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From: 100% Original Musatov on 2 May 2010 12:12 How do we regulate truth with numbers and what are the limits of numbers to express truth? Consider the origins of the universe to be an exponential Lewis Carroll rabbit-hole into Einstein's ethereal description of expanding space and suddenly a comparison of two single quantities against a third does not quite seem to really express what we imagine experiencing as vantage from the coveted seat of impartial observers of life beyond the confines of limited time to convey what is really happening around us, what has happened, what will happen. A simplest fork of an afar equation in the form of a statement: P versus NP Bone chilling, indeed. Let N equal 10. Let P equal 3 and the lesser p equal 9. It is actually greater. Let 3p/9 prove P equals 3 and p equals 9. 3N/P equals N proves N is ten. Iff N equals 10 Let H equal 1 and Let T equal 0. Derive N equals HT equals equals 0 From N equals 1*0 equals 0. Enjoy the fireworks. http://meami.org
From: glird on 2 May 2010 14:08 On May 2, 12:12 pm, "100% Original Musatov" <marty.musa...(a)gmail.com> wrote: >Let 3p/9 prove P equals 3 and p equals 9. Given 3p/9 and p = 9, then 3p/9 = 27/9 = 3. That has nothing to do with P; which is not present in there. >3N/P equals N proves N is ten. IF a value is given for P, then 3N/P = N might or might not prove that N = 10. Otherwise, as in the present case, 3N/P = N -> 3/P = N/N = 1 proves that P = 3 regardless of the value of N. If P = 3 and N = 10, then 3N/P = N = 30/3 = N = 10 is correct. However, if P = 4, then (3N/P) =/= (N = 10). > Enjoy the fireworks. Your bullshit is not fireworks.
From: porky_pig_jr on 2 May 2010 18:55 On May 2, 12:12 pm, "100% Original Musatov" <marty.musa...(a)gmail.com> wrote: > P versus NP > To Pee versus To Not Pee, this is the question. > Bone chilling, indeed.
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