500 yr old math puzzle solved - ascension sign?

A 14 yr old boy solved a major math puzzle that was posed 500 years ago!! It took him about two weeks 'of concentrated effort', said Daniel Bezdek of Calgary.

All the greatest math minds look at these puzzles, but this kid solved it by himself. It is taking several authorites to even verify the solution.

That alone points to humans developing mental abilities consistent with ascension or enlightenment.

The puzzle itself struck me as synchronous with my recent 'piqued' interest in crop circles.

The puzzle is described as:
"can a polyhedron [multiple faced object] be 'cut' along its edges and then unfolded flat in one piece, but without any overlap"

It is difficult for me to even just envision these shapes unfolding without overlapping, or to see the problem mathematically. The kid used magnets to form the shapes [polyhedrons] to study them, whereas the other math wizards had used paper shapes. I think it is a little like orygamy, where that bird could be unfolded too, and laid flat, because thats where it started. Hey, thats it.

It is these 3-D shapes that relates to crop circles, BECAUSE THE NEWER CROP CIRCLES ARE 3-D. There has even been a crop circle face [appears the same as the 'face on mars'!] with depth to it, a crop circle with perspective.

The man who posed the question 500 years ago, named Durer, had an interest in ART, and it was that talent for drawing 3 dimensionally, to give it "perspective", that led him to the question. Drawing a 3-D box is a simple example. We can see how that could be done mathematically, and we can see how it could be unfolded, and laid flat, without overlap.

Durer, in trying to accurately portray 3-D, getting the proportions of a human face just right, he set up a system of grids to represent depth as well as the other two dimensions. Thats where the question came up, because he used math to do these grids.

The Sacred geometry that we are familiar with in crop circles often have that 3-D quality to them, if you see them from the air they look 3-D.

So if this kid figures out some part of doing them mathematically, that would be the first step in being able to make a hologram of a polyhedron, to be digitally expressed, reduced to math, probably laid out flat without overlap!!

Crop circles seem to be done with some sort of holgraphy, those little balls of light flying over could be using earth magnetism and other forces, but some intelligence is giving the earth forces digital instructions for the shapes. Holography means that the math of the shapes has to be able to be written down.


It is a big first step in another area: protien folding.


"protien folding" is considered to be "one of the greatest unsolved biological questions of this age" . The kid has an interest in this too.
Protiens, chains of amino acids, are the body's most elemental building blocks and disruptions in these are behind the neurodegenerative diseases like Alzheimers and Mad Cow, ALS.
The mystery of the folding of protiens is because they "ARE UNIQUE THREE DIMENSIONAL SHAPES"

- SAME AS CROP CIRCLES SHAPES ARE DESCRIBED -

There.
Now do you see what I mean? This kid solved something that blocked our understanding about these important shape issues [crop circles, protien folding], and he did it AT THIS TIME.

What time is it?

Karlin Tweet