I have found an interesting result after looking at the Goldbach Conjecture.

It suggests that if there is a smaller Goldbach partition then there is always an equal or larger Goldbach partition.

Looks like a simple "proof" to me but I guess it may not be given this has eluded the mathematical world to date.

Anyway, I would like to get it reviewed by an expert in the field. It only uses two sides of A4.

## Goldbach Conjecture

I have found an interesting result after looking at the Goldbach Conjecture.

It suggests that if there is a smaller Goldbach partition then there is always an equal or larger Goldbach partition.

Looks like a simple "proof" to me but I guess it may not be given this has eluded the mathematical world to date.

Anyway, I would like to get it reviewed by an expert in the field. It only uses two sides of A4.