The difficulty is that the position determined is not a point but an area. Pick another metric and you get a different native density. Fallacies, Flaws and Flimflam A two-line proof that all the coefficients in a Fourier series are the same, and other items. If, that is, it has rank 2. Here's how to do it.
Hyperbolic geometry is tougher.
Potato chips are too brittle. But Thurston paper will do the trick. Though I've never tried, I suppose that Mathematica can calculate t -probabilities along with all the other things it can do. Here is another way, more human. Problems and Solutions Media Highlights Miscellanea New results about 666, and thanks to referees, who are never beastly.