..............2(3/2)(5/4)(7/6)(11/10)...........which is the same as below........Euler's product..............with the 1st 5 primes...........................2, 3, 5, 7, 11........what I call the prime fundamental..............the power of 5.....................................Gauss at the age of 14 noticed a pattern in the distribution of primes.............for powers of ten.................................5 is half of ten........1/2..........................like 1/2 + 14i.........the location of the 1st zero............
Saturday, November 25, 2017
10's................F. Gauss......................................10 divided by 2.........or multiplied by 1/2........the same thing..........is 5..................5 terms..........but if u look at the fractions...............there are ten numbers........if u write 2 as 2/1................as any number can be considered a fraction over one............they equal the same thing.........they equate.....................so the 1st 5 terms of Euler's product........the prime side...........can be written as below......................also it could be written as...........(2/1)(3/2)(5/4)(7/6)(11/10).................ten numbers..........................all different........how strange is that?..................5 terms.....................ten numbers...............1/2........................
..............2(3/2)(5/4)(7/6)(11/10)...........which is the same as below........Euler's product..............with the 1st 5 primes...........................2, 3, 5, 7, 11........what I call the prime fundamental..............the power of 5.....................................Gauss at the age of 14 noticed a pattern in the distribution of primes.............for powers of ten.................................5 is half of ten........1/2..........................like 1/2 + 14i.........the location of the 1st zero............
..............2(3/2)(5/4)(7/6)(11/10)...........which is the same as below........Euler's product..............with the 1st 5 primes...........................2, 3, 5, 7, 11........what I call the prime fundamental..............the power of 5.....................................Gauss at the age of 14 noticed a pattern in the distribution of primes.............for powers of ten.................................5 is half of ten........1/2..........................like 1/2 + 14i.........the location of the 1st zero............
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