An interesting (unknown) property of prime numbers. I don't know if this is the right place to ask this question. Please excuse my ignorance if it is not.
I like to play with integers. I have been doing this since my childhood. I spend a lot of time looking up new integer sequences on OEIS. Last week I stumbled upon a unique property of prime numbers. I have been searching the internet since then to find if there are any papers talking about this property and haven't found any. I want to publish it. I am not a mathematician but I am an engineer and I can write a decent paper to clearly express the property. I haven't attempted to prove this property. It is just an observation that I verified upto the largest known prime number (http://primes.utm.edu/). It holds!
The problem is I do not want to divulge this property for fear of being denied credit to its discovery. How should I disseminate this finding? 
Again, I apologize if this is not the right place for this question.

I believe that posting your observation here will clarify that the observation is yours.
Also as Bill Cook mentions http://arxiv.org/ would be the best place to post your discovery.
But if you don't tell us which is the  ''unknown property of prime numbers'' you will never know if you are a genius, or someone who has illusions.
Share your thoughts! I really want to see something that might be new and (as you say) interesting!
