The following post is rather simply motivated. It is part of my required pre-course work - a school assignment. The goal is simply to pick 10 images that I find interesting and to explain my picks. What follow are simply what happens to interest me at the moment of this posting.
A Geometric Offering: GEB-EGB Trip-let
Having come to the end (finally!) of the voluminous tome
that is Gödel,
Escher, Bach: An Eternal Golden Braid by Douglas R. Hofstadter, I decided
to try my hand at reproducing the GEB-EGB trip-let that forms the cover image
(at least on the copy of the book that I was reading). This self-imposed
exercise came as a welcome change of pace from the mathematical-typographical
exercises that Hofstadter presents (punishes?) his readers with. Hofstadter
describes the cover image thus:
Cover: A "GEB" and an
"EGB" trip-let suspended in space, casting their symbolic shadows on
three planes that meet at the corner of a room. ("Trip-let" is the
name which I have given to blocks shaped in such a way that their shadows in
three orthogonal directions are three different letters. The trip-let idea came
to me in a flash one evening as I was trying to think how best to symbolize the
unity of Gödel,
Escher, and Bach by somehow fusing their names in a striking design. The two
trip-lets shown on the cover were designed and made by me, using mainly a band
saw, with an end mill for the holes; they are redwood, and are just under 4
inches on a side.)
GEB-EGB trip-let as depicted on the cover of my copy of Gödel, Escher, Bach |
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