Squaring a circle on Pi day!

Pie upon reflection is nothing but 3.14!
A new version of a design I had created a year ago.
Original idea stolen from the Interwebs

Since it is Pi(e) day, I thought it would be fun to share another design I had created a while ago in response to one of the longest running challenges in geometry: the challenge of squaring a circle. As wikipedia says:

Squaring the circle is a problem proposed by ancient geometers. It is the challenge of constructing a square with the same area as a given circle by using only a finite number of steps with compass and straightedge.

Turns out this is impossible to do—and the main reason are the fascinating properties of the number Pi. More on that here. As Wikipedia goes on to say:

The transcendence of pi implies the impossibility of exactly “circling” the square, as well as of squaring the circle.

This is why “squaring the circle” has come to represent trying the impossible.

Impossible you say? Hah! I laugh at the face of such odds.

I am here to announce that after thousands of years of failure I have finally done what no one has ever done before – I have squared a circle. Not just that, I have gone one step further, I have also circled a square. The proof is in the pudding-pie you say! Well see for yourself. The design below should be self-explanatory.

Squaring a circle by circling a square

The square in the middle is actually a circle and the circle outside is actually a square! Or is it the circle inside is actually a square or the square outside is actually …? Hmmm… Either way, Happy Pi Day!

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