Mandelbrot generator

QuickMAN - Fast Mandelbrot Generator download

  1. QuickMAN is a Mandelbrot fractal generator with multicore support. ASM-optimized code reaches billions of iterations per second on fast CPUs. Features an easy-to-use GUI, realtime pan/zoom, multiple palettes, image logging, and saving in PNG format
  2. Contact developer: apps@jakebakermaths.org.uk. [Code uses the Normalized Iteration Count algorithm. Original page still available here, with information about the Mandelbrot set.] Code by Jake Baker. Works in Chrome, IE 9 or above, Safari, Opera, Firefox, on Linux, Windows, Android and other operating systems
  3. Mandelbrot set - the most advanced online generator. Conjunt de Mandelbrot, Conjunto de Mandelbrot, Conxunto de Mandelbrot, Ensemble de Mandelbrot, Insieme di Mandelbrot
  4. The Mandelbrot set is one of the best known examples of a fractal. It is a structure with an infinite amount of fine detail: you can zoom in on the edge of the fractal forever, and it will continue to reveal ever-smaller details. This is an.

The Online Fractal Generator is a web application for generating fractals using JavaScript, canvas and web workers. Formulae: Mandelbrot set, Julia sets, Multibrot sets and multijulia sets for any power of z, Newtonian fractals for any polynomial, Phoenix fractal, rational maps, Burning Ship fractal and Julia sets Mandelbrot Fractal Generator is a free application that will allow you to easily explore the Mandelbrot fractal. The main features are: Zoom, Pan, Color palette selector and Automatic multi-threading operation for better performance (on a multiprocessor machine, 32bit) The Multibrot sets show P-1 rotational symmetry - you can rotate the z 4 Mandelbrot set through 120° and obtain the same image. One geometric feature is apparent immediately. For a given power P, the Mandelbrot set has P-1 cusps. If we zoom into the bulbs sprouting from the central cardioids other features become apparent Mandelbrot fractal explorer. An interactive explorer for the Mandelbrot set, the Julia set and the burning ship fractal. Control

Mandelbrot set generator - Maths program

Mandelbrot Fractal Generator is a free application that will allow you to easily explore the Mandelbrot fractal. 890 Kb 2 JLRFractal: Mandelbrot/Julia Generator v.1. Mandelbrot fractal generator that draws the fractal and allows you to zoom in and explore the fractal. Code and color algorithm by Rafael Pedicin Explore the famous Mandelbrot Set fractal with a fast and natural real-time scroll/zoom interface, much like a street map. You can view additional useful information such as the graph axes and the corresponding Julia set for any point in the picture. You can save and share the link to any fractal you create, change or animate its colours, and generate high quality 4k posters Mandelbrot image generator with parallel iteration. 8. Mandelbrot fractal. 5. Interactive Mandelbrot Set generator. 2. Mandelbrot Set generator. 6. C++20 sort of infinite Consumer-Producer.

The Mandelbrot set is a complex mathematical object first visualized by mathematician Benoit Mandelbrot in 1980. The set is enormously complex — it is said by some to be the most complex known mathematical entity. The Mandelbrot set is an example of a kind of mathematics that was always possible in principle, but that only exists in a practical sense because of the advent of cheap computer. The Mandelbrot set (/ ˈ m æ n d əl b r ɒ t /) is the set of complex numbers for which the function () = + does not diverge when iterated from =, i.e., for which the sequence (), (()), etc., remains bounded in absolute value.Its definition is credited to Adrien Douady who named it in tribute to the mathematician Benoit Mandelbrot, a pioneer of fractal geometry

Mandelbrot Generator - E-mandelbrot

This is only a HTML5 canvas demonstration. For a full featured Mandelbrot / Julia set generator download MandelX. Contrary to native programs javascripts can't detect hardware and can't determine the number of your CPU cores. So this application can only detect if your browser supports web workers and set the multithreading option accordingly The Mandelbrot set is a mathematical set of points whose boundary is a distinctive and easily recognizable two-dimensional fractal shape. This application is a simple Mandelbrot set visualizing tool. You can change the background gradient colors to get better visual effects

