The Worlds Largest Magical Hexagon

[NotLKH]

For your consideration, I present to you an astounding structure!

Some might have thought it improbable, A few would even have said "Impossible!"

However, What you will see here is something truly amazing.

It doesn't slice, nor does it dice. What does it do?

Absotively, posilutely Nothing!

But it doesn't start with 1, and it is the biggest one that doesn't in the world today!

gasp!

Previously seen only by up to 6 Non paying observers, this Structure had existed, available for 15 US Dollars, as the inside back cover of "Magic Hexes; Why One? copyright February 2004, Louis Hoelbling, [email protected]", but due to the overwhelming nonresposiveness of the world at large I offer you this image for...
Not $10, Not $5, you don't even have to send me a single cent!

ITS FREE!!!

Yes, you now can see a 6 Ring Magical Hexagon, that uses all the integral numbers from 21 thru 111 inclusively! Its Magic Number is 546, and every one of its rows, in any of the 3 major hexagonal directions adds to this magical number.

Certainly, I have generated thousands of 5 Ring Magical hexagons on My PC, and millions of 4 Ring magical hexagons, and lets not forget I have every {56} single 3 Ring Magical Hexagon that are individually unique, {ie... any other 3 ring magical hexagon is a transformation via rotation, reflection, multiplication, or any combination thereof} But This 6 Ring is My Largest, 1 of several Hundred that I've generated so far.

To Quote the Famous Gentleman, a man of High standing in the Mathematical world at large, Mr. Martin Gardner, This is part of "Some new path-breaking results on Magic Polygons"

So, Come One, Come All!

refreshements can be found in the back.






-Lou

-PS: I would have posted a 7 ring version by now, but I had to quit developing my Progie. It generates the 3 rings in under a second, it starts iterating all the 4 rings within seconds, it hits the first 5 Ring within 2 minutes, and with the proper tweaking I can get it generating 6 ring Magical Hexagons within 30 minutes. But, with so many numbers in a 7 ring, I need a new strategy for analyizing my triangulating equations, to get it to return a solution within a mortals lifespan.