# Zeck

## Equation

$x^2+y^2-z^3(1-z) =0$

## Properties:

• degree 4
• almost smooth, except for a point singularity at the origin
• bounded, contained in a (closed) sphere of radius 1

## Some story

Zeck computed very nicely for me. Using a random projection It folded down into merely two faces. The blocky version looks nothing like what the actual surfaces does.

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