Online Mandelbrot Set Plotter - ScienceDemos

Starting from an initial value of x and y, and two constant values c1 and c2, we can calculate two new values, xnext and ynext.. Iteration. The next key ingredient of the Mandelbrot set is iteration. After calculating the new values of x and y, we feed them back into the equation and run the calculation again, over and over.Here is a Python loop that performs the calculation Mathematically, the Mandelbrot set is defined on the plane of complex numbers by picking a starting point \(c\) and iterating the formula \(z_{k+1} = z_k^2 + c\). The iteration gives you a sequence of numbers that either stays bounded or spirals out of control further and further from the starting point Python is an easy language to get started with> Here's an example program to generate the Mandelbrot Set (or rather, an image of an approximation!): # Python+Pygame program to illustrate computing the Mandelbrot Set. # Note that it's far from efficient; it can easily be sped up! import pygame # see pygame.org width, height = 1000,1000. Mandelbrot set: The Mandelbrot set is the set of complex numbers c for which the function does not diverge when iterated from z=0, i.e., for which the sequence , etc., remains bounded in absolute value. In simple words, Mandelbrot set is a particular set of complex numbers which has a highly convoluted fractal boundary when plotted

Online Fractal Generator

  1. ant Calculator. Modular Inverse Table Generator. One Variable Statistics Calculator. Pascal's Triangle Generator. Permutation List Generator. Polygon Calculator. Prime Factorization Calculator. Quadratic Equation Step by Step Solver
  2. Erstellt: 20.03.2017 • Aktualisiert: 22.11.2017 • Kategorien: Die Mandelbrot-Menge. Die Mandelbrot-Menge (wegen seiner charakteristischen Form auch Apfelmännchen genannt) ist in den 1980er Jahren weltweit sehr populär geworden, weil sie zeigt, welche enorme Formenvielfalt und auch Schönheit hinter einfachen, wiederholt ausgeführten mathematischen Operationen verborgen sein kann
  3. The Mandelbrot set. The Mandelbrot set is a region of the two-dimensional plane which satisfies a simple rule: any point c in the plane is in the Mandelbrot set if z n+1 = z n 2 + c converges as n tends to infinity (starting with z 0 = 0)
  4. Multithreaded Mandelbrot Generator. 4. OpenGL 3 Mandelbrot Set. 2. Propagating table cell border colors to adjoining cells. 5. Interactive Mandelbrot Set generator. 2. Mandelbrot Set generator. 3. Interactive Mandelbrot set pictures. Hot Network Questions How to generate valid BTC address to withdraw coins t
  5. A Mandelbrot set implementation by using standard MATLAB commands acts as the entry-point function. This example uses the codegen command to generate a MEX function that runs on the GPU. You can run the MEX function to check for run-time errors. Third-Party Prerequisites. Required
  6. Explore the Mandelbrot set and 23 other fractals. Open-source, free, fast, amazing. Used by children everywhere, it's even simple enough for adults. Free! FRAX (99 cents) This is an app for iPhones and iPads, and it is the best touch screen fractal explorer EVER made. It's simply wonderful! You can pinch to zoom or spin and steer by tilting

Mandelbulb.com is an educational and informational site about the Mandelbulb in specific and 3D fractals in general. On this site, we feature information about the mathematical nature of fractals, the discovery of the Mandelbulb, and software used to render 3D fractal objects Explore the infinite detail of a Mandelbrot set as you zoom to a magnification of 250,000,000x. A Radical Mind Benoit Mandelbrot, the father of fractals and fractal geometry, was a true maverick. NICO'S FRACTAL MACHINE. The shape you see is the combined output of the controls below. Mouse over them to see what they do. If the page gets too slow, turn some of the parameters down Live Render Fractals To Your Desktop Buy Now What is A Fractal? Fractals are never-ending patterns that are infinitely complex. Driven by recursion, fractals are images of dynamic systems - the pictures of chaos. - The Fractal Foundation Watch the video View Beautiful Fractals Fractal To Desktop can render any location in the Mandelbrot Set [

Explore the Mandelbrot Set. This is an exact copy (as of 12/9/2018) of David Eck Mandelbrot Viewer. Go to Eck's site David Eck Javascript applets for some other nice applets. Drag on the image to draw a box, and the program will zoom in on that box. (Click here for more info, instructions, and examples. Mandelbrot.cs. This is the main class in the project and extends the .NET Form class. It is used to render the Mandelbrot set, with controls allowing the user to modify the section of the Mandelbrot set to plot, pixel step (resolution), and a few other things which are mentioned in the Features sections of this article Mandelbrot Fractal Explorer, a Web Map Client to explore the mandelbrot fractal. A CGI based Mandelbrot Fractal Generator on top of Openlayers Map API Mandelbrot Set Generator. The Mandelbrot Set as defined above, is the set of co-efficients c for which the corresponding Julia sets are centered on the origin. The logic of calculating the next point remains the same. Hence by definition,. 11 Dimensions is a Mandelbrot fractal zoom created with Kalles Fraktaler. Please hit subscribe! The final image can be found in the demo gallery that comes..

