#1
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Flipping Coins: An accurate simulation of SNGs.
I think this is a pretty accurate simulation of SNGs for a winning player. It just proves that it really is a game of surving to the bubble and then taking advantage of small edges and winning coinflips. (All numbers are based on 1900 documented SNGs at a level in which I have a 99.96% winning confidence). YMMV
Flip a coin, if it comes up heads you're going to finish 1-4th (52.1% for me), otherwise, you're OTM. Flip it again, if it comes up heads, you're going to finish 1st or 2nd (48% for me). If it comes up tails, flip it again. Heads you're 3rd (48%), 4th you're OTM. If it was heads the 1st two times, flip it one last time. Heads you win (56%), tails you're 2nd. EDIT: FWIW, a player who finishes exactly 50% on each flip would have a 37.5% ITM and 30.9% ROI. |
#2
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Re: Flipping Coins: An accurate simulation of SNGs.
FLIP IT BABY
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#3
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Re: Flipping Coins: An accurate simulation of SNGs.
Wow imagine the $$/hr. Damn homie.
-LDT |
#4
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Re: Flipping Coins: An accurate simulation of SNGs.
You fail to account for all the donkeys that don't have the requisite opposable thumbs to flip a coin.
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#5
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Re: Flipping Coins: An accurate simulation of SNGs.
[ QUOTE ]
Wow imagine the $$/hr. Damn homie. -LDT [/ QUOTE ] I'm pretty sure I could 32-table coin flipping. |
#6
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Re: Flipping Coins: An accurate simulation of SNGs.
If only I could learn to flip on both thumbs at the same time.
-LDT |
#7
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Re: Flipping Coins: An accurate simulation of SNGs.
4th pays?
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#8
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Re: Flipping Coins: An accurate simulation of SNGs.
[ QUOTE ]
4th pays? [/ QUOTE ] [ QUOTE ] Flip it again, if it comes up heads, you're going to finish 1st or 2nd (48% for me). If it comes up tails, flip it again. Heads you're 3rd (48%), 4th you're OTM. [/ QUOTE ] |
#9
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Re: Flipping Coins: An accurate simulation of SNGs.
Thats scary, b/c my numbers are frightenly similar.
For the first flip, Im 50.2% For the 2nd flip, Im 46.2% For the third flip, Im 45.9% For the fourth flip, Im 53% Scary huh? |
#10
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Re: Flipping Coins: An accurate simulation of SNGs.
Shall we discuss variance?
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