I was just thinking about how many different places on the cb could be safely contacted
and at how many different angles..and at how many different speeds, etc.
it's amazing to think about (microdots welcome, but unnecessary)
thanks all for the replies-
Circumference of a standard cb is 179.6mm
The portion of the ball that can be struck without a miscue is the middle 28.6mm, looking straight at the ball, which gives us a veritcal and a horizontal limit, and also defines a circle in which we can strike the cb without miscuing. The actually surface length of this circle is 29.9mm along the surface of the ball, because it's not a flat circle.
So, since the circumference (equator) is 179.6mm, if we multiple a 29.9mm vertical strip of the ball by 179.6, we get the total amount of square millimeters available for use.
It's
5,370mm². So if a microdot is 1mm, the answer is 5,370.
That's considering the entire 360° circumference of the ball, all the way around its equator as it sits on the table, discounting the top and bottom quarters where a miscue would occur.
From any particular perspective/viewpoint, we have
688mm² available for use, or 688 1mm "microdots". This is the surface area of the 28.6mm circle, the miscue limit, which is really a convex "cap" we're facing on the ball.
I'm sure none of this means anything, but it was fun calculating it.