I have always wondered what was so fascinating about Pi. Why would it be surprising that there would be a ratio of the circumference to the diameter of a circle? I don't get it. Why is this mysterious? When you take a compass and draw a circle you set the radius/diameter and by turning, you inscribe a regular figure. You can make it bigger or smaller but it is still the same shape. Ancient mathematicians didn't ponder this too long until they came up with a ratio. It so happens that the ratio cannot be represented as a fraction with integers but this is no more mysterious than the square root of 2.
especially when you have no bread! -- j
in 2's square root . . mysterious and daunting, for
a kid like me with a slide rule! -- j
p.s. I'm 66, now, but was 18 then.