Authors: Toshiro Takami
I proved the Goldbach's conjecture. Even numbers are prime numbers and prime numbers added, but it has not been proven yet whether it can be true even for a huge number (forever huge number). All prime numbers are included in (6n - 1) or (6n + 1) except 2 and 3 (n is a positive integer). All numbers are executed in hexadecimal notation. This does not change even in a huge number (forever huge number). 2 (6n + 2), 4 (6n - 2), 6 (6n) in the figure are even numbers. 1 (6n + 1), 3 (6n + 3), 5 (6n - 1) are odd numbers.
Comments: 11 Pages. It has been refined
[v1] 2018-08-23 20:46:02 (removed)
[v2] 2018-09-20 19:53:51
[v3] 2018-12-18 06:57:22
[v4] 2019-04-21 01:03:30
[v5] 2019-04-25 05:30:17
[v6] 2019-04-25 17:56:45
[v7] 2019-05-25 22:32:05
[v8] 2019-06-14 03:55:26
[v9] 2019-06-16 16:31:39
[vA] 2019-06-19 07:23:49
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