The Magic Encyclopedia ™

The Magic Hyperline
(by Aale de Winkel)

A hyperline of dimension n is a line through the n-dimensional hyperspace
A figure consisting of such hyperlines with m corners is a hyperline figure or order m
In case of p numbers on each line the figure has suborder p
a symmetrical figure with no crossings
a symmetrical figure with crossings
Magic Hyperline Figure
In case the number on all the hyperline figures lines sum to the same number
the figure is called magic

This is a novel subject defined by the author to bridge the items of "perimeter magic polygons" and "magic stars", various stars consists of superimposed polygons. It is the authors intent to show that in these cases these stars can be derived from the polygons using relatively simple numberadjustment functions.