Extreme Prolificity by Single Births.--The number of children a woman may bring forth is therefore not to be accurately stated; there seems to be almost no limit to it, and even when we exclude those cases in which remarkable multiplicity at each birth augments the number, there are still some almost incredible cases on record. The statistics of the St. Pancras Royal Dispensary, 1853, estimated the number of children one woman may bear as from 25 to 69. Eisenmenger relates the history of a case of a woman in the last century bearing 51 children, and there is another case in which a woman bore 44 children, all boys. Atkinson speaks of a lady married at sixteen, dying when she was sixty-four, who had borne 39 children, all at single births, by one husband, whom she survived. The children, 32 daughters and 7 sons, all attained their majority. There was a case of a woman in America who in twenty-six years gave birth to 22 children, all at single births. Thoresby in his "History of Leeds," 1715, mentions three remarkable cases--one the wife of Dr. Phineas Hudson, Chancellor of York, as having died in her thirty-ninth year of her twenty-fourth child; another of Mrs. Joseph Cooper, as dying of her twenty-sixth child, and, lastly, of Mrs. William Greenhill, of a village in Hertford, England, who gave birth to 39 children during her life. Brand, a writer of great repute, in his "History of Newcastle," quoted by Walford, mentions as a well attested fact the wife of a Scotch weaver who bore 62 children by one husband, all of whom lived to be baptized. A curious epitaph is to be seen at Conway, Carnarvonshire-- "Here lieth the body of Nicholas Hookes, of Conway, gentleman, who was one-and-fortieth child of his father, William Hookes, Esq., by Alice, his wife, and the father of 27 children. He died 20th of March, 1637." On November 21, 1768, Mrs. Shury, the wife of a cooper, in Vine Street, Westminster, was delivered of 2 boys, making 26 by the same husband. She had previously been confined with twins during the year. It would be the task of a mathematician to figure the possibilities of paternity in a man of extra long life who had married several prolific women during his prolonged period of virility. A man by the name of Pearsons of Lexton, Nottingham, at the time of the report had been married 4 times. By his first 3 wives he had 39 children and by his last 14, making a total of 53. He was 6 feet tall and lived to his ninety-sixth year. We have already mentioned the two Russian cases in which the paternity was 72 and 87 children respectively, and in "Notes and Queries," June 21, 1856, there is an account of David Wilson of Madison, Ind., who had died a few years previously at the age of one hundred and seven. He had been 5 times married and was the father of 47 children, 35 of whom were living at the time of his death.