A magic square a day keeps the trouble away… or should I have said, lets the trouble stay? Well without further ado, enjoy the site!

B Puzzled

Bestaat er een Franklin vierkant van zijde 12?

De vragen na de mediastorm hebben geleid tot veel verwoede pogingen het eigenlijke probleem op te lossen. Het heeft geleid tot een intrigerend antwoord.

Meer hierover »

For all n > 1 there exists an n-multimagic square of order > 1.

The proof and explicit formula's with examples will be published in the October 2007 issue of the American Mathematical Monthly. In fact we (i.e. Harm Derksen, Christian Eggermont and Arno van den Essen) also show the analogue statement is true for all higherdimensional cubes.

A preprint can be found at arXiv, but is rather more difficult and technical to read than the one published in the AMM, in time I will add the rewritten article to this site.

Meer hierover »

20 05 c d -25-c-d
e f g h -e-f-g-h
g+h-20 -5-e-f-g -c-f-g-h -d+e+f 25+c+d+f+g
-c-d-g-h 25+c+e+f+g b+c+d+f+g+h -25-e-f -5-c-f-g
c+d-e -25-c-f -5-c-d-g 25-h 5+c+e+f+g+h
Have fun playing with this magic square with the following properties:
braided cardboard

I started with a straight piece of cardboard and slit it twice, folded and braided. Can you do it?
No glue, tape or lose ends...

Bonus question: what was I cooking while making this?

hints »

Other websites: Ancient or should-be-almost-alive-by-now-because-of-the-fungi-websites by me:
0 π
Copyright © 2004–2007 Christian Eggermont, All rights reserved.
XHTML 1.0, CSS, 508.
Please consider using another browser, since this site works and looks much better in a (more) standards compliant browser!. I'm not the only one having some trouble, read an article on it.