‘The Mandela Effect’. This being reasonably known, the focus herein is upon the Western European practices involving interdimensional communications.

in the 13th Century with Ramon Lull (1232–1315), a philosopher, logician, Franciscan tertiary; he is considered the pioneer of computation theory, greatly influencing in the 17th century, Gottfried Leibniz (1646–1716) a German philosopher and polymath conceiving the grand ideas of differential and integral calculus independently and simultaneously with Isaac Newton’s similar conceptions. It is from Lull’s employment of his paper machine operated by contra-rotating concentrically arranged circles to combine his symbolic alphabet, consisting of 16 figures presented as complex, complementary trees, repeated on each level. These combinations were said to show all possible truth about the subject of inquiry. Lull based his notion on the idea that there were a limited number of basic, undeniable truths in all fields of knowledge, and that everything about these fields of knowledge could be understood by studying combinations of these elemental truths. https://en.wikipedia.org/wiki/Ramon_Lull Leibniz wrote his dissertation about Lull’s Artard, integrating it into his metaphysics and philosophy of science. It was Leibniz who gave Lull’s methods the name “ars combinatoria”.

Here, we are able to trace back the origin of the quantum computers manufactured by D-Wave Systems, and their employment of “combinatorial optimization” as the primary mathematical operating system. Their quantum computers, with similar machines at IBM, Microsoft and others, presently undergoing development, rely upon a quantum effect known as “quantum superposition”, wherein zeros and ones, simultaneously reside in a combined state of both numbers. This can be envisioned as the two sides of a coin, with the coin spinning on its edge, one side is zero, while the other is one. Thus, modern “combinatorial optimization”