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.

Tricomplex Dynamics - 8D Mandelbrot set by Dominic Rochon, 2018. Genealogical schematization 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.

The
Tetrabrot with the hyperbolic bifurcation diagram by Raphaël Gervais Lavoie, Samuel Lemay and Dominic Rochon.