04-02-2016, 09:39 AM
Interesting.
My first inclination would be to take the difference between #1 and #2, divide by 2 and add the result to #2, but their method accomplishes the same thing with one less step.
Thanks for posting this. Now the challenge will be to actually remember it for future use.
Tom
My first inclination would be to take the difference between #1 and #2, divide by 2 and add the result to #2, but their method accomplishes the same thing with one less step.
Thanks for posting this. Now the challenge will be to actually remember it for future use.
Tom