" Unlike earlier thinkers, who had sought to improve their accuracy by getting rid of error, Laplace realized that you should try to get more error: aggregate enough flawed data, and you get a glimpse of the truth. “The genius of statistics, as Laplace defined it, was that it did not ignore errors; it quantified them,” the writer Louis Menand observed. “…The right answer is, in a sense, a function of the mistakes. "

― Kathryn Schulz , Being Wrong: Adventures in the Margin of Error