**Sabong Video Games,sabong Odds, Rebates**

What are the highest odds of sabong sabong odds?

sabongs, either outside or on your home PC.

Online casinos provide entertainment 24 hours a day, as sabongs are the most popular game even in Las Vegas.

sabong are the easiest to play in online casino games.

sabong are also said to be the most popular among online casino games.

I also became addicted to sabongs when there were big jackpots because of the possibility of pocketing huge jackpots.

To play, just press the button. And go to the multiplier table to refer to the odds that match the pattern,

and follow the button to put in coins. Just wait for the pattern to match.

### Types of sabongs

If you want to separate, it can be roughly divided into the following two:

Regular sabong: Three lines of three symbols + one payline or three lines of three symbols + two or more paylines

Video slot (video slot): 3 to 5 rows, 9 to 15 paylines

As other categories, there are progressive jackpots attached:

Ordinary sabongs, jack pot is roughly fixed at 5,000 times and 15,000 times,

but there are also progressive occasions where the jackpot bounty continues to increase,

becoming the most profitable event with more than 1 million times the odds.

And as another classification, there are things attached to bonuses.

If some patterns appear, the screen will send you to the special bonus stage,

which depends on the content of the game and sometimes requires you to choose

whether or not to get high bonuses, depending on your luck. This bonus has been particularly rich lately.

**sabong Rebate Rate Algorithm**

Generally speaking, there is a basic consensus method for estimating and judging

the score of a sabong: how many hands are played (depending on the type of machine)

to see if it will score, if there is a certain score, then play as many hands as possible,

and then Take a look at the score to make a judgment.

This method is basically correct, but it has the disadvantage that it is not very accurate.

Just because it has more points now doesn’t mean it won’t give more points later.

On the contrary, if it gives more points now, it does not mean that it will give out more points later.

My algorithm is to use only 1 point to more accurately calculate the theoretical return rate for the next round

(or the current round). Then it must be proved theoretically first, otherwise it is only an estimation and judgment.

**Sabong Rebate Rate Algorithm Theory**

- Before I start, let me state this:

My calculation method is all based on the current GLI casino equipment standard in Macau.

If Macau casinos don’t use this standard now, none of my algorithms are valid.

If my understanding of the GLI casino equipment standard is wrong (please point it out),

then my algorithm for the corresponding error does not hold.

The scoring procedure is to require that in each round of the expected basic game process,

when the player continues to bet at the lowest non-linear odds,

the theoretical return rate must reach the minimum return rate (for example, the set return rate is 75%)

- For example: Suppose a new machine, its return rate is set to 80%, the first person plays

the first round (assuming 100 hands), it eats 1000 points, puts 700 points, only reaches 70%,

the second When a person comes to play the second round (assuming it is still 100 hands),

it takes 1000 points and puts 900 points. At this time, the theoretical return rate just reaches 80%.

That is to say, the person in front loses, and the person who fights next also. still lose.

But if the first person plays the first round (assuming 100 hands), it eats 1000 points,

puts 500 points, and only reaches 50%, and the second person plays the second round (assuming it is still 100 hands),

it eats 1000 points Points, you must put 1100 points, so the second person must win?

The program is not like this, the actual situation is: for example,

the first person plays the first round (assuming 100 hands), it eats 1000 points, puts 500 points,

only reaches 50%, and the second person plays the second round.

The number of hands in the second round may be 200.

It takes 2000 points and puts 1900 points. In this way, the total eating points in the two rounds are 3000 points,

and the total distribution points are 2400 points. The return rate is 80%.

If you lose, those who fight next will still lose.

A high score can only appear in the second round if the return rate of the first round is extremely low.