Martingale Table Limits
There are two things when you play Martingale strategy, which is one of the most popular casino systems based on the simple rule of doubling the bets when you lose the game, in order to cover yourself.
The first catch is the 0 pocket (and even double 0 pocket if you play American Roulette). With the help of 0 pocket house get an edge over you, for instance if you play red or black following Martingale, you may be succeed in covering your losses, but then the 0 drops in, which means you lose one time more. You can do nothing about this, though you can try internet gambling house edge roulette, but anyway your bets will be limited.
The second catch is all casinos limit your bets, usually the highest possible bet varies from $200 to $500. Besides of it some VIP tables may give you’re a chance to place the higher bet, some of online casinos allow to the high roller customers to come up to $2000 limit.
But let’s look at the Martingale progression: 1, 2, 4, 8, 16, 32, 64, 128, 256, 512, 1024, 2048, 4096.
Even in a case the casino has high table limit of $500, you should remember you have only 9 tries to win the game, the VIPs can carry on only two more rounds.
It is clear you can’t influence on the first catch and decrease the importance of the 0 pocket. But there are some variants of the second catch overcoming. Imagine you have a team consisting of 8 players or if you play alone you need 8 extra accounts at one online casino, each of them playing the same game with the $500 limit table. In a case you come close to the bet limit and have to pay $512 and during this time you bet on red, you get a member of your who need to bet $12 on the same outcome (or you bet $12 you own on the other account at casino), this procedure will extend the Martingale Progression.
Theoretically, this way you can extend the progression to a run of 13 with the help of either 9 different people or 9 separate accounts.
But it’s better to think over twice before you start using this strategy, because for the 13th bet you will have to pay $4096!