Mandelbrot Set Generator Software - Free Download

Like GNU Xaos, it is regarded as one of the very powerful fractal generator. Download Apophysis. 5. Mandelbulber. This is an experimental tool specifically developed for rendering Mandelbrot fractals like Mandelbub, Mandelbox, Menger Sponge, JuliaBulb, BulbBox and Iterated Function Systems (IFS) For background on Julia and Mandelbrot sets, see the introduction. There is detailed help available for using this form. For more information on complex numbers, see Dave's Short Course on Complex Numbers.Also, check out the Applet to explore the Mandelbrot set. I recently stumbled upon StumbleUpon that helps you discover and share great websites. You can create a public blog of websites you. The Mandelbrot set is the set of complex numbers c for which the sequence : Z0 = 0. Zn = Zn-1 + c. converges Mandelbrot Fractal Generator. https://fractal.rafgraph.dev. JavaScript app that draws the Mandelbrot fractal and allows you to zoom in and explore the fractal (uses zero libraries). Launches in fullscreen mode for maximum impact on desktop, and has a responsive mobile compatible design with a multi-touch interface on mobile devices Mandelbrot Set is an experiment on HTML5 and the <canvas> tag. It is compatible with all modern web browsers. It is compatible with all modern web browsers. It can be used as a benchmark of the Javascript engine of your browser in combination with the client machine that it runs on

Mandelbrot set explorer. This is a demo that I wrote for my students so that they can explore the Mandelbrot set. It offers a couple of nice convenience features and can compute with unlimited precision. (See more below.) The program was created using the Common Lisp compiler from LispWorks 3D Mandelbrot Generator. I've attempted many times to create 3D Mandelbrot Sets with less than satisfying results. In the standard Mandelbrot Set, the iteration count is used to pick a color from a palette. One way to create a 3D Mandelbrot would be to use the iteration count as an elevation or z-axis value Easy to use Mandelbrot Set Generator. Simply touch the screen to zoom. Specify the resolution and maximum iteration limit on the initial screen. Note, this app currently zooms in on the point at which the screen is touched. It does not support pinch-zoom, or touch and dragging. These are features which will be implemented soon. Zooms can be individually set to higher iteration limit using the. The Mandelbrot set uses an iterated equation to calculate colors for the points in a region. The equation is: Z(n) = Z(n-1) 2 + C. Here the Z(n) and C are complex numbers. It can be shown that, if the magnitude of Z(n) ever exceeds 2, then it eventually diverges towards infinity IFS Fractal Generator. New Save Export Image. Animation speed: Animate! Brightness: Add frame. Frame properties. a: b: e: c: d: f: Rotation speed: Red: Green: Blue: Random color. Delete frame. Fit to screen Enable high quality fractals (requires a decent graphics card) Disable high quality.

Fast, fluid, continuous zooming. XaoS (pronounced chaos) lets you dive into fractals in one fluid, continuous motion.It has many other features like a wide array of different fractal types and coloring modes, autopilot, random palette generation, color cycling, and animated tutorials The mandelbrot function must be modified to add to the result 1 - log(log2(abs(z))) where z is the last computed value of the sequence (abs(z) > 2). Smooth coloring mandelbrot.py plot.p

Color; public class Mandelbrot {// return number of iterations to check if c = a + ib is in Mandelbrot set public static int mand (Complex z0, int max) {Complex z = z0; for. Music is Research Lab by Dark Flow ( https://youtu.be/FxzSV8ouJ3I )Read more geeky details and download the full-resolution video at http://fractaljourney... A very weird image indeed, but not unexpected. That's what the Mandelbrot set fractal looks like when you are zoomed in. By changing the values of the magnificationFactor to 200, the panX to 2 and panY to 1.5, you'll see this: If you've seen the Mandelbrot set fractal earlier, the above image might seem familiar Mandelbrot music generator in Description. FractMus 2000. FractMus is a algorithmic-music generator that generates melodies using mathematical formulas. FractMus uses two counters as an iteration control for the algorithms. Melodies are always played from the Start counter, which counts in thirty-second notes. The End counter marks the point.


