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Metatronbrot - Art, Science & Spirituality

In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered by Vincent Garant-Pelletier & Dominic Rochon in…
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Metafractals

Tetrabrot - Principal 3D Slice

77 Pins
The Arrowheadbrot | Guillaume Brouillette & Dominic Rochon, 2019. In multicomplex dynamics, the Arrowheadbrot is a 3D generalization of the Mandelbrot set. This 3D Fractal shape can be interpreted as one of the eight principal 3D slices of the 8D tricomplex Mandelbrot set. #arrowheadbrot, #3dfractals, #fractals, #3dmandelbrot, #mandelbrot, #metatronbrot, #tricomplex, #mbe8d

Arrowheadbrot - Principal 3D Slice

15 Pins
The Hourglassbrot {by Guillaume Brouillette & Dominic Rochon, 2019}. In multicomplex dynamics, the Hourglassbrot is a 3D generalization of the Mandelbrot set. This 3D Fractal shape can be interpreted as one of the eight principal 3D slices of the 8D tricomplex Mandelbrot set. #hourglassbrot, #3dfractals, #fractals, #3dmandelbrot, #mandelbrot, #metatronbrot, #tricomplex, #mbe8d
The Hourglassbrot {by Dominic Rochon, 2020}. The Hourglassbrot with two 3D divergence layers to infinity as halo effect. In multicomplex dynamics, the Hourglassbrot is a 3D generalization of the Mandelbrot set. This 3D Fractal shape can be interpreted as one of the eight principal 3D slices of the 8D tricomplex Mandelbrot set. #hourglassbrot, #3dfractals, #fractals, #3dmandelbrot, #mandelbrot, #metatronbrot, #tricomplex, #mbe8d

Hourglassbrot - Principal 3D Slice

10 Pins
Mousebrot {by Pierre-Olivier Parisé, 2017}. Principal 3D Slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered by Vincent Garant-Pelletier & Dominic Rochon in 2009, it can be interpreted as a particular case of dynamics of 4 complex variables. #mousebrot

Mousebrot - Principal 3D Slice

2 Pins
Turtlebrot {by Pierre-Olivier Parisé, 2017}. Principal 3D Slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered by Vincent Garant-Pelletier & Dominic Rochon in 2009, it can be interpreted as a particular case of dynamics of 4 complex variables. #turtlebrot
La tartaruga delle Sirene {by Dominic Rochon, 2018}. Artistic illustration of the TURTLEBROT in the "Grotta delle Sirene", Tivoli. The Turtlebrot is a principal 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered by Vincent Garant-Pelletier & Dominic Rochon in 2009, it can be interpreted as a particular case of dynamics of 4 complex variables. #3dmandelbrot, #turtlebrot, #metatronbrot

Turtlebrot - Principal 3D Slice

3 Pins
METAFRACTAL - METABROT (Pseudo-OCTAHEDRON with fractal corners) {by André Vallières, 2018}. The Metabrot is a principal 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered in 2009, it can be interpreted as a particular case of dynamics of 4 complex variables. #metabrot, #metatronbrot, #metafractals
METAFRACTAL - METABROT (Pseudo-OCTAHEDRON with fractal corners) {by André Vallières & Dominic Rochon, 2018}. The Metabrot is a principal 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered in 2009, it can be interpreted as a particular case of dynamics of 4 complex variables. #metabrot, #metatronbrot, #metafractals

Metabrot - Principal 3D Slice

15 Pins
Regular Octahedron - Airbrot (Perplexbrot)
AIR ELEMENT - AIRBROT: Principal 3D Slice of the 8D Tricomplex Mandelbrot set. #metatronbrot
Airbrot Mandala - Air Element {by Dominic Rochon, 2018}. The AIRBROT (Octahedron) is a 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. The name "Metatronbrot" refers to the 2D geometric shape of the so-called Metatron’s Cube of the Flower of Life, where the same three Platonic Solids (the cube, the tetrahedron & the octahedron) can be found with an orthogonal projection. #airbrot, #metatronbrot

Airbrot - Principal 3D Slice

9 Pins
Regular Tetrahedron - Firebrot
Metatronbrot - Firebending (i_1=0.3) | Dominic Rochon, 2021. In multicomplex dynamics, the "Firebrot" can be interpreted as one of the eight principal 3D slices of the tricomplex Mandelbrot set. #firebrot, #firebending, #mandelbrot, #metatronbrot, #tricomplex

Firebrot - Principal 3D Slice

12 Pins
Regular Hexahedron - Earthbrot
Mandel-Life {by Metafractals on DeviantArt}. Artistic illustration of the Mandelbrot set in growing relationship with the Earthbrot (hexahedron). The EARTHROT in an idempotent 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. #fractalart, #digitalart, #mandelbrot, #3dmandelbrot, #earthbrot, #metatronbrot

Earthbrot - Idempotent 3D Slice

13 Pins
Metacube - Zoom in {by Dominic Rochon, 2018}. The METACUBE is a pseudo-hexahedron with fractal corners generated from a 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. Discovered in 2009, it can be interpreted as a particular case of dynamics of 4 complex variables. #3dmandelbrot, #metacube, #metafractals, #metatronbrot
METAEARTH - Alchemical symbol of the METACUBE {by Dominic Rochon, 2018}. The METACUBE is a pseudo-hexahedron with fractal corners generated from a 3D slice of the Metatronbrot. In multicomplex dynamics, the METATRONBROT is the 8D tricomplex generalization of the Mandelbrot set. #mandelscarab, #metatronbrot, #metafractals

Metacube - Idempotent 3D Slice

10 Pins
STARBROT - MERKABAH. Animation of the "Stellated octahedron" (name given to it by Johannes Kepler in 1609). #merkabah, #starbrot, #metatronbrot

Starbrot - (1+1) 3D Slices

32 Pins
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