Because of appearing consecutive primes of any class independently

Besides,

Total number of such groups equal to the half of the total number of primes

Number of G ⁰ equal to the total number of groups of primes of the same class, i.e. to the half of the total number of primes 

Number of V ⁰ equal to the total number of single primes, i.e. 1/4 of all variations

So,

the ratio of  V⁺ or V^- to V⁰
and, the same,
the ratio of coefficients for V^~ and V⁰ in the formula of distribution of proportions of variations' absolute values for the infinite set of primes is equal

[ Up ] [ Introduction of Variation ] [ Regular and Repeating Groups ] [ Groups in the Range until 100,000 ] [ Groups in the Range until 1,000,000 ] [ Key of Primes Structure ] [ Distribution of gaps and variations ] [ Boolean Algebra of Classes ] [ Consecutive primes ] [ Groups of primes in the infinite set ] [ Groups of primes in a limited range ] [ We have for each kind of regular and repeating groups ]