: landscape_wide

Vibrant Geometric Vortex Illustration

• Model: (Mode 30)

• Size: 1792 X 1008 (1.81 MP)

• Used settings:

  • Prompt: Apply tensor product of the {1.6180339887498948482045868343656\sqrt[\exp(1.0)]{2\cdot1.6180339887498948482045868343656}}-form of the cotangent bundle of the orbifold over the {1.6180339887498948482045868343656\sqrt[\pi]{2\cdot1.6180339887498948482045868343656}}-form of the tangent bundle of the conifold !
  • Using base image: No
  • Aspect Ratio: landscape_wide

Ethereal Crystal Structure with Luminous Energy

• Model: Grok

• Size: 3783 X 2128 (8.05 MP)

• Used settings:

  • Prompt: Apply tensor product of the {1.6180339887498948482045868343656\sqrt[\pi]{2\cdot1.6180339887498948482045868343656}}-form of the cotangent bundle of the orbifold over the {1.6180339887498948482045868343656\sqrt[\exp(1.0)]{2\cdot1.6180339887498948482045868343656}}-form of the tangent bundle of the conifold !
  • Using base image: No
  • Aspect Ratio: landscape_wide