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===================================================   Tuesday, July 28, 2015
 
Free Gambling Systems of the Month - Four Sectors of 9 Roulette Strategies

Dear Let's Talk Winning subscribers, customers, friends,

This month's free systems will focus on Roulette Sectors of 9.  Since there are 36 numbers excluding the zeros, we can divide the layout into four quadrants and call it each a sector of 9 numbers. 

In the old times, players used to look for biased wheels, where the ball would frequent one of those four sectors more often than others.  By betting on this sector, one would cash quite a sum (betting 9 chips, winning 36, profiting 25) until the wheel was replaced.  For this, though, one needed to identify the 9 numbers based on the wheel layout.

Our systems won't need to do that, as they will win regardless of if the wheel is biased or not.   We will simply divide the 36 numbers into 4 sectors, by designating the first 9 numbers (1-9) as Sector 1,  the second set of 9 numbers (10-18) as Sector 2, the third set of 9 numbers (19-27) as Sector 3 and the fourth set of 9 numbers (28-36). 

If we do that and exclude the zeros, each time we bet on a sector and win, we cash 25 chips as shown above, but each time a zero would come, we would lose our entire bet.

So, what we will do, is to incorporate the zeros into one of the sectors.  We will chose Sector 1 to that effect.  Thus Sector 1 will include the numbers 1-9 and the zeros (one of two, depending on the table).

We will assume our roulette table has two zeros:0 and 00. 

If we are betting on Sector 1, we will be placing 11 chips on it - the nine numbers and two zeros.  If the bet wins, we cash 36 - 11 = 25 chips.  Losing this bet causes the down of 11 units.   If we are placing a bet on Sector 2, for instance, we will be placing 9 chips on the table covering numbers 10-18 and if we win this bet, we win 36 - 9 = 27 units.  If we lose, we lose 9 units.

We will divide our strategies into four sections.  The first section will bet on not one, but three of the above sectors.  Which ones?  On the last three different ones.  So if in the last few spins, the ball fell on sectors 1 3 2 1 3 1 1, for instance, the last 3 different sectors are 1 2 3 and we will bet on them.  If our bet incorporates Sector 1, then we will have 11 + 9 + 9 = 29 units on the table.  Winning this bet gives us 36-9 = 7 units.  Losing this bet causes the loss of 29 chips.  If our bet does not incorporate Sector 1, then we will simply have 3 X 9 = 27 chips on the table. Winning this bet will give us 36=27 = 9 chips profit and losing the bet will cause the loss of 27 chips.  You chose you chip/unit size based on your own budget, whether it's $1 or $10 or $25.

Betting on the last 3 different sectors, we hope for one of the sectors to go to sleep.  This will give us lots of winning streaks, as a sector could sleep for 10-15 spins, as we will see in the following example.

One more rule of the system is that is we lose one bet, that causes us either 27 or 29 units lost, then we stop betting until we get a win on paper (virtual win).  This way, we avoid losing streaks, that cost us 27 or 29 chips each time.  (look at spins 51 to 53 in Example 1 below).

Example 1:

The first 3 spins we don't bet and the last 3 sectors happen to be all different (1 2 and 3) from numbers 13, 9 and 22.   So we bet on them, placing 11 chips on Sector 1 covering numbers 0,00, 1-9, 9 chips on Sector 2, covering numbers 10-18, and 9 chips on Sector 3, covering numbers 19-27. 

Number 32 comes (Sector 4) and we lose this bet and we register -27 units.  Now that we lost, we look at the last 3 different sectors, and they are 1 3 and 4.  We bet on them until we get a paper win, which happens right away.  The next bet wins and we cash 7 units.  As long as we are winning, we bet on the same set of 3 sectors - the last 3 different ones.  Only when we lose the bet, that means, that the last 3 sectors will now be different and we start betting on them.

Following the example this way, you will find that we can cash up to 83 units in 160 spins with some drawdowns here and there.  As mentioned, this strategy gives us lots of winning streaks, when one of the sectors falls asleep and we keep cashing on the ones that show up: view spins 17-30, 98-117, 137-160.  Those winning streaks bring us to the positive level and we can quit with our profits.

We see in Example 1, that within the very first 16 spins, we encounter 5 losses, each causing us the loss of 29 chips, which brings us to the second section of our free systems:  the opposite strategy.  Imagine that every loss of those 29 chips would actually be wins of a similar amount and they would happen 5 times in 16 spins.

The opposite strategy is exactly the mirror of the above.  Now, we will be on the one sector, that is different than the last 3 different ones.  So, if the last 3 different sectors were 1 2 3, we will bet on Sector 4.  If the last 3 different sectors were 1, 3, 4, then we will bet on Sector 2. 

Same way, betting on Sector 1, we will have 11 chips on the table, as this Sector includes the zeros.  So wins will be 36-11= 25 units and losses will be -11 chips.

Betting on any one of the other sectors (2,3 and 4), we will have 9 chips on the table.  So, wins will be 36-9=27 units and losses will be -9 units.

We will see in Example 2 below on how this goes.  Here after a loss, we don't wait for a paper win, as losses are much smaller: 9 or 11 instead of 27 and 29.

Example 2:

115 units profit in 78 spins.  Does that mean that this strategy is more profitable than the previous one?  Not necessarily.  There will be some moments, where the previous strategy is more profitable because of the winning streaks and at times this one will be more profitable. 

There will be times even that both strategies will make profit at one point.  You can apply both strategies at the same time with a friend and when you are both ahead, this is when you decide to both leave at the same time. 

We can see this in Example 3 below where both strategies are applied simultaneously:

Example 3:

At spin 56, Player A quits with +39 units and Player B quits with +14 units, both making 53 units together and splitting profits. 

The last 2 strategies of our newsletter will also bet on the sectors of 9, but slightly differently.  The odds are not altered, as betting on any 3 sectors or one one sector this way or another has exactly the same probabilities.

Strategy 3 will bet on 3 sectors.  This time not on the last 3 different ones, but simply on the 3 sectors that are different than the last one, that just showed up.  If the last sector was 3, we will bet on 1 2 4. If the last sector was 4, we will bet now on 1 2 3.  In other words, we are betting on alternating sectors.  As the sectors alternate each time, we will be wining the bets. 

Example 4: