Epstein Secrets

k Handles Not the 9 O’Clock News The Two Ronnies Andre Previn Self Defense Against Fruit Morecambe and W

ain infinity to a child they immediately ask “What's infinity plus one.” A particularly smart kid I met, Dermot, asked, “What's infinity plus three?” Hilbert’s Hotel allows us to answer this problem in a way we can visualize. HOUSE_OVERSIGHT_015872 vhylbyyy | | tt tt VAVAVAVA A MY YI | i tt tt tt tt tT

ill, this is an illusion. I simply don’t believe this. If I am right and humans do exercise free will, Andrew Wiles cannot be a computer. And because Andrew is not alone in discovering proofs, those mathematicians cannot be computers either. Humans are, therefore, not computers. The Chance Objection I s

r the occupants of the bus is larger than infinity. Real Numbers What about the real world we live in? Is the larger infinity we failed to fit into Hilbert’s Hotel present, or was it just a mathematical fiction? Hold up your thumb and index finger for a moment. The gap between them is a distance. Most li

ough the creative endeavors of human beings. When Andrew Wiles discovered his solution to Fermat’s Last T

disproof of P =NP @ 1.5 The Poincaré Conjecture @ —- Solved 1.6 Riemann Hypothesis °° 1.7 Yang-Mills Theory @ 1.8 Can we understand and solve all 23 Hilbert Problems ™** 1.9 Goldbach Conjecture ™ 1.10 Is mathematics fundamental to or simply a good model of our Universe? "° 1.11 Is mathematics an emergent

e gathered there were the ones chosen by the risen Jesus to be able to see Him, the list including Peter, James, 129 HOUSE_OVERSIGHT_013629 John, Andrew, Philip, Thomas, Bartholomew, Matthew, James, Simon and Judas. “_..they were all filled with the Holy Spirit and began to speak with other tongues, a

black high hat, abracadabra. The Hebrew word for word, davar, also signifies thing. This view contrasts with the mathematical formalists, among them Hilbert, who considered the signifiers of abstract mathematics simply symbols used in a game, the rules of which being arbitrary, must include proofs of cons