Fifty years ago, on Thursday, April 4, 1968, Martin Luther King was assassinated. On Tuesday, April 9, 1968, his mortal remains were interred.

Dr. King loved to pose the Leibnizian concept, that the moral arc of the universe may be exceedingly long, but it bends toward justice. Fifty years later, it might be an appropriate time to provide Dr. King some justice; and it might well be that the corner that today’s “Russia-gaters” have painted themselves into, provides the universe with the circumstances to end J. Edgar Hoover’s legacy.

David Shavin, THE FBI’S ‘RUSSIA-GATING’ OF MARTIN LUTHER KING

The actual geometric construction for this report was posted five days ago, on April 18, 2018, and was meant to be a transformative exercise demonstrating WHY YOU SHOULD CONSTRUCT your own knowledge by yourself.  If you did not have the opportunity to make that construction, I suggest that you do, because it will give you the proof of what Lyn meant when he said: “Believe nothing that for which you cannot give yourself a constructive proof.”

PROMETHEAN MAN AND THE PRINCIPLE OF BIQUADRATIC RECIPROCITY

“Believe nothing that for which you cannot give yourself a constructive proof.”  Lyndon LaRouche

WHY YOU SHOULD CONSTRUCT

Recently, someone asked me why I keep saying that the most important thing to look for in a discovery of principle is what is not there. I told him that the reason for this kind of inquiry is simple: you always want to be ready for the unexpected; that is, for something that you thought could never exist.

This report is an epistemological exercise applying the recapitulation method of Saint-Irenaeus of Lyon to the Leibniz-Poinsot analysis situs geometry of number theory. Enjoy.

ANALYSIS SITUS OF WHOLE NUMBER RECIPROCITY AND HOW TO MAKE AN AXIOMATIC CHANGE

Dear Reader,

I am happy to announce the publication of LANTERNLAND on Kindle. Click on https://www.amazon.com/dp/B078VZW8WT#reader_B078VZW8WT.

This report on constructive geometry will no longer be available for free on my Galactic Parking Lot because, by publishing it in book form, I am hoping to prove that axiom busting ideas are not such rare commodities that they can’t pay for your lunch.

If you click on the book cover and you take a look at the polemical introduction, you will find our outrageous Rabelaisian character, Panurge, making a discovery of principle.

Until we get together again breaking the underlying chains of FLATLAND, thank you for your support,

Pierre