Online Fractal Generator - UsefulJ

Der Fractalizer, ein Freeware-Programm zur Berechnung von Fraktal-Bildern und Zoom-Videos der Mandelbrot- und Julia-Mengen, mit vielen Beispielen, Formel-Anpassung, Supersampling und umfangreichen Truecolor-Farbpaletten IImagejalada Fractual is a Mandelbrot family fractal generator. It uses very fast algorithms Trialware | $29.99 tags: fractal generator, Mandelbrot generator, generate fractal, fractal, generator, generate. HS Fractal Draw 0.71 famous fractals.. The term Mandelbrot set is used to refer both to a general class of fractal sets and to a particular instance of such a set. In general, a Mandelbrot set marks the set of points in the complex plane such that the corresponding Julia set is connected and not computable. The Mandelbrot set is the set obtained from the quadratic recurrence equation z_(n+1)=z_n^2+C (1) with z_0=C, where points C. Explore the beautiful world of Fractals. This app allows you to explore the patterns in a Mandelbrot Set, Julia Sets, Burning Ship Fractal and Lyapunov Fractal. Create your own Julia Set and Lyapunov Fractal. Enjoy these fractals in different themes and set one as your lock screen wallpaper. Share or Save a full fidelity rendering as a bitmap

Mandelbrot explorer by Tom Smeets - Itch

Mandelbrot Fractal generator Description| How it works This fun tool generates images of the Mandelbrot set. This app works by changing the format of the cells, and not the contents. Download.xls file (142 KB) or .zip file (21 KB) How to use Key in the x and y co-ordinates of the center of the image and the span of the image The Mandelbrot set is a set of complex numbers defined in the following way: where: That is, the Mandelbrot set is the set of all complex numbers which fulfill the condition described above, that is, if the value of the (recursive) function Z n for the value c is not infinite when n approaches infinity, then c belongs to the set A komplex számsík mint leíró eszköz. A Mandelbrot-halmaz egy síkbeli alakzat, amelyet egy alapvetően nagyon egyszerű algebrai összefüggés bonyolultabb (végtelennel kapcsolatos, analitikus fogalmakat, határértékszámítást igénylő) elemzése ad meg, rajzol ki.Ezeknek az összefüggéseknek a még legegyszerűbb (bár nem az egyetlen lehetséges) megközelítési módja a.

The Mandelbrot Set in HTML5 Canvas & JavaScrip

Mandelbrot Fractal Generator is a free application that will allow you to easily explore the Mandelbrot fractal. The main features are: Zoom, Pan, Color palette selector and Automatic multi-threading operation for better performance (on a multiprocessor machine, 32bit). Also you can create Printable Photo Posters with sizes up to 12288 x 9216 pixel (PNG or JPEG format) z → z 2 +c is iterated for each complex number c.Points are colored by counting iterations to divergence; black points converge or cycle.. Click to zoom. Click zoom number to enlarge. Right-click to save the fractal. Yellow dots show orbits.Red dots show limit cycles I want to reduce the big time it needed for my mandelbrot set generator to work. I'm working this for already a week. I tried to reduce the canvas size from 400 by 400 to 200 by 200 and the speed increased a bit. Tried using multithread.js but still slow Here's the JavaScript code: //Create Continue reading Mandelbrot Set generator Mandelbrot & Julia Set Generator Here is a simple Java applet to help you generate your own Mandelbrot and Julia sets: Instructions; Click Generate Image to view the fractal. You can click on the picture to recenter it or you can manually enter the central coordinates (x0, y0). Then you can zoom in by increasing the dpi Python mandelbrot set generator. GitHub Gist: instantly share code, notes, and snippets

Mandelbrot Zoomer. The Mandelbrot Zoomer lets you explore the structure of the Mandelbrot set and it uses some interesting Silverlight techniques which you can read about how it was created in a related article. Mandelbrot Zoomer Note: This page needs Silverlight 4 installed In my previous post, I promised something fun with complex numbers in Excel.This is it. The Mandelbrot Set. The Mandelbrot Set is famous as a very visually-appealing fractal. It is based on iteratively applying a simple rule to complex numbers (which comprise a real and an imaginary part).. A complex number, z 0, is part of the Mandelbrot Set if it remains bounded (i.e. does not increase.

