Quote:
Originally Posted by deadlywizard234
Conditions:
Count system: Hi-Lo, Ill18 Fab4
Decks: 4
Rules: H17 DAS
Spread: 20
Hands per Hour: 150
Risk of Ruin: 2.3%
Penetration: 60
Bankroll: $100,000
(playing 3 hands per round)
...........3 Handed Bet Strategy.........................
......True Count.............Optimal Bet......
..........<=0......................3x$25... (25.08 rnd dwn)
.............1.......................3x$47... (47.31 rnd dwn)
.............2.......................3x$176...(176 .7 rnd dwn)
.............3.......................3x$301..(301. 56 rnd dwn)
.............4.......................3x$437..(437. 78 rnd dwn)
.............5.......................3x$500..(501. 6 rnd dwn)
$/hr (every 150 hands) = $431.12
How do I figure out Std. Deviation per hand and Std. deviation per hour for the above three handed strategy? Or is there not enough information here to figure out those two items?
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Excellent question and ur at the level where I get into problems.
I think u'd also need the expected win rate and frequency for each of the TC's for the game u specify.
And maybe the SD for each of those TC's given ur bet and the game.
Then do a lot of squaring and summing for each TC to determine weighted average bet with what average weighted SD.
Throw in 3 hands with co-variance and I'm not even gonna tell u I'd have an answer I have 100% faith in.
It's about where I would say to myself, if I don't have an answer I have 100%
faith in, I'd do something else that I do have 100% faith in.
Make that 110%.