## Most Recent Fractal Animation

The above is a slice animation of the dynamical space of the quasiregular Zorich map, which is essentially a quasiregular analogue of the complex exponential map. In the last publication with Dr. Fletcher, we've shown that this map is in fact a Poincare linearizer.

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## Most Recent Fractal Drawn

This can be viewed as a density plot for the set of all forward orbits for points inside D(0,2) associated with the quasiregular analogue of the Mandelbrot set with distortion constant K = 1.1, and direction constant T = pi/8. The "brighter" a pixel, the more often points land on said point under iteration of the function.