god's calculator 2
suppose god's calculator doesn't have infinite precision. i illustrate. what's 1.01 times 1.01? 1.0201 of course. 1.02 if you round off to two decimal places. always? what about that extra 0.0001? what if one time in a hundred the answer came out to be 1.03? would that be better? okay, so multiple 1.01 times 1.01 and add the product together 100 times. with infinite precision the answer is 102.01. but if you round off then the answer is 102.00. a noticable difference. ah but if god rounds off my way then he gets the answer 102.01. most of the time. which is better. god's calculator has the interesting property that a*b=a*b is not necessarily true. unless you also redefine equality.