In Curiosities of Human Nature (1852), Samuel Griswold Goodrich records that the duke of Argyle discovered a Latin copy of Newton’s Principia on the grass one day during a walk on his grounds. The book was claimed by Edmund Stone, the 18-year-old son of a gardener, and the astonished duke discovered that the young man was conversant with geometry, Latin, and Newton.

Argyle asked how he had come to know these things, and the youth replied that a servant had taught him to read 10 years earlier, and that he had taught himself arithmetic and geometry from textbooks, and Latin and French from dictionaries.

“It seems to me,” he said, “that we may learn everything when we know the 26 letters of the alphabet.”

In a typical Powerball lottery drawing, there are four or five second-place winners.

On March 30, 2005, there were 110.

Officials suspected fraud at first, but it turned out that most of the winners had received the same mass-produced fortune cookie, which listed five of the six winning numbers.

The coincidence cost the lottery association $19 million.

A curious race was recently witnessed in Westphalia, the contest being between pigeons and a number of bees, the respective owners of which had wagered their favorites to win. The course was three miles and a half, and a dovecot which happened to be near a hive was selected as the winning post. It was found no easy matter to mark the bees so as to make their identity unmistakable, but the difficulty was at last surmounted by rolling them in flour previous to starting them on their journey. This, while making them easily recognized on their arrival, probably retarded their flight; but nevertheless, and though the pigeons were looked upon by those interested as the most likely winners, the race resulted in a victory for the bees; the first bee arriving at the post twenty-five seconds before the first pigeon, and three other bees before the second.

— Henry Williams, A Book of Curious Facts, 1903