User:Grigorita Lucian Florin/sandbox

Here is a new conjecture about prime numbers. The name of the conjecture is "The conjecture of Galifeo". The conjecture of Galifeo states : 'Any even gap between two consecutive prime numbers is repeated perpetually (infinitely)' In 1978 I wrote an short essay about the dilatation of information and redundancy. In my own words : Any information (I) had to contain a redundant amount of information in order to constitute useful information computationally analyzable and inteligibile. Otherwise it is random information and cannot be processed algorithmically useful in polynomial time. Prime numbers are containing a high order, they are not random. The sequence of prime numbers is a progression with infinitely repeatable oscillating variable ratios. If the conjecture is true the most relevant conjectures about prime numbers are true including the famous Riemann hypothesis.