Oscar’s Grind Roulette Strategy becomes popular with the introduction of the first computers. The story tells that in 1965 the Oscar’s Grind Roulette Strategy was described by a gambler, named Oscar, and was tested by a simulation of 280000 roulette spins on an IBM790 computer. The Oscar’s Grind Roulette Strategy was tested with unlimited resources and showed excellent results. Let’s see how it works.
To begin with, you need to choose a value for your bets as this amount may be $1 or more, depending on how much money you are willing to play with and how you want to manage the risk. Then you need to choose a color (black or red) and to bet on it only (you may also choose even or odd).
You start by betting $1 on red, for example. If you lose, you bet $1 again on the same color. In case you lose one more time, you bet $1 again. Let’s say that you lose again and you will need to bet $1 or red again. However, if you win this time it is considered that you may have a winning streak and you need to raise your bet by $1 and place a bet of $2. If you win again you need to place a bet of $3.
Here is an example of an Oscar’s Grind Roulette Strategy bet session:
| Spin № | Bet | Outcome | Balance |
| 1 | 1 | Lose | $-1 |
| 2 | 1 | Lose | $-2 |
| 3 | 1 | Lose | $-3 |
| 4 | 1 | Win | $-2 |
| 5 | 2 | Win | $0 |
| 6 | 1 | Lose | $-1 |
| 7 | 1 | Lose | $-2 |
| 8 | 1 | Win | $-1 |
| 9 | 2 | Win | $+1 |
| End of Session |
When your balance becomes $+1 positive the session is over, you have generated profit and you may start a new session with $1 bet again. With the Oscar’s Grind Roulette Strategy you need continue the session until you have +1 unit and then you may start a new session.
The roulette strategies you’ve read about in this article are just a part of what we have gathered for you as information about one of the most beloved casino games. Don’t forget to check out our roulette section and read more useful information.
The information on this website does not promise or guarantee winnings in any way. Gambling with real money poses a risk and everyone must do it wisely, under his own responsibility and will.
