Sports Betting Tips – If Bets and Reverse Teasers


“IF” Bets and Reverses

I told you last week that if your book has “if/reverses,” you can bet on them in place of parlays. Many of you might not be aware of how to place on an “if/reverse.” An explanation of the full process and a contrast to “if” wagers “if/reverses,” and parlays is provided, as are the circumstances where each one is the best..

A “if” betting strategy is precisely what it is. You place your bet on Team A then IF it wins, you bet the same quantity on Team B. Parlays with two games taking place during different hours is a form of “if” bet where you bet on one team, and if that team is successful, you place a double bet on the other team. In a real “if” bet instead of betting double on the other team, you wager the same amount on the other team. slot online

You can make making two phone calls to your bookmaker and also lock on the current line for the next game by telling the bookmaker that you’d like to make the “if” betting. “If” bets may also be placed for two games that are starting simultaneously. The bookmaker waits till the game is finished. If the first game is successful the bookmaker will place an equal amount into the second game , even though the first game has already been played.

Even though the “if” bet actually consists of two bets in one go at a normal vig and you can’t decide at a later time that you do not want to place a second wager. When you place the “if” bet the second bet can’t be canceled, even if the second one hasn’t started yet. If the first one wins then you’ll have to bet on the next game. Because of this, there is less control on the outcome of an “if” wager than two bets in a row. When the two games on which you are betting on overlap but the only method to bet only on the event that you win is by placing the “if” wager. If two games are timed to overlap then the cancellation of the second bet not a problem. It is important to note that if the two games begin at different time, the majority of bookmakers won’t let you add an additional game after the first. Both teams must be named when placing the bet.

It is possible to make the “if” bet telling the person who is making your bet “I would like to place an “if” wager,” after which “Give me Team A If Team B wins for $100.” This instruction to your bookmaker will be like placing a bet of $110 in order in order to make $100 winnings on team A and only If you win, you can bet another $110 to make $100 for Team B.

When the team that is the one of the “if” bet fails, there is no bet on the other team. Whatever happens, whether the second team wins or loses, the total loss from this “if” bet is $110 if you lose on one team. Should the team winning wins you’d have placed a wager of $110 to win $100 winning that team. If you lose to the other team, your loss would be $10 of vig that is split between the between both teams. If both teams win then you’d get 100 on team A, and $100 for Team B which would give you a total of $200. So the maximum loss for an “if” could be $110, while the maximum prize is $200. The advantage is offset with the downside of losing the entire $110 instead of $10 per when the two teams are split, with the one team that bet losing.

As you will see, it is in a significant way which game you choose to play at the top of an “if” betting. If you place the first loser in a split bet, you’ll lose the entire bet. If you split, but the loser is not the second team in the bet then you will only lose the vig.

Bettors quickly realized that the only way to stay clear of the uncertainness caused by the sequence of loses and wins is to put in the two “if” bets, placing the teams first. Instead of wagering $110 to bet ” Team A , if Team B” you’d wager just $55 ” Team A If team B.” And then you can make a second “if” bet, which reverses the order in which teams are placed for an additional $55. The second bet would place Team B first, and Team A next. Double bets of this kind that reverses the order of the team, can be known as”if/reverse” or “if/reverse” or, sometimes, just”reverse. “reverse.”

“Reverse” or “reverse” refers to two distinct “if” wagers.

Team A if Team B for $55 to win $50; and

Team B if Team A for $55 to win $50.

There is no need to list the two bets. Simply tell the clerk you’d like to bet the “reverse,” the two teams, and the total.

When both sides win, the outcome is exactly the same as when you placed one “if” bet of $100. You will win $50 on Team A in the initial “if bet, ” and the team wins $50 to win $100. When you place the third “if” bet you will get $50 for Team B and the team A wins $50 and a win of $100. Two “if” bets combined will result in a win of $200 if both teams are successful.

When both sides lose, the outcome is identical to when you placed only a single “if” bet of $100. The loss of Team A will be $55 for the initial “if” combination however nothing would pass to Team B. In the second case the loss of Team B will cost you $55, but no money would be transferred Team A. You’d lose $55 on each the bets to make a loss of $110 if each team loses.

The difference happens when teams are split. In lieu of losing $100 if you lose the team that first, and the second team wins while both teams win, but the second team loses and the other team loses, you’ll lose $60 in splits, regardless of the team that wins and loses. It’s this way. When Team A is defeated,, you will lose $55 in the first mix-up but you will have nothing for the winning team B. In the second one you’ll get $50 for Team B. You will also have an action on Team A, in the event of a loss of $55 which results in losing a net amount on the second wager that is $5. A loss of $55 from the first “if” bet, and the $5 in the subsequent “if” bet results in an overall losing $60 in the “reverse.” If Team B loses, you’ll forfeit the $5 vig the first combination , and $55 for the second combination for the same amount in the splitting..

We’ve managed to achieve this smaller loss of just $60 instead of $110 if the first team loses, but there is no reduction in the winnings when both teams are winners. In the single $110 “if” bet, as well as both reversed “if” bets that cost $55, the winner is 200 when the two teams take the spread. The bookmakers will never place themselves in that kind of disadvantage, but. The profit of $50 every time Team A loses is completely offset by the additional fifty dollars ($60 instead of 10) when Team B loses. So it is clear that the “reverse” isn’t really saving the players any money, however, it can have the advantage in making the gamble more predicable and eliminating the concern about which team to place first for the “if” bet.

(What will follow is an in-depth review of betting techniques. If the explanations and charts cause you to be confused do not bother and note down the rules. I’ll make an easy-to-copy listing in my next post.)

For parlays, the rule of thumb concerning “if” betting is

Don’t do it if you beat 52.5 percentage or more in your games. If you aren’t able to consistently reach the winning percentage, but taking “if” bets every time you wager on two teams will help you save money.

