Anomalies and Curiosities of Medicine [268]
devices, he performed some wonderful feats, and among the many stories connected with this period of his life is one which describes how he actually ate up a good-sized patch of sugar cane, simply because he found it good to his taste.
Yet from this clouded, illiterate mind a wonderful mathematical gift shines. Just when he began to assert his powers is not known; but his feats have been remembered for twenty years by his neighbors. A report says:--
"Give Rube Fields the distance by rail between any two points, and the dimensions of a car-wheel, and almost as soon as the statement has left your lips he will tell you the number of revolutions the wheel will make in traveling over the track. Call four or five or any number of columns of figures down a page, and when you have reached the bottom he will announce the sum. Given the number of yards or pounds of articles and the price, and at once he will return the total cost--and this he will do all day long, without apparent effort or fatigue.
"A gentleman relates an instance of Fields' knowledge of figures. After having called several columns of figures for addition, he went back to the first column, saying that it was wrong, and repeating it, purposely miscalling the next to the last figure. At once Fields threw up his hand, exclaiming: 'You didn't call it that way before.'
"Fields' answers come quick and sharp, seemingly by intuition. Calculations which would require hours to perform are made in less time than it takes to state the question. The size of the computations seems to offer no bar to their rapid solution, and answers in which long lines of figures are reeled off come with perfect ease. In watching the effort put forth in reaching an answer, there would seem to be some process going on in the mind, and an incoherent mumbling is often indulged in, but it is highly probable that Fields does not himself know how he derives his answers. Certain it is that he is unable to explain the process, nor has any one ever been able to draw from him anything concerning it. Almost the only thing he knows about the power is that he possesses it, and, while he is not altogether averse to receiving money for his work, he has steadily refused to allow himself to be exhibited." In reviewing the peculiar endowment of Fields, the Chicago Record says:--
"How this feat is performed is as much a mystery as the process by which he solves a problem in arithmetic. He answers no questions. Rapid mathematicians, men of study, who by intense application and short methods have become expert, have sought to probe these two mysteries, but without results. Indeed, the man's intelligence is of so low an order as to prevent him from aiding those who seek to know. With age, too, he grows more surly. Of what vast value this 'gift' might be to the world of science, if coupled with average intelligence, is readily imagined. That it will ever be understood is unlikely. As it is, the power staggers belief and makes modern psychology, with its study of brain-cells, stand aghast. As to poor Fields himself, he excites only sympathy. Homeless, unkempt, and uncouth, traveling aimlessly on a journey which he does not understand, he hugs to his heart a marvelous power, which he declares to be a gift from God. To his weak mind it lifts him above his fellow-men, and yet it is as useless to the world as a diamond in a dead man's hand."
Wolf-Children.--It is interesting to know to what degree a human being will resemble a beast when deprived of the association with man. We seem to get some insight to this question in the investigation of so called cases of "wolf-children."
Saxo Grammaticus speaks of a bear that kidnapped a child and kept it a long time in his den. The tale of the Roman she-wolf is well known, and may have been something more than a myth, as there have been several apparently authentic cases reported in which a child has been rescued from its associations with a wolf who had stolen it some time previously. Most of the stories of wolf-children come from India. According to Oswald
Yet from this clouded, illiterate mind a wonderful mathematical gift shines. Just when he began to assert his powers is not known; but his feats have been remembered for twenty years by his neighbors. A report says:--
"Give Rube Fields the distance by rail between any two points, and the dimensions of a car-wheel, and almost as soon as the statement has left your lips he will tell you the number of revolutions the wheel will make in traveling over the track. Call four or five or any number of columns of figures down a page, and when you have reached the bottom he will announce the sum. Given the number of yards or pounds of articles and the price, and at once he will return the total cost--and this he will do all day long, without apparent effort or fatigue.
"A gentleman relates an instance of Fields' knowledge of figures. After having called several columns of figures for addition, he went back to the first column, saying that it was wrong, and repeating it, purposely miscalling the next to the last figure. At once Fields threw up his hand, exclaiming: 'You didn't call it that way before.'
"Fields' answers come quick and sharp, seemingly by intuition. Calculations which would require hours to perform are made in less time than it takes to state the question. The size of the computations seems to offer no bar to their rapid solution, and answers in which long lines of figures are reeled off come with perfect ease. In watching the effort put forth in reaching an answer, there would seem to be some process going on in the mind, and an incoherent mumbling is often indulged in, but it is highly probable that Fields does not himself know how he derives his answers. Certain it is that he is unable to explain the process, nor has any one ever been able to draw from him anything concerning it. Almost the only thing he knows about the power is that he possesses it, and, while he is not altogether averse to receiving money for his work, he has steadily refused to allow himself to be exhibited." In reviewing the peculiar endowment of Fields, the Chicago Record says:--
"How this feat is performed is as much a mystery as the process by which he solves a problem in arithmetic. He answers no questions. Rapid mathematicians, men of study, who by intense application and short methods have become expert, have sought to probe these two mysteries, but without results. Indeed, the man's intelligence is of so low an order as to prevent him from aiding those who seek to know. With age, too, he grows more surly. Of what vast value this 'gift' might be to the world of science, if coupled with average intelligence, is readily imagined. That it will ever be understood is unlikely. As it is, the power staggers belief and makes modern psychology, with its study of brain-cells, stand aghast. As to poor Fields himself, he excites only sympathy. Homeless, unkempt, and uncouth, traveling aimlessly on a journey which he does not understand, he hugs to his heart a marvelous power, which he declares to be a gift from God. To his weak mind it lifts him above his fellow-men, and yet it is as useless to the world as a diamond in a dead man's hand."
Wolf-Children.--It is interesting to know to what degree a human being will resemble a beast when deprived of the association with man. We seem to get some insight to this question in the investigation of so called cases of "wolf-children."
Saxo Grammaticus speaks of a bear that kidnapped a child and kept it a long time in his den. The tale of the Roman she-wolf is well known, and may have been something more than a myth, as there have been several apparently authentic cases reported in which a child has been rescued from its associations with a wolf who had stolen it some time previously. Most of the stories of wolf-children come from India. According to Oswald