Prompt: Create a Virtual hyper-detailed 4 Dimensional Mandelbrot set- Sierpinski Arrowhead Triangle Fractal Inside a Spoked Cosmic Debris wheel caught in a black hole's event horizon's hyper gravity, ultra-complex, colorful, red, green, yellow, light blue,blue ,black,silver, orange and purple In the Style of Matthias Hauser, Jackson Pollock and M.C.Escher , Fractal Art , HD-Resolution, Vivid Primary Colors, Layered Textures, Beveled Transition between layers, Cosmic Space background,Psychedelic Primary Color Aesthetic , (wide Angle Warped Lens Image:1.7)
Prompt: A hyper-detailed 4 Dimensional Mandelbrot set- Sierpinski Arrowhead Triangle Fractal caught in a black hole's event horizon's hyper gravity, ultra-complex, colorful, red, green, yellow, light blue,blue ,black,silver, orange and purple In the Style of Matthias Hauser and M.C.Escher , Fractal Art , HD-Resolution, Vivid Primary Colors, Layered Textures, Beveled Transition between layers, Cosmic Space background,Psychedelic Primary Color Aesthetic , (wide Angle Warped Lens Image:1.7)
Prompt: A hyper-detailed 4 Dimensional Mandelbrot set- Sierpinski Triangle Fractal caught in a black hole's event horizon's hyper gravity, ultra-complex, colorful, red, green, yellow, light blue,blue ,black,silver, orange and purple In the Style of Matthias Hauser and M.C.Escher , Fractal Art , HD-Resolution, Vivid Primary Colors, Layered Textures, Beveled Transition between layers, Psychedelic Color Aesthetic , (Lucid Dream FX Filter:1.7)
Prompt: A hyper-detailed 4 Dimensional Mandelbrot set- Sierpinski Triangle Fractal caught in a black hole's event horizon's hyper gravity, ultra-complex, colorful, red, green, yellow, light blue,blue ,black,silver, orange and purple In the Style of Matthias Hauser and M.C.Escher , Fractal Art , HD-Resolution, Vivid Primary Colors, Layered Textures, Beveled Transition between layers, Psychedelic Color Aesthetic , (wide Angle Lens Image:1.7)
Prompt: A hyper-detailed 4 Dimensional Mandelbrot set- Sierpinski Triangle Fractal caught in a black hole's event horizon's hyper gravity, ultra-complex, colorful, red, green, yellow, light blue,blue ,black,silver, orange and purple In the Style of Matthias Hauser , Fractal Art , HD-Resolution, Vivid Primary Colors, Layered Textures, Beveled Transition between layers, Psychedelic Primary Color Aesthetic
Prompt: A hyper-detailed Mandelbrot set- Sierpinski Triangle Fractal caught in a black holes gravity, ultra-complex, colorful, red, green, yellow, light blue,blue ,black,silver, orange and purple In the Style of Matthias Hauser , Fractal Art , HD-Resolution, Vivid Primary Colors, Layered Textures, Beveled Transition between layers, Psychedelic Primary Color Aesthetic
Prompt: A vibrant, intricate heart shape filled with swirling cosmic patterns and radiant colors. Sparkles and light emanate from its center, creating a magical and enchanting ambiance, with a blue and gold cosmic pattern background.
#colors #heart #magic fantasy #cosmic patterns #sparkles #blue and gold cosmic pattern background
Prompt: A vibrant, abstract representation of cosmic nebulae and stardust, swirling in a symphony of color and light. Geometric crystalline structures emerge from the gaseous clouds, pulsating with an internal luminescence. The style blends the intricate detail of fractal art with the bold, expressive strokes of abstract expressionism, creating a sense of otherworldly grandeur and intricate beauty.
