The twin primes' infinite rule

Abstract

In this paper, the rule of infinite twin primes is found. Generally speaking, the superposition of twin primes produces a third pair. A pair of twin primes plus a pair of twin primes produces a third pair, Starting with the third pair of twin prime pairs, for each pair of twin prime pairs, two pairs of twin prime pairs can always be found in the preceding pair, such that their sum is equal to the sum of this pair of twin prime pairs; Or from the second pair of twin primes (an,bn), at least one pair of twin primes can always be found in front of it, such that their sum is equal to the sum of some pair of twin primes following this pair (an,bn).