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If one wanted to find squared numbers up to 12 digits one could simply form a pattern for squares. It is quite simple, one only needs to look at the number one is trying to square and set up a chart for the number. The patterns that begin to emerge are extraordinary and make doing advanced multiplication quite simple. I formed an interest in said patterns and began working on solving the patterns. I am now able to do 2 and 3 digit squares quite easily in my mind. It is possible to achieve what you seek by using this method. I would explain further but the beauty of the patterns are that you yourself are finding them and connecting them in your own unique way.

I can answer almost anything that is sent in. If I can't, I'll let you know, but I don't expect that to happen much.

I have known about number theory since the mid 80's. I have answered over 250 questions on Number Theory with this software. Altogether, I have answered over 8,500 questions in mathematics.**Publications**

You're looking at it ... I've answered over 8,500 quesitons in mathematics right here.
**Education/Credentials**

My credentials are an MS in Mathematics at Oregon State in 1986;
I received a BS in Mathematics at the same place in 1984.**Awards and Honors**

I graduated with honors in Mathematics when getting my BS degree and my MS degree.
**Past/Present Clients**

I have assisted many students in mathematics at OSU.
Perhaps I have assisted one of you're friends in math on a computer somewhere else,
but you don't even know... That would be late last night, perhaps with thousands of miles between us ...
Then again, if you're in Washington, so am I ...