Probability issue in relation to money management?

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Mgianelli

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This problem is based on 36 rolls of the dice. My system has proven there will be 30 winning rolls and 6 losing ones. My starting bet is 8% of my bankroll. I want to use no more than 50% of my b/r on any one given roll. As the rolls begin and are recorded how should I adjust my b/r percentage per roll to take full advantage of the winning rolls and minimize the losing ones?
 
Mgianelli said:
This problem is based on 36 rolls of the dice. My system has proven there will be 30 winning rolls and 6 losing ones. My starting bet is 8% of my bankroll. I want to use no more than 50% of my b/r on any one given roll. As the rolls begin and are recorded how should I adjust my b/r percentage per roll to take full advantage of the winning rolls and minimize the losing ones?
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Please show us what you have tried and exactly where you are stuck.

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Please share your work/thoughts about this problem.
 
I find this question absolutely unbelievable.
Here are the outcomes of tossing a pair of dice 36 times: SEE HERE.
In that expansion the term \(82251x^{212}\) tell us that there are \(8225\) ways to toss a sum of \(212\).
 
The OP never said how many dice are being tossed!
Is it possible that you can tell us how you win and how you lose?
What benefit do you get by recording the outcomes of the rolls?
 
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