Understanding the Crap System

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Crap players are absolutely in love with the systems; they try and make combinations and bets on games hoping that they’ll beat the casino by coming across some arcane prescription.

Now and again the majority of the systems succeed, and on the assumption that a participant succeeds playing by using a system it also encourages other players to keep attempting to win. It goes without saying, that nevertheless, the players are always in the end beaten by the casino.

When systems are accepted by the readers, the principle task is not so much that the player has acquired an edge but instead understanding the reason why the system is not awarding an advantage. The following email message was received from a player called Chuloco:

On the assumption that one player put ten dollars on a pass, on a don’t pass he put ten dollars, simultaneously on the field he put ten dollars and kept on doing this from the don’t come and come lines. Is there a possibility that the player on a six, seven or eight wins or loses? The eight or six would give the player with a strengthened come number when the seven could break even – except for the field wager.

Several weak elements are found in this system. In the first place, pass and don’t pass do not precisely offset on the next rolls the don’t come and come. Once you have set up a point each pass loser does not lose and this also holds for the reverse situation. On the don’t pass, the pass losers on a two and three win, when on the pass win the come out don’t pass losers on eleven and seven.

All is fine up to here, yet you still have to take the twelve into account. On a don’t pass the twelve doesn’t triumph, yet with the come put it loses on a pass. This kind of system evolves into a ten dollar loss on a pass without an offset win on a don’t pass due to the frequency of rolling twelve once for come out rolls for every thirty six times.

The more complex issue is connected to the field of the one roll bet, which holds a house edge larger than the don’ pass 1.4 percent or on a pass 1.41 percent, in which the casino has an advantage of 5.56 percent when twelve pays out two to one, and if the twelve pays out three to one it is 2.78 percent. Therefore, the field bet keeps on getting when the highest wager goes on the wager’s most weak aspect.

Let’s now analyze the results for this system with each come out rolled number and where there is a thirty dollar wager for each try. For the moment, let’s assume that there is only one field wager for each try:

1. You win twenty dollars on a field having a two to one payout; with don’t pass offset by pass. In general, you can win twenty dollars for a single roll of thirty six with a two.
2. You win ten dollars on field where don’t pass is offset by pass. In general you can win ten dollars with a three with two rolls of thirty six, that is a total of twenty dollars with a three.
3. You win ten dollars on a field having don’t pass offset by pass. In general, you can have a ten dollars win for each one with three rolls of thirty six, that is, a total of thirty dollars with a four.
4. You have a ten dollar loss on a field with a pass offset by a don’t pass. In general, you have a ten dollar loss for each one with four rolls of thirty six, that means, a total loss of forty dollars with a five.
5. You have a ten dollar loss on a field with a don’t pass offset by a pass. In general, you have a ten dollar loss for each one of five rolls of thirty six, that is, a total loss of fifty dollars with a six.
6. You have a ten dollar loss on a field with a don’t pass offset by a pass. In general, you have a ten dollar loss for each one of five rolls of thirty six, that is, a total loss of sixty dollars with a seven.
7. You have a ten dollar loss on a field with a don’t pass offset by a pass. In general, you have a ten dollar loss for each one of five rolls of thirty six, that is, a total loss of fifty dollars with an eight.
8. You have a ten dollar win on a field with a don’t pass offset by a pass. In general, you have a ten dollar win for each one of four rolls of thirty six, that is, a total win of forty dollars with a nine.
9. You have a ten dollar win on a field with a don’t pass offset by a pass. In general, you have a ten dollar win for each one of three rolls of thirty six, that is, a total win of thirty dollars with a nine.
10. You have a ten dollar win on a field with a don’t pass offset by a pass. In general, you have a ten dollar win for each one of two rolls of thirty six, that is, a total win of twenty dollars with an eleven.
11. You have a ten dollar win on a field with a don’t pass offset by a pass. In general, you have a ten dollar win for each one of four rolls of thirty six, that is, a total win of forty dollars with a nine.
12. You have a two to one twenty dollar payout or a payoff of three to one: with a ten dollar loss on the pass and you break even on the don’t pass. In general, you have a ten or twenty dollar win, that is, with a twelve for one roll of thirty six.

One hundred and seventy dollars or one hundred and eighty dollars are your winnings on condition you get a total everything on two, three, four, nine, ten, eleven and twelve. But, if you total on the five, six, seven and eight two hundred dollars will be your total loss. This means that you lose in the region of twenty or thirty dollars when placing a thirty six wager on such a series average dependent on a payoff of a twelve field bet.

2.78 percent casino edge is the result when there is a field payout of a two to one on a 1.85 percent or on twelve providing there is a payoff of three to one. In any case, the participant views the casino as more advantageous than if the participant keeps to a pas or don’t pass. As was anticipated, the overall house edge ranges between the lowest and highest.