Of course it's all about bases right now.
anyhow a system that can be given to anyone and used by them for any sport.
Base ball is far different than other prosports.
Bookies hate it because they cant move spreads. Basically there is no set systems for bases every day is differnt you have to really handicap the pitchers both ends team defense and offense etc.. etc.. only thing in bases i know that's written in stone is to NOT bet against the streaks. When a team is on a losing streak jump on that gravy train because it might go for 25 straight losses.
When they are winning same thing i have cracked 10 straight up to 15 straight wins many times and so have you.
The only system in betting is the same system as always manage your money and do not double up after a loss;pay the loss and start new next week or day.
In daily sports limit your plays do not go off betting 5 - 10 plays per day no one can do it those who do this will be broke soon.
i max my plays at 4 per day with a limit of $500 per day NOT per game $500 for the day win or lose that is my cap i expect to win $200 per day 7 days a week for the season.
I bet in Vegas through a friend who lives out there. We send funds through a bank that's loaded I win he deposits money i can withdraw whatever for my pocket a good friend like this is invaluable i trust him and he trust me. He has his own money way more than i do.
So here's a system to help you all it's called calculating EV or getting the best bang for your buck
How to Calculate Expected Value Probability
Expected value uses probabilities to determine what an expected outcome,
such as a payoff, will be. Expected value multiplies the probability of
each outcome by the possible outcome. For example, in a dice game,
rolling a one, three or five pays $0, rolling a two or four pays $5, and
rolling a six pays $10. In dice, the probability of rolling a one
through six is 1/6 each.
Now go grab your calc. pen and paper.
Instructions
-
1
Write out the probabilities and outcomes into a chart. Use the left column for probabilities, the center column for outcome and the right column for probability times outcome. This provides a visual representation of the math.
- Multiply each outcome by the probability. In the example, for one, three and five, multiply $0 by 1/6, which equals zero each; for two and four, multiply $5 by 1/6, which equals 0.833 each; and for six, multiply $10 by 1/6, which equals 1.666.
Add all the numbers calculated in Step 2 to determine an expected value. In the example, 0 + 0 + 0 + 0.833 + 0.833 + 1.666 equals an expected value, or expected payoff, of $3.33.
BOOM