Prompt: create a amazing Multi-Color Mandelbrot-Newton-Sierpinski triangle Fractal composite masterpiece with a HD deep space background with distant colorful twinkling stars, Digital art, Masterpiece Art, Vivid psychedelic colors
Prompt: Create a Menger sponge-Mandelbrot pattern Multi-Color Fractal made of flowing cosmic debris, crystal simulation high-definition photography, extreme detail, 4k ,with a Ultra High Definition deep space background, Primary Color Aesthetic
Prompt: A highly detailed, abstract 3D Mandelbrot fractal rendering resembling a Mandelbulb variant with hyperbolic deformations, featuring a central orange bulbous orb surrounded by swirling, fluid-like lobes in shades of blue, pink, and yellow with iridescent, reflective surfaces and gradient transitions. The fractal is defined iteratively in \(\mathbb{R}^3\) for a point \(\mathbf{c} = (x_0, y_0, z_0)\), starting with \(\mathbf{z}_0 = \mathbf{0}\) or \(\mathbf{z}_0 = \mathbf{c}\), and iterating \(\mathbf{z}_{k+1} = r \cdot \vec3\left( \frac{e^{\cos \theta} - e^{-\cos \theta}}{\pi} \cos \phi, \cos \theta \sin \phi, \cos \theta \right) + \vec3\left( \frac{e^{p_x} - e^{-p_x}}{\pi} p_x, \frac{e^{p_y} - e^{-p_y}}{\pi} p_y, \frac{e^{p_z} - e^{-p_z}}{\pi} p_z \right)\), where \(r = \|\mathbf{z}_k\|\), \(\theta = \arccos\left( \frac{z_k \cdot z}{r} \right)\), \(\phi = \atantwo(z_k.y, z_k.x)\), and \(\mathbf{p}\) is a vector parameter like \(\mathbf{c}\). For higher powers n (e.g., 8), scale to \(r^n\), \(n \theta\), \(n \phi\). Iteration halts if \(r > 4\) or after 50 max iterations. Render using ray marching with distance estimator \(DE(\mathbf{q}) = 0.5 \cdot \frac{\log r \cdot r}{dr}\), surface normals via gradients, Phong/PBR shading with reflections, ambient occlusion, and coloring via orbit traps or escape time mapped to hues (orange for low iterations, blue-pink gradients for higher). Apply post-processing for anti-aliasing, depth-of-field, and glow to achieve a dreamy, metallic sheen, viewed zoomed into the central orb with asymmetric swirling arms, Hyper Realistic Fractal Art, HD-Resolution, Vibrant Every Color in The Rainbow Color Palette
Prompt: A highly detailed, abstract 3D Mandelbrot fractal rendering resembling a Mandelbulb variant with hyperbolic deformations, featuring a central orange bulbous orb surrounded by swirling, fluid-like lobes in shades of blue, pink, and yellow with iridescent, reflective surfaces and gradient transitions. The fractal is defined iteratively in \(\mathbb{R}^3\) for a point \(\mathbf{c} = (x_0, y_0, z_0)\), starting with \(\mathbf{z}_0 = \mathbf{0}\) or \(\mathbf{z}_0 = \mathbf{c}\), and iterating \(\mathbf{z}_{k+1} = r \cdot \vec3\left( \frac{e^{\cos \theta} - e^{-\cos \theta}}{\pi} \cos \phi, \cos \theta \sin \phi, \cos \theta \right) + \vec3\left( \frac{e^{p_x} - e^{-p_x}}{\pi} p_x, \frac{e^{p_y} - e^{-p_y}}{\pi} p_y, \frac{e^{p_z} - e^{-p_z}}{\pi} p_z \right)\), where \(r = \|\mathbf{z}_k\|\), \(\theta = \arccos\left( \frac{z_k \cdot z}{r} \right)\), \(\phi = \atantwo(z_k.y, z_k.x)\), and \(\mathbf{p}\) is a vector parameter like \(\mathbf{c}\). For higher powers n (e.g., 8), scale to \(r^n\), \(n \theta\), \(n \phi\). Iteration halts if \(r > 4\) or after 50 max iterations. Render using ray marching with distance estimator \(DE(\mathbf{q}) = 0.5 \cdot \frac{\log r \cdot r}{dr}\), surface normals via gradients, Phong/PBR shading with reflections, ambient occlusion, and coloring via orbit traps or escape time mapped to hues (orange for low iterations, blue-pink gradients for higher). Apply post-processing for anti-aliasing, depth-of-field, and glow to achieve a dreamy, metallic sheen, viewed zoomed into the central orb with asymmetric swirling arms, Hyper Realistic Fractal Art, HD-Resolution, Vibrant Every Color in The Rainbow Color Palette
Cosmic Sierpinski triangle Fractal in Starry Night
Model:
DaVinci2
Size:
1152 X 864
(1.00 MP)
Used settings:
Prompt: Create A Complex Sierpinski Triangle Fractal made of Cosmic star debris in deep space, the fractal is hollow ,red , blue, yellow, green, light blue, orange, black , Silver and purple hues throughout (Optical Illusion art:1.7) , Space Art, Fractal art, Vivid Colors, HD-Resolution
Prompt: A majestic horse gallops through a vibrant cosmic fractal glitched backdrop, surrounded by swirling patterns of stars and fractal glitch designs, blending fiery colors with deep space hues in a fantastical scene full of glitches.
