For those who want an explanation for the mathematically closest forecast, here is a graphic depiction of the calculation. Each persons score is compared to the actual score of the game. Each forecast will have an error on the UConn score(line "a"), and an error on the opponent's score (line "b"). The mathematical error is represented by the line "c".
Since this is a right triangle, the Pythagorean theorem can be used to calculate the length of "c". The Pythagorean theorm says that C-squared is equal to the sum of A-squared and B-squared. To make the forecasts a little easier to check, I show the sum of A-squared and B-squared. So, if you miss the UConn actual score by 2 point, and the Opponent's score by 3 points, that gives you 13 for the sum of the squares (2 squared is equal to 4, and 3 squared is equal to 9, so the total is 13). This value is found in the column labeled "Square"
Taking the square root of the sum of the squares gives you the value for line "c". If the sum of the squares of the two legs is 13, then the value for "c" is equal to 3.61 points. This is the "distance" that the forecast is from the actual score.
This is just a different way to measure who was closest to the actual game score. The results can differ significantly from the Margin of Victory technique, but often they yield the same result. This game, BroadwayVa wins both ways, but Massey is not quite so dominant.