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#1
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Since moving to PokerStars I've played...
104,891 hands So, I guess I'd expect to have 477 of each pair and a 6,198 total pairs... ![]() So how unlikely is it to have only 5852 pairs in 104891 hands? Thanks, ___1___ |
#2
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a lot less unlikely than never getting pocket 2's
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#3
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[img]/images/graemlins/ooo.gif[/img]
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#4
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You expect 104,891/17 = 6,170 pairs. The standard deviation of that is (6,170*16/17)^0.5 = 76. Your result is 4.17 standard deviations below the expected value, the probability of that is about 1/67,000.
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#5
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[ QUOTE ]
a lot less unlikely than never getting pocket 2's [/ QUOTE ] 2s just weren't included in the screenshot. They are included in the total. ___1___ |
#6
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[ QUOTE ]
You expect 104,891/17 = 6,170 pairs. The standard deviation of that is (6,170*16/17)^0.5 = 76. Your result is 4.17 standard deviations below the expected value, the probability of that is about 1/67,000. [/ QUOTE ] Thanks a bunch, Aaron... ___1___ |
#7
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[ QUOTE ] a lot less unlikely than never getting pocket 2's [/ QUOTE ] 2s just weren't included in the screenshot. They are included in the total. ___1___ [/ QUOTE ] so what was the point of the screenshot then? |
#8
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so what was the point of the screenshot then? [/ QUOTE ] In retrospect, no point. I should have posted the "total" screenshot of the "General" tab in PT. ___1___ |
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