2) Generate numbers that meet the above definition AND so that any particular floating number is no more likely to be picked than any other. But you can't simu

2) Generate numbers that meet the above definition AND so that any particular floating number is no more likely to be picked than any other. But you can't simultaneously have #1 and #2. #2 = #1 AND MORE and NOT (#1 AND #2) imply that #2 is impossible independent of #1 or MORE.