September 29th, 2011 at 2:54:08 PM
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I am trying to better understand the math/probability that someone could take a $2,000 and turn it into $100,000 assuming a $2,000 average bet with only a $2,000 bankroll on a game with hold around 1%.
September 29th, 2011 at 3:59:32 PM
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Seems simple.... guess right, then guess right each and every successive time until you've got 100 grand, then tip the dealer and leave.
September 29th, 2011 at 6:00:10 PM
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Assuming you mean house edge of 1%, probably about 1.8% of the time. There are many factors that can alter the answer.
September 29th, 2011 at 9:01:47 PM
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Thanks SOOPOO. Would you mind sharing the math/model? Back of the envelope math would suggest that odds are about 1:400 if you doubled-up until reaching max bet of around $15K or so (and that assumed 0% house advantage), so I was inititally anticipating that the actual likelihood would be much lower than the 1.8% you calculated.
I'm trying to normalize for many of the known variables and assume the bet stays constant and we can select any confidence level but preferably around a 98th percentile is most ideal.
At your convenience, please let me know your thoughts.
Thanks,
Walt
I'm trying to normalize for many of the known variables and assume the bet stays constant and we can select any confidence level but preferably around a 98th percentile is most ideal.
At your convenience, please let me know your thoughts.
Thanks,
Walt