Million Dollar Compilation Strategy

[Norman Bates]

   
How I won over 150,000,000.00 in chips on the bicycle casino games. It was on roulette of course. It was just for fun though. It has both AR to start out with, then ER for the "High Limit" section in the back. You can even try it for yourself if you want to. Thanks for your time, and good luck.

It's important that you should know that I'm only trying to teach you a basic technique for designing you're very own compensation strategies giving you the ability to continue winning consistently over time...

What I mean by, "compensation strategy" is one where you can add up all the different columns, and dozens individually, (including both the inside, and outside bets for each one), and have them all come out to occupy the same number of units. Those bets are the ones located on numbers 4, 6, 8, 1st dozen, column A, column C, and 11/14 split. For a total of 12 units.

As for the 0's, all you need to do is count how many units there are that occupy the first half of the layout. These bets being the units on numbers 4, 6, 8, 1st dozen, column A, column C, 11/14, 16/19, 17/20, and 18/21 split for a total of 17 units. Bet that many units on both the 0, and 00 as shown in the, "1st example" below.

1st example
1 unit on the 1st dozen, 3rd dozen, column A, column C, and 17/20 split
2 unit on numbers 8, and 29
2 units on 11/14, and 23/26 split.
3 units on numbers 4, 6, 31, 33, 16/19, and 18/21 split
17 units on numbers 0, and 00
For a total of 66 units.

Now you can erase all of the units bet on the outside of the layout. ie: the bets located on the 1st 12, 2nd 12, column A, and column C. Plus the units bet on numbers 0, 00, and 17/20 split. Then take those units, and distribute them out evenly onto the layout, using the numbers 17, 20, 0, 00, 2nd dozen, column A, and column C in the fashion demonstrated in the "2nd example" below. You should still be using the same number of units that you had when you first started the bet placement. 66 units in this case.

2nd example

2 units on numbers 8, 29, 11/14, 23/26 split
3 units on numbers 4, 6, 31, 33, 16/19, and 18/21 split
4 units on numbers 0, 00, column A, and column C
6 units numbers 17, and 20
12 units on the 2nd dozen
66 units total

For ER, use the examples below: This time use the 17 unit total found by adding up all the units that effect the 1st half of the layout. Take this 17 unit figure, and place that many units on the number 0 as depicted in the, "3rd example" below:
.
3rd example
1 unit on the 1st dozen, 3rd dozen, column A, and column C
2 units on numbers 8, 29, 11/14, 17/20, and 23/26 split
3 units on numbers 4, 6, 31, 33, 16/19, and 18/21 split
17 units on number 0
49 units total

Now, erase the bets on numbers 0, 17/20, 1st dozen, 3rd dozen, column A, and column C, and redistribute those units over the numbers 0, 17, 20, 2nd dozen, column A, and column C as demonstrated in the "4th example" below.

4th example

2 units on numbers 8, 29, 11/14, and 23/26
3 units on numbers 4, 6, 17, 20, 31, 33, 0, 16/19, 18/21 split, column A, and column C
4 units on number 0
8 units on the 2nd dozen
49 units total

It also might be helpful to know that I usually use a chip count of 400 chips per unit with 500,000.00 buy in.

[Mr J]

150 million? Rookie.

Ken

[Mr J]

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