Prompt: Create a Tie-dye Mandelbrot Spiral fractal with hyper realistic defined edges, red, yellow, green, blue, light blue,orange, silver , black ,purple and neon pink against a Cosmic Space Background, Fractal Art, Space Art, Vivid Colors, Psychedelic Aesthetic
Jarod Kent Simpson art Richard Allen Boone: The Gunfighter Paladin Where Do You Roam
Model:
Stable
Size:
1183 X 1775
(2.10 MP)
Used settings:
Prompt: Richard Boone gun fighter, 500 x 500 pixels, glitter bright blue silver red, extremely detailed fractal , fractal gems, fractal crystals, supernatural silver orange pink black yellow green and purple and red glitter, digital oil painting , detailed art illustration, vibrant, cinematic, ornate, luxury, 8K polished in the style of Josephine Wall, Brian Froud,Catherine Abel.
Prompt: A highly detailed digital rendering of an abstract, symmetrical fractal structure resembling a surreal, organic face floating against a gradient blue sky background, generated using a modified Mandelbulb fractal algorithm viewed from the inside with ray marching. Incorporate precise mathematical details: Define constants pi = 3.1415926535897932384626433832795, tau = 2*pi, TAU = (2*pi)*0.7887, PHI = (sqrt(5)*0.5 + 0.5) ≈1.618 golden ratio, POWER = 11.24788742 for exponentiation, LOOPS = 3 iterations, TOLERANCE = 0.00001, MAX_RAY_LENGTH = 20.0, MAX_RAY_MARCHES = 48, NORM_OFF = 0.0005, MAX_BOUNCES = 5. Custom hyperbolic functions: chp(x) = (exp(x) + exp(-x))/pi, chpp(x) = (exp(x/(cosh(x)*pi)) + exp(-x/(cosh(x)/pi)))/(TAU*PHI), shp(x) = (exp(x) - exp(-x))/(pi/PHI), shpp(x) = (exp(x*(sinh(x)*pi)) - exp(-x*(sinh(x)*pi)))/(TAU/PHI), ssh(x) = (exp(x*pi/0.7887) - exp(-x*pi/0.7887))/(2*pi), csh(x) = (exp(x*pi/0.7887) + exp(-x*pi/0.7887))/(2*pi), ssh1(x) = sinh(x/pi)*PHI, csh1(x) = cosh(x/pi)*PHI. The Mandelbulb distance estimator mandelBulb(p): Initialize z = chp(p)*p - p, dr=1.0; for i=0 to LOOPS-1, r=length(z), theta=atan(z.x,z.y), phi=asin(z.z/r) + optional time*0.2 for animation; dr = r^(POWER-1) * dr * POWER + 1; r = r^POWER, theta *= POWER/PHI, phi *= POWER/PHI; z = r * vec3(tan(shp(sin(theta)*sin(phi)))*PHI, chp(cos(theta)*sin(phi)), cos(phi)) + p; p = reflect(p,z). Return distance 0.75 * log(r) * r / dr. Overall distance function df(p) = shp(mandelBulb(p/2.0)*2.0) after applying rotation matrix g_rot = rot_x(((1.221*time + pi)/tau)). Render with ray marching from camera at 0.6*vec3(0,2,5) looking at origin, FOV tan(TAU/6), incorporating bounces for reflection (reflect(rd,sn)), refraction (refract(rd,sn,1.0/mat.z or inverse)), fresnel fre=1+dot(rd,sn) squared and mixed 0.1-1.0, diffuse dif=max(dot(ld,sn),0)^2 * (1-mat.x) with ld to light at (0,10,0), material mat=(0.8,0.5,1.05), beer absorption exp(-(st+0.1)* -HSV(0.05,0.95,2.0)). Sky background: Procedural with planes at y=4 and y=-6, box bounds, exponential falloff, colored HSV(0.6,0.86,1.0). Colors: Glow HSV(0.065,0.8,6.0), diffuse HSV(0.6,0.85,1.0), post-processed with ACES tonemapping aces_approx(v) = clamp((v*(2.51v+0.03))/(v*(2.43v+0.59)+0.14),0,1) after *0.6, and sRGB gamma mix(1.055*t^(1/2.4)-0.055,12.92*t,step(t,0.0031308)). The structure features two large spiral-eyed voids as eyes, a curved dark blue mouth-like opening at the bottom, elaborate branching tendrils and crystalline edges with subtle particle specks dissipating at sides, ethereal pinkish-orange glow, edge fresnel effects, hyper-realistic yet fantastical Shadertoy-inspired 3D art in 16:9 aspect ratio with sharp details and no text or artifacts.
