Some months ago I described in a post how to build a projection (Schlegel diagram) of a tesseract, and show a four-dimensional point inside it. Since then I have used it to review the symmetries of (w,x,y,z,) four-dimensional tuples by observing the 3D projection of the cloud of points.
Recently I have been able to use it for a real problem of a MSE user. Here is the link to the question. I am really happy to have been useful to somebody else. This are two of the projections of the more than 4 \cdot 10^4 four-dimensional cloud of points of the problem. They look gorgeous!
(w, x, Shadow of plane(y,z)):
(Shadow of plane(w,x), y, z):
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