Easy to lost @xlace

Uploaded December 2021 | Updated September 2026, 6 hours ago

Fractal animation rendered with Mandelbulber program
mandelbulber.com
patreon.com/krzysztofmarczak

Animation was rendered thanks to computing power shared by Stephen Sink youtube.com/user/paigan0

$Julia Morph 3D - Hypercomplex - Quaternionic - Trigonometric Morphing between Four types of Julia fractal formulas: 1. Hypercomplex formula proposed by David Makin: http://www.fractalforums.com/3d-fractal-generation/true-3d-mandlebrot-type-fractal/56/ (post #56) 2. Quatenionic formula 3. Hypercomplex formula proposed by David Makin: http://www.fractalforums.com/images-showcase-%28rate-my-fractal%29/%27real%27-3d-mandelbrot-attempt/ (post #7) 4. Trigonometric formula proposed by Daniel White http://www.fractalforums.com/3d-fractal-generation/true-3d-mandlebrot-type-fractal/ (post #10) © Copyright by Krzysztof Marczak$ $Fractal animation driven by sound This animation was rendered using upcoming Mandelbulber 2.10. Fractal shape is changing together with music. Amplitude of different frequency bands controls different fractals parameters and light. Music: Stephen Sink - Monks (https://www.youtube.com/channel/UC-RDlNOPtZa5nEz0hN49_Qg) In the new version of program there is possible to assign different audio track to each animated parameter. In each audio track there can be selected frequency of interest (with help of frequency spectrum chart). Animation generated by sound can be mixed with keyframe animation. https://www.patreon.com/krzysztofmarczak$

$Flight through hybrid fractal 2$

$Orbit traps 3D fractal Animation rendered using Mandelbulber 2.05 Purpose to do this animation was to test new keyframe engine and NetRender feature in Mandelbulber program. It was rendered in headless mode using two Linux machines (headless feature is in development). During rendering of this animation I have found and fixed several bugs in the software. Parteon: https://www.patreon.com/krzysztofmarczak$ $Mandelbulb close up This is my first animation rendered using Distance Estimation algorithm. DE threshold is dynamically changed for each pixel according to perspective factor and zoom ratio. This is z^6 + c type fractal © Copyright by Krzysztof Marczak$

Mandelbulber tutorial part 5 - Material editor - color

$Fractalized Nyan Cat 4K Animation with 3D fractal covered by Nyan Cat animated texture wrapped by fractal shapes. It was rendered to test new texture mapping functions in OpenCL rendering engine in Mandelbulber program (development version of Mandelbulber 2.15). There was used Fractalize Texture option. https://www.patreon.com/krzysztofmarczak https://github.com/buddhi1980/mandelbulber2$