Computer hand (Q 7)

A

Arbakov

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Anybody know whether the 'computer hand' of Q 7 was determined to be the winner 50% of the time heads-up/against 3 players/against 10 players, etc? Or does it matter how many other hands are against it (having taken statistics, I would think the number of hands against it would be a definite factor).
 
JeeDub84

JeeDub84

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Q7 is called the computer hand because it is the average winning hand in poker.
 
Four Dogs

Four Dogs

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Stats by Poker Stove
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equity (%) win (%) tie (%)
Hand 1: 54.3023 % 52.52% 01.78% { Qc7c }
Hand 2: 45.6977 % 43.92% 01.78% { random }

equity (%) win (%) tie (%)
Hand 1: 42.3376 % 41.06% 01.27% { Qc7c }
Hand 2: 20.9638 % 20.16% 00.80% { random }
Hand 3: 36.6986 % 34.89% 01.80% { random }

equity (%) win (%) tie (%)
Hand 1: 34.1143 % 33.01% 01.10% { Qc7c }
Hand 2: 12.8560 % 12.33% 00.53% { random }
Hand 3: 21.1342 % 20.34% 00.79% { random }
Hand 4: 31.8955 % 29.86% 02.04% { random }

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equity (%) win (%) tie (%)
Hand 1: 51.7657 % 49.90% 01.86% { Qc7d }
Hand 2: 48.2343 % 46.37% 01.86% { random }

equity (%) win (%) tie (%)
Hand 1: 38.7091 % 37.42% 01.29% { Qc7d }
Hand 2: 25.8659 % 25.07% 00.79% { random }
Hand 3: 35.4250 % 33.59% 01.83% { random

equity (%) win (%) tie (%)
Hand 1: 32.2000 % 31.19% 01.01% { Qc7d }
Hand 2: 13.6731 % 13.15% 00.53% { random }
Hand 3: 23.8369 % 23.12% 00.72% { random }
Hand 4: 30.2900 % 28.37% 01.92% { random }

 
Welly

Welly

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Essentially to answer the question, it is the average hand in a study of HEADS-UP hands

ie 84 hands are worse when heads up against Q7o
and 84 hands are better when heads up against Q7o

Hope that helps,

Welly
 
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