This is exactly the discussion I've been looking for.
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ROI --- BBs Per Hour
16.7 --- 1
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Please explain your math here. The way I see it, if you're getting a return of 16.7% on an $11 investment, that's $1.84. Is this assuming something other than 10+1 and .5/1?
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With a given ROI, SD ( I used $17 since that's what I get for $10+1, I'm not sure if it would be higher or lower for higher levels ) and RoR(I used .1 % because I hate to gamble). These numbers produce a dollar amount, say $300, as the RoR bankroll. Assume 300 BBs is a good BR for limit holdem, then $300 would equal a BR for a .5/1 game.
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I'm not sure I follow this exactly. Did you make up those bankroll figures? I've been playing with
simulation stuff and could produce more precise figures for SNG bankrolls. From what I understand, a normal approximation works fine for limit ring games.
Correct me if I'm wrong, but is the question you're asking this: given a bankroll and a RoR tolerance, which game is more profitable? That's the question I'm asking, anyway.