Mandelbrot Fractal-Zoom : Antenna 5 - Fractal eXtreme Animation @ArthurStammet

Uploaded August 2012 | Updated September 2026, 2 minutes ago

Mandelbrot 2D Fractal-Zoom created in Fractal eXtreme by Arthur Stammet. A high density render of this fractal is intended to be used as footage for art videos with music.This demo is presented in a DVD-Widescreen-resolution. A high quality render in 1080p will soon be available on the author's website, which is actually under construction.

$Mandelbrot Fractal-Zoom : Antenna 5 - Fractal eXtreme Animation Mandelbrot 2D Fractal-Zoom created in Fractal eXtreme by Arthur Stammet. A high density render of this fractal is intended to be used as footage for art videos with music.This demo is presented in a DVD-Widescreen-resolution. A high quality render in 1080p will soon be available on the authors website, which is actually under construction.$

Ornamental System 4 - Fractal eXtreme Footage

$Similarity Scanner - A Cinematic Fractal Journey made with Mandelbulb 3D and Filmora Similarity Scanner – A Cinematic Fractal Journey Immerse yourself in the infinite beauty of self-similarity with this mesmerizing fractal animation, rendered in Mandelbulb 3D and enhanced in Filmora for a striking cinematic aesthetic. The film unfolds as a single, continuous fractal sequence—beginning with a slow, meditative approach before accelerating into a breathtaking labyrinth of symmetric. An infinity of bulbs and countless Eiffel Tower-like structures, each varying in size and orientation, reveal the endless complexity of mathematical art. This ride begins on an outer part of the structure and scans, step by step, cut by cut, all the shapes we pass through. This series is in reality a kind of animated plan of a mandelbox and boxfold hybrid, showing as well the exterior and the interior parts of the repeating selfsimilar structures. These cuts show how macroforms find themselves in microshapes, growing up to new macroshapes containing similar microcopies of themselves. The scanner allows to show what all these bulbs contain: a complete, highly organized universe, structured by using the universal rule of the main formula. The accompanying soundtrack, World Wide Web (1997) by Arthur Stammet, is an acousmatic masterpiece that mirrors the fractal’s depth. Composed during the early days of the internet, the piece embodies the slow, evolving nature of digital connection—layering synthetic sounds in a gradual crescendo, punctuated by fleeting sonic fragments. Like the fractal, it is a world of pure abstraction, where even a coffee machine’s drops become part of the virtual soundscape. A celebration of recursion, geometry, and digital artistry. Rendered with Mandelbulb 3D (https://www.mandelbulb.com/2014/mandelbulb-3d-mb3d-fractal-rendering-software/). Stills taken from the movie are shown in this Gallery: https://stammet-petit.smugmug.com/Arthurs-Creations/Video-and-Animation/Movie-Stills/Similarity-Scanner-2025 Other videos created with Mandelbulbs and Arthur Stammets soundtracks are listed here: https://www.youtube.com/watch?v=Xg0lBeuNChE&list=PLM9qeWhMS6lvjddtJ2VvHDvWifI4zXFZh A high quality, mastered, version of this movie is available on Vimeo in a playlist containing Arthur Stammets Mandelbulb animation movies: https://vimeo.com/showcase/2085355 #FractalArt #Mandelbulb3D #CinematicFractal #SelfSimilarity #DigitalArt #ExperimentalMusic #Acousmatic #ArthurStammet #MathArt #InfiniteGeometry #VisualMusic #Filmora #AlgorithmicAesthetics$ $Skylines - Mandelbulb 3D fractal animation$ $Doomed - Soundtrack by Jérôme Kauffmann (Mandelbulb 3D Animation) This Movie has been created in August 2017 by Arthur Stammet and is based on Jérôme Kauffmanns original soundtrack. The fractal animation has been created by Arthur Stammet with Mandelbulb 3D. Mounted in Premiere CC2017.$

Silence by Kira Kushnirova - Fractal Videoclip

$Looking for a New Home (fractalforums.com competition 2013) - Mandelbulb 3d fractal animation$ $Many Ways Out - 3D Fractal Animation Fractal animation created by Arthur Stammet in october 2013. Soundtrack based on excerpts from a ballet-music composed by Arthur Stammet in 1991. This fractal animation is a dynamic meditation on Philip Pullmans quote When you choose one way out of many, all the ways you dont take are snuffed out like candles, as if theyd never existed. At that moment all [ones] choices existed at once. But to keep them all in existence meant doing nothing. Unable to decide what should be the very best exit out of a Menger Cube, the complex rotation of this 360° Panorama, just shows an infinity of possible exits. No decision has been token at the end and the centered, calm and meditative Zen-atmosphere, brought to the listeners ears at the beginning, returns after the unanswered question. Nothing really happened! The animation has been realized with BluffTitler and Bixorama. The FX Reflection Rotation turns in a complex way around the X, Y and Z axis, animated with an Overhauser Spline. This very interesting approach is possible thanks to the implementation of DDS panoramas, used as reflections in BluttTitler and rendered with the 360° view camera in Mandelbulb 3D. Great thanks to Jesse for having offered this possibility in his Mandelbulb 3D amazing software. On the contrary to Quicktime panoramas, animated BluffTitler panoramas have the great advantage of not stopping the rotation, when reaching the floor or the ceiling, forcing a rotation around the Y axis instead of continuing to change the angle. The eletronic soundtrack has been realized by the author with some digital synthesizers (Casio CZ5000, Yamaha FB-01 and DX-11), driven in large parts by an ATARI-Software (The Composer) programmed by Arthur Stammet.$

Au bord de leau (Gabriel Fauré) by Duo Lys (Valérie Stammet, soprano & Liliane Silva, piano)

The Voice Of The Silenced, feat lyrics by Andrea Arpetti - Soundtrack by Jérôme Kauffmann

$The Arrival - Soundtrack by Claude Zeimes (Mandelbulb 3D Animation) This movie has been created by Arthur Stammet on a Soundtrack composed and recorded by Claude Zeimes. The fractal animation has been rendered in Mandelbulb 3D.$