Prompt: A highly detailed, abstract 3D Mandelbrot fractal rendering resembling a Mandelbulb variant with hyperbolic deformations, featuring a central orange bulbous orb surrounded by swirling, fluid-like lobes in shades of blue, pink, and yellow with iridescent, reflective surfaces and gradient transitions. The fractal is defined iteratively in \(\mathbb{R}^3\) for a point \(\mathbf{c} = (x_0, y_0, z_0)\), starting with \(\mathbf{z}_0 = \mathbf{0}\) or \(\mathbf{z}_0 = \mathbf{c}\), and iterating \(\mathbf{z}_{k+1} = r \cdot \vec3\left( \frac{e^{\cos \theta} - e^{-\cos \theta}}{\pi} \cos \phi, \cos \theta \sin \phi, \cos \theta \right) + \vec3\left( \frac{e^{p_x} - e^{-p_x}}{\pi} p_x, \frac{e^{p_y} - e^{-p_y}}{\pi} p_y, \frac{e^{p_z} - e^{-p_z}}{\pi} p_z \right)\), where \(r = \|\mathbf{z}_k\|\), \(\theta = \arccos\left( \frac{z_k \cdot z}{r} \right)\), \(\phi = \atantwo(z_k.y, z_k.x)\), and \(\mathbf{p}\) is a vector parameter like \(\mathbf{c}\). For higher powers n (e.g., 8), scale to \(r^n\), \(n \theta\), \(n \phi\). Iteration halts if \(r > 4\) or after 50 max iterations. Render using ray marching with distance estimator \(DE(\mathbf{q}) = 0.5 \cdot \frac{\log r \cdot r}{dr}\), surface normals via gradients, Phong/PBR shading with reflections, ambient occlusion, and coloring via orbit traps or escape time mapped to hues (orange for low iterations, blue-pink gradients for higher). Apply post-processing for anti-aliasing, depth-of-field, and glow to achieve a dreamy, metallic sheen, viewed zoomed into the central orb with asymmetric swirling arms, Hyper Realistic Fractal Art, HD-Resolution, Vibrant Every Color in The Rainbow Color Palette
Prompt: Create multicolor magical Mandelbulb-Julia Set- Sierpiński arrowhead fractals by style Tomasz Alen Kopera, by Earnst Haeckel, by Alex Grey, by Mathias Hauser, on a dark Cosmic space background, Surreal Fractal Art, Vibrant Psychedelic Colors, Beveled Rised Textures HD-REsolution
Prompt: A snow and Ice landscape, fractal bridges and arches. an ice river runs through. Modifiers: highly detailed, digital painting, fantasy intricate photo-realistic, 3D 8K, very attractive, beautiful, award winning, high definition, crisp quality, hdr, fantasy
Dream Level: is increased each time when you "Go Deeper" into the dream. Each new level is harder to achieve and
takes more iterations than the one before.
Rare Deep Dream: is any dream which went deeper than level 6.
Deep Dream
You cannot go deeper into someone else's dream. You must create your own.
Deep Dream
Currently going deeper is available only for Deep Dreams.
