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Monthly Archives: August 2011
Jugde the pi. Actually pi (x) part one
Above, we take divide ith row by (i+1) row and call this table R1sequences. As you know, the sequences have their limit in 1/2, which reminds us of the Zeta from Riemann. Had we associated colors with the nth R1 … Continue reading
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Grigori Perelman and making +EV decisions
“Emptiness is everywhere and it can be calculated, which gives us a great opportunity. I know how to control the universe. So tell me, why should I run for a million?” G. Perelman Thank you Grigori Perelman. Assume the existence … Continue reading
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3, 2.7, 2.7, 2.33, 2.33,…
If you know the Rsequence, then see that first (k+1) blocker divided by the last kth blocker gives the sequence: 3 27/10=2.7 81/30=2.7 243/104=2.33 729/312=2.33 Intereresting indeed as we see last blockers from kth row have something great hidden within … Continue reading
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Existence of Unity: actors judged by observers
It is highly advanced, albeit might not look as such. Won’t use sophisticated terms or topology to make it more approachable and comprehensible. Lets assume unity (1) {*} exists objectively, in Goedel terms. From the objective existence, we deduce we … Continue reading
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