“You miss my meaning,” interrupted the older boy. “See here, Harmon. You start with a playing space so many yards in length and so many yards in width. You oppose a team of eleven players with a team of a like number. You may do a certain number of things legitimately. Each situation developed in the course of a football game calls for a certain move. But that’s what coaches and quarter-backs don’t realize. They think that a situation is unprecedented and, instead of making the move that is called for, they confusedly try something they shouldn’t, a play never intended for the situation.”
“But how the dickens are you going to know what play the situation does call for?” demanded Willard. “The situations make themselves, and they’re all different!”
“Not at all. There are only a certain number of situations that can eventuate and they are quite capable of tabulation. For the purpose of argument, suppose we set the number at three hundred. Very well, there are consequently three hundred correct moves. Suppose it is A’s ball on B’s twenty-yard-line on third down with five to go, B has demonstrated that gains between her tackles are practically impossible. A is weak at kicking field-goals, but has proved capable of gaining on runs outside B’s right tackle. B has a good defense against forward-passes and has defeated A’s attempts to gain that way. Now, then, what is A’s correct play?”
“Why, a skin-tackle play, of course, at the weak end,” replied Willard. “At least, theoretically. But suppose the back who carries the ball slips or turns in too soon or—”
“No science, no matter how exact, is proof against the fallibility of those engaged in its demonstration,” said McNatt gravely. “The point I am trying to prove is that here is a situation that is neither unprecedented nor novel and that, capable of being recognized, has its proper solution which may be scientifically applied.”
“Maybe,” said Willard, “but, gee, how many situations would there be to recognize? About a thousand, I’d say!”
“Many less, I think. I’ve never attempted to tabulate them, but it would not be a difficult task. Science has performed far more difficult feats.”
“I dare say, but—but—look here, McNatt, if each team played football like that, I mean if each team had the right answer to every situation that might happen, why, gee, neither one would win!”
“You’re wrong, Harmon. You’re forgetting the element of human fallibility. Put two chess players at the board, give them each a similar knowledge of the game, and what happens? Do they play to a tie? Very seldom. One wins and the other loses. So it would be in football with each team applying science. One team would excel because she applied it more exactly, perhaps more instantly.”