For the bettor who wins betting on the winner, the “if” bet can add the element of luck into your betting strategy that does not belong there. If two games are worthy of placing bets on, they must be placed in the same placed bets. The betting on one must not be contingent on the possibility that you will win the other. However when a bettor is not optimistic that is the case, betting on the “if” bet can stop betting on the other team if the first is defeated. By stopping certain bets,”if” bets “if” bet will save the bettor with a negative expectation some vig.

The savings of $10 of the “if” betting option is due to the fact that he’s not betting on the second match in which both teams lose. In comparison to the straight bettor and straight bettor, the “if” betting option comes with the additional expense of 100 dollars if the team A wins and loses, and Team B wins, however, the bettor saves $110 when both teams lose. A or the team B are both losing.

In short any thing that stops the loser from betting on more games is a good thing. “If” bets cut down on the number of games the loser plays.

The rules for the winner is exactly the opposite. Anything that prevents the winning bettor from placing bets on more often is a problem and, consequently “if” bets result in the handicapper losing money. If the winning bettor has fewer games to play there are fewer winners. Keep in mind that when someone says that the best way to win is to play on fewer games. The smart player will never want to play less games. Because “if/reverses” result exactly the same way as “if” bets and put the player at an equal disadvantage.

Exceptions to the Rule – When a Winner Should Bet Parlays and “IF’s”
Like all rules however, there are some exceptions. “If” betting and lay are made by a person who has positive expectations in just two situations:

There isn’t a option, he has to bet or an “if/reverse,” a parlay or teaser or
If you are betting on co-dependent options.
The only instance that I am able to think of when you’re forced to choose is when you are the best man at a friend’s wedding, and you are eager to walk down the aisle, and your laptop was a joke in your pocket of your tux , so you put it in your car you can only bet offshore on the deposit account without credit line, and the book requires a minimum of $50 for a bet on the phone, you enjoy two games that cross over in time, so you take out your phone 5 minutes prior to kickoff, and then you have 45 seconds to go before you are required to walk to the altar with a stunning bride’s bridesmaid in a floppy purple dress draped over your shoulder You try to place two bets of $55 and you find that you only have 75 dollars within your bank account.

As the philosopher of old often said “Is this what’s bothering you or you bucky?” If yes, raise your head high, happy smile, and look at the bright side and place an initial $50 “if” wager on the two teams you are betting on. You could also make a parlay bet, but as you’ll see below it is”if/reverse, “if/reverse” can be a fantastic alternative to a parlay in the event that you’re the winners.

If you want to win the most effective method is to bet straight. For co-dependent bets however as previously mentioned there is a significant benefit to betting on combinations. Parlays are a great way to bet. betting player is benefiting from a parlay with odds that are higher, such as 13-5 for bets with a higher odds than the usual chance of winning. Since, by definition co-dependent bets are included in an identical game. They should be considered “if” betting. In a co-dependent betting, our advantage is due to being able to place another bet IF either of our propositions win.

It’s not going to do us any good to just bet $110 on each of the underdog and favorite and also $110 on the over and under. Then we’d lose the wager no matter how frequently the favorites and over or underdog and the under combination won. As we’ve observed, when we play two of four possible outcomes, by making two parlays of the favorite and over as well as the underdog and over the odds are that we will win $160 in the event that any of the combinations wins. The best time to pick the parlay or “reverse” when creating co-dependent combinations is explained in the following.

Choosing Between “IF” Bets and Parlays
Based on a parlay of $110 which we’ll employ to make consistent comparisons the net profit from a parlay in the event that one of our combination succeeds will be $176 (the $286 winnings from the parlay that won, less the loss of $110 from the parlay that loses). If we bet $110 on a “reverse” bet, our net gain is $180 each when one of our combos succeeds (the $400 winning on the winning side if/reverse, less the loss of $220 for losing bet if/reverse).

If a split occurs, and the under is with the favorite or over gets the underdog and the parlay loses $110 and the reverse loses $120. So that the “reverse” has a four-dollar advantage over the winner and the parlay holds an advantage of $10 on the losing side. In a 50-50 game, the parlay will be more profitable.

When we have co-dependent sides and total bets it is not an inverse 50-50 scenario. If the favorite wins the spread at a high level and the spread is higher, it’s more likely that it will be over the small total. However, if the favorite is unable to cover the spread, it’s more likely that the game will be go under the total. We have discovered, when there is an expectation of winning, that is the case, the “if/reverse” will be the better option to parlay. The likelihood of winning on our co-dependent side as well as total bets will depend on whether the line on each side the total coincide. But the fact that they’re co-dependent is a good expectation.

The moment when the “if/reverse” is an even better option than the parlay in making our two co-dependents is 72% of a win rate. This isn’t as insane an amount of winnings as it seems. When you play two different combinations, you will have the chance to be successful in two ways. It is only necessary to win one of two. Each combination is a positive and independent expectation. If we believe that the likelihood of either the underdog or the favorite winning is 100 percent (obviously either will win) the only thing we require are a 72% likelihood that, for instance, Boston College -38 1/2 is able to win by 39 points, the game will be over the entire 53 1/2 mark at minimum 72 percent of the time. It is an independent bet. Should Ball State scores even one TD and we win, then we’re only a half-point away from winning. The fact that the possibility that a BC cover could result in more than 72% of the time isn’t an unreasonable assumption given the conditions.

In comparison to a parlay with 72% winning rate that is 72%, our 2 “if/reverse” bets could gain an additional $472 times, giving an increase of $4 72 times = $288. Betting “if/reverses” can result in losing 10 dollars more than for every 28 times the outcomes are split to make a total losses of $280. It is evident that at a win percentage of 72%,, the variance is not that significant.

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