About Ion Saliu's, i think his theories seem fairly firm, but honestly i don't like his programs (too hard to use, too unfriendly, too complicated).
Anyway, in any chance game we know what can happen, as i said before.
In a pick 3 game, we know for sure the winning number will be between 0 and 999, right ?
So i'll explain my system. It works fairly well, altough sometimes it gets a little hard to play.
First, we have to consider this:
1) the prize. Here in my country, the pick 3 game pays $500 for each $1 you played, if you hit the 3 digits (i think this is almost universal. Or at least, the most common).
2) the money we have spent playing (from the first draw to the present). We will call this variable "A".
3) the money we want to win. We will call this variable "B"
4) the money we must bet (we eill this variable "X") so, if we win, we recover "A" + "X" and win "B".
Example:
I want to win $ 10,000 (B), so i must bet $20 (X). This is the first time i play, so A=0. The number i play is irrelevant (let's see later why).
Let's suppose i win. I get a net win of $9,980.
But letīs suppose i don't win. Next draw i'll have to play X so: prize=B+X+A
So we must play X=(A+B)/500
Now, we select a random number between 0 and 999. We know sooner or later this number will appear, so all we must do it's to play the same number always according to the formula and we will win and recover all the money spent.
I have been doing this with discret success for nearly 3 years (with some variations, since the pick 3 game here has some special characteristics, but this is the essenece of the system). Can't complain !!!!
blitzed
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