Because the Mandelbrot Set fractal is probably the most famous fractal, it is often being referred in fractal art. The discovery of the Mandelbrot set is a very emotional process. One never knows every detail of the Mandelbrot set and one will always find new, stunning patterns. Take yourself time and dive in this set of complex numbers The Mandelbrot set is the set of values of c in the complex plane for which the orbit of 0 under iteration of the quadratic map Z n+1 = Z n 2 + c remains bounded. That is, a complex number c is part of the Mandelbrot set if, when starting with Z 0 = 0 and applying the iteration repeatedly, the absolute value of Z n remains bounded however large. The Mandelbrot fractal is a mathematical curiosity that produces some striking images when magnified. Geek Note: The fractal is found on the complex number plane in the region -2-2 i to 2+2 i. Each pixel in an image represents a single point from this region. The colour of a pixel is determined by the speed at which the sequence z(n) = z(n-1)^2. JWildfire is a java-based, open-source fractal flame generator. Mandelbrot Fractal is a fractal explorer written in JavaScript. Fractal Grower is software written in Java for generating Lindenmayer Substitution Fractals (L-systems). Programs. Fractal zoom animation on a Julia set. Because of.

Mandelbrot Set. The mandelbrot set is one of the most famous fractal, and it's very easy to draw. In this playground you will learn how to plot this: Definition. The mandelbrot set is defined by the set of complex numbers c c for which the complex numbers of the sequence z n z n remain bounded in absolute value Click on Run Program! Want to learn more about the Mandelbrot set? Wikipedia has an article. Feel free to experiment with the program! For example, can you make it zoom in on some particularly interesting region?. Also, try experimenting with the L variable and the palette Mandelbrot pictures don't have to be colorful, of course. This one of the tip of the Mandelbrot set is rendered in gray scale. Finally there is a text field for a Factor that generates all the spice in the pictures. The RGB values generated as described above are multiplied by this factor The Mandelbrot set is named after Benoît Mandelbrot, a French American mathematician. The illustration below was created with Fractint, an ancient (1988!) but still maintained program that can create all sorts of fractals (the colors are from a palette called goodega, which was meant to work well on EGA displays, how 'bout that?)

Mandelbrot Explore

Since both programs have the same controls, I will only be using the Mandelbrot version, but all the steps should be identical for the burning ship version. I. Generating a fractal 1. Before you start the program, I recommend turning turbo mode on by holding the SHIFT key and clicking the green flag at the same time. 2 When you're ready to begin using the Fractal Science Kit fractal generator, a set of in-depth Tutorials help you learn how to generate Mandelbrot Fractals, Orbit Traps, Orbital Fractals, and L-System Fractals. In addition to covering the basic concepts, these tutorials explain how you can use complex transformations and color controllers to.

Web Mandelbrot - GitHub Page

The Mandelbrot Set is a simple but fast application that lets you render images of the famous Mandelbrot set fractal. You can zoom in and change colors Mandelbrot set. During the late 20th century, Polish mathematician Benoit Mandelbrot helped popularize the fractal that bears his name. The fundamental set contains all complex numbers C such that the iterative equation Z n + 1 = Z n 2 + C stays finite for all n starting with Z 0 = 0. As shown here, the set of points that remain finite through all iterations is white, with darker colours.

