Some people refer to sportsbooks as a sanctuary; a place they can go where they do their best thinking and enjoy the games and atmosphere. Some people refer to them as utter chaos and other than placing their bets at one, do everything in their power to get out before the games actually start. Whether you are one side of the fence, or the other, as long as the sportsbooks have your money tied up with them, they have you right where they want you. Sportsbooks are here to stay, so I suggest getting used to all the chaos. Read More >>
If a team favored by six points wins by exactly six points, the outcome is considered a "push" and the bettors get their money back, minus the bookmaker's commission. To reduce the number of pushes, oddsmakers often set spreads with half-points. So if the Cowboys are 3 1/2- or 3.5-point favorites over the Giants, they must prevail by four or more points to pay winning bets.
For example, in a cricket match a sports spread betting firm may list the spread of a team’s predicted runs at 340 – 350. The gambler can elect to ‘buy’ at 350 if they think the team will score more than 350 runs in total, or sell at 340 if they think the team will score less than 340. If the gambler elects to buy at 350 and the team scores 400 runs in total, the gambler will have won 50 unit points multiplied by their initial stake. But if the team only scores 300 runs then the gambler will have lost 50 unit points multiplied by their initial stake.
The optimal situation for bookmakers is to set odds that will attract an equal amount of money on both sides, thus limiting their exposure to any one particular result. To further explain, consider two people make a bet on each side of a game without a bookmaker. Each risks $110, meaning there is $220 to be won. The winner of that bet will receive all $220. However, if he had made that $110 bet through a bookmaker he would have only won $100 because of the vig. In a perfect world if all bookmaker action was balanced, they would be guaranteed a nice profit because of the vig.
Once you understand how odds in college football are expressed, you can use them to start to determine where your money should go. Be sure to see our college football odds page that connects you with the top sportsbooks on the Internet. The odds makers are trying to even out all bets. Your job is to determine on which side of the point spread, line or over/under it goes.
As a proud Canadian and a lover of hockey, this article shouldn't really surprise my American counterparts. You already know we like to do things differently here in Canada with our pro sports. A prime example is the CFL. However, hockey is no different. If you bet on hockey, you're usually betting the money line - who you think is going to win the game straight up. But in crazy Canadian fashion, sportsbooks offer something called the "puck line" which is exactly like the American version of the point spread. Read More >>
Using the Patriots-Rams Super Bowl matchup as our example, the Patriots are listed by most sportsbooks as a 2.5-point favorite. The Patriots are listed at -2.5, while the Rams are listed at +2.5. If you bet on the Patriots to cover the spread and they win by three points or more, you win. If you bet on the Rams to cover the spread and they lost by less than three points or win the game, you win.
The point spread is the projected number of points that separate two teams. A game with a spread will have a favorite (the team expected to win) and an underdog (the team expected to lose). A favorite “gives” points and is identified with a minus sign next to their point spread. The underdog “gets” points and is identified with a plus sign next to their point spread.
The NFL spread (betting point spreads is also known as betting ‘sides’ since you are picking one side to win the game) acknowledges that not all teams are created equal. If they were, we wouldn’t need NFL point spreads at all – teams would be so evenly matched that every game was a toss-up (or a pick em in football parlance). Simply picking the winner would be enough of a challenge.