Football?

[gigabit_2 0]

Since football is scored in increments of 3, 7, 6, 8 and 2 points - in that order of regularity - certain pointspreads are much more significant than others. For example, a ½-point variance in a bookmaker’s posted pointspread from 3 is much more important than a ½-point variance from a pointspread of five. This is because football games are very likely to end with 3 points as a margin of victory, but not at all likely to end with a margin of victory of 5 points. About 14 percent of all NFL games end with a margin of victory of precisely 3 points, but only about one game in thirty will end with a pointspread of 5 points.

[kers2 0]

[Dr_Shakes 0]

Since football is scored in increments of 3, 7, 6, 8 and 2 points - in that order of regularity - certain pointspreads are much more significant than others. For example, a ½-point variance in a bookmaker’s posted pointspread from 3 is much more important than a ½-point variance from a pointspread of five. This is because football games are very likely to end with 3 points as a margin of victory, but not at all likely to end with a margin of victory of 5 points. About 14 percent of all NFL games end with a margin of victory of precisely 3 points, but only about one game in thirty will end with a pointspread of 5 points.

How do I use this to make more mobney?

[gigabit_2 0]

The ten most meaningful pointspreads are 1, 3, 4, 6, 7, 10, 11, 13, 14, and 17. (Not in that order, however.) Almost two-thirds of all NFL games can be expected to end with one or another of only those ten margins of victory. To bettors, a line move off one of those numbers can easily present either an opportunity or a trap. An underdog getting 3½ points, for example, is a much better bargain than the same underdog getting only 3 points. That extra ½-point means their opponents must upgrade a field goal to a touchdown in order to cover. And by the same token, an underdog getting only 2½ points is a much higher risk than the same underdog getting 3 points. A ½-point move from a pointspread of 3 can be more important than many much larger moves. An underdog getting 9½ points instead of 7½ points is hardly a better deal at all. Since games rarely end with a margin of victory of exactly 8 or 9 points, there's simply not much difference between getting 9½ points or 7½ points. If an underdog fails to cover 7½ points, they're not likely to cover 9½ points, either. Likewise, a favorite giving away 7½ points is hardly a better bet than the same favorite giving away 9½ points. If a team wins by more than 7½ points, they will almost always win by more than 9½ points.

[cuddlemonkey 0]

How do I use this to make more mobney?

This dude averages 8 posts a day. You only average 1/10th of that number. Why should he tell you how to get all the mobney?

[gigabit_2 0]

i no understand you bad grammer cuddle monkey is har to read post like dis no?

[Dr_Shakes 0]

This dude averages 8 posts a day. You only average 1/10th of that number. Why should he tell you how to get all the mobney?

He likes me?He likes Jennifer Harman?He likes listening to himself talk?I don't know, but I do find it interesting.Anyone got a counter argument?

[wilheldp 0]

The only score that an American football team cannot have is 1. I've seen games that ended at 4-2. Combinations of missed extra points, 2 point conversions and field goals can make some crazy scores. Nothing is out of the question.