Exploration of the Real 3D Mandelbrot Fractal | Geeks3D

List of 10 Free Fractal Generators - TechLarv

September 1999 The Mandelbrot Set is the most complex object in mathematics, its admirers like to say. An eternity would not be enough time to see it all, its disks studded with prickly thorns, its spirals and filaments curling outward and around, bearing bulbous molecules that hang, infinitely variegated, like grapes on God's personal vine. [James Gleick, Chaos: Making a New Science. The Mandelbrot set is one of the most famous fractals and it is really simple to draw. Personally I enjoy a lot seeing how simple rules lead to complex patterns. Mandelbrot set representation from wikipedia. Definition. The Mandelbrot set is defined by a set of complex numbers for which the following function does not diverge when iterated from. Keys 1 to 5 are Mandelbrot sets with various powers. The normal X^2 Mandelbrot set is on key 1. (Hitting 1 is a good way to reset yourself if you get lost!) Key 6 is a Newton fractal, exponent 3, illustrating Newton's method for finding roots to 3'd order polynomial equations. Key 7 is the Newton fractal for exponent 4 Nice Mandelbrot Tattoo On Right Shoulder For Girls. Psychodelic Fractal Mandelbrot Tattoo On Back For Men. Red And Black Mandelbrot Fractal Tattoo On Shoulder. Simple Mandelbrot Set Tattoo On Arm. Simple Mandelbrot Set Tattoo On Left Arm. Simple Mandelbrot Set Tattoo. Simple Mandelbrot Tattoo On Upper Back. Small Black Ink Mandelbrot Fractal Tatto A fractal generator that offers support for various fractal types (e.g. Mandelbrot and Julia sets,... Jun 5th 2020, 15:30 GMT Windows 10 64 bit / Windows 10 / Windows 8 64 bit / Windows 8.

Mandelbrot Set in Excel

The Mandelbrot set consists of all of those (complex) c-values for which the corresponding orbit of 0 under x 2 + c does not escape to infinity. Figure 5: the black region is the Mandelbrot set — pick any c-value from this black reason and you will find that when you iterate x 2 +c the orbit of zero does not escape to infinity Deepest Mandelbrot Set Zoom Animation ever — a New Record! 2.1×10^275 By Orson Wang. Mandelbrot Set Formula with Complex Numbers. The above formula can be expressed in complex numbers. Using complex numbers, the function f is: f[z_] := z^2+C For many free software that plots the Mandelbrot set, see: Great Fractal Software I wanted to create a mandelbrot-generator in Pico. This current version is just a very basic PICO-adaption of code from Rosettacode.org. I'd like to add a zooming and panning functionality. If you'd like to jump in and help, that'd be highly appreciated, as I'm a true maths-idiot. Best, Tassil

FractalsOnline Fractal Generator

Mandelbrot and Julia sets - HTML5 canvas implementation and browser javascript benchmark . MandelX - a DirectX powered stand-alone Mandelbrot and Julia sets generator . Youtube video created with MandelX . Pictures generated with MandelX . Windows software section . DOS software section . Message Boar Deep Dream - Online Generator. Join us and make your images look like this one.It's a lot of fun and it is completely free Help & User Guide. Fractal Lab is a WebGL based fractal explorer allowing you to explore 2D and 2D fractal. The fractals are rendered using the OpenGL Shading Language (GLSL) to enable real-time interactivity

Mandelbrot Generator - FREE download Mandelbrot Generator

The Mandelbrot set is fun but implementing a simple viewer in WPF can be a challenge. The reason is that WPF is essentially a vector graphics system and the natural way to think of plotting the Mandelbrot set is to plot pixels.If you would like some background reading on fractals and the Mandelbrot set in particular then see - Fractals Here's Mandelbrot zoom to 10E+1116 with deep zoom into minibrot - 75,000,000 iterations: Or how about some Mandelbrot deep zoom to 10E+2431 at 60 fps - Needle Julia evolution - 30,000,000. TIMESTAMP 08/11/2009. The original Mandelbrot is an amazing object that has captured the public's imagination for 30 years with its cascading patterns and hypnotically colourful detail.It's known as a 'fractal' - a type of shape that yields (sometimes elaborate) detail forever, no matter how far you 'zoom' into it (think of the trunk of a tree sprouting branches, which in turn split off into.

The Mandelbrot set is generated by iteration. Iteration means to repeat a process over and over again. In mathematics this process is most often the application of a mathematical function. For the Mandelbrot set, the function involved is the simplest nonlinear function imaginable, namely x 2 + c, where c is a constant The Mandelbrot set is an example of a fractal in mathematics.It is named after Benoît Mandelbrot, a Polish-French-American mathematician.The Mandelbrot set is important for chaos theory.The edging of the set shows a self-similarity, which is not perfect because it has deformations.. The Mandelbrot set can be explained with the equation z n+1 = z n 2 + c.In that equation, c and z are complex. Benoit Mandelbrot, the father of fractals and fractal geometry, was a true maverick, as this interview reveals

Why would someone pay $140M for Jackson Pollock&#39;s &#39;Nofractal gifs